tag:blogger.com,1999:blog-67689939692694932522024-03-13T08:59:36.866-07:00CASIMIRO RADIACTIVOUnknownnoreply@blogger.comBlogger20125tag:blogger.com,1999:blog-6768993969269493252.post-62677008829694501502014-09-17T10:48:00.001-07:002015-07-19T18:11:34.149-07:00RESPUESTA A LA RADIOPREGUNTA<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span>
<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Respuesta: Neumotórax</span></span><br />
<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span>
<br />
<div style="text-align: justify;">
<span style="font-size: large;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Se define como la presencia de aire en la cavidad pleural con el consiguiente colapso pulmonar. La entrada de aire al espacio pleural desde el pulmón, como consecuencia del desgarro de la pleura visceral, es la causa más frecuente de neumotórax.</span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%; text-align: justify;"> El
aire también puede proceder de la atmósfera, como consecuencia de la rotura de
la pleura parietal.</span></span></div>
<div style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="line-height: 115%;">En cuanto a la técnica radiográfica s</span><span style="line-height: 115%;">e recomienda la </span><span style="line-height: 115%;">realización de una
radiografía PA</span><span style="line-height: 115%;"> en bipedestación y en espiración, de</span><span style="line-height: 115%;">bido a que facilita la identifi</span><span style="line-height: 115%;">cación de pequeños neumotórax;
si las condiciones del paciente lo permiten se realizará una radiografía PA en
inspiración.</span></span></div>
<div style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Los hallazgos radiográficos que deben buscarse para
realizar el diagnóstico de neumotórax son:</span></span></div>
<div style="text-align: justify;">
</div>
<ul>
<li style="text-align: justify;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La existencia de
una línea fina, claramente definida, producida por el margen externo de la
pleura visceral, la cual representa el límite del pulmón, separada de la pleura
parietal a nivel de la pared costal por un espacio lleno de aire.</span></span></li>
<li style="text-align: justify;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Ausencia de
vasos entre el límite del pulmón y la pared torácica.</span></span></li>
<li style="text-align: justify;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Existe desplazamiento
mediastínico hacia el lado contralateral y depresión ipsilateral del diafragma
(aplanamiento o inversión de su curva).</span></span></li>
<li style="text-align: justify;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Hiperclaridad, secundaria a un espacio
interpleural.</span></span></li>
<li style="text-align: justify;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Presencia de menisco por una pequeña cantidad de líquido en el
espacio pleural.</span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;"> </span></li>
</ul>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-Ve8efhudXOY/VBnDFHltRII/AAAAAAAACek/8I4h4SmzWx0/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://4.bp.blogspot.com/-Ve8efhudXOY/VBnDFHltRII/AAAAAAAACek/8I4h4SmzWx0/s1600/1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Neumotórax parcial en pulmón izquierdo</span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-KiCQDMaR0fA/VBnDFV1o5yI/AAAAAAAACeo/ZtqPI8fo7Pg/s1600/2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://3.bp.blogspot.com/-KiCQDMaR0fA/VBnDFV1o5yI/AAAAAAAACeo/ZtqPI8fo7Pg/s1600/2.jpg" width="322" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Neumotórax completo en pulmón izquierdo</span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-NLMox1fZtMY/VBnEjmUFmEI/AAAAAAAACfM/e5kgefHgMtw/s1600/3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://1.bp.blogspot.com/-NLMox1fZtMY/VBnEjmUFmEI/AAAAAAAACfM/e5kgefHgMtw/s1600/3.jpg" width="303" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Neumotórax total en pulmón derecho</span></td></tr>
</tbody></table>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-V8uLDYPHyZM/VBnDFkLTh4I/AAAAAAAACes/EFLvFpiVakc/s1600/4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="372" src="http://1.bp.blogspot.com/-V8uLDYPHyZM/VBnDFkLTh4I/AAAAAAAACes/EFLvFpiVakc/s1600/4.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Neumotórax a tensión en pulmón derecho</span><br /><br /></span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-NqnTkfiNAic/VBnE6j9Fn1I/AAAAAAAACfU/BWQomAi-KKQ/s1600/Sin%2Bt%C3%ADtulo.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://1.bp.blogspot.com/-NqnTkfiNAic/VBnE6j9Fn1I/AAAAAAAACfU/BWQomAi-KKQ/s1600/Sin%2Bt%C3%ADtulo.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><b>Clasificación de neumotórax</b></span></td></tr>
</tbody></table>
<div>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div style="text-align: right;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-66030484953573134312014-09-05T10:19:00.001-07:002015-07-19T18:12:13.783-07:00RESPUESTA A LA RADIOPREGUNTA<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="text-align: justify;">Respuesta : AP DE CADERAS Y VON ROSEN</span><span style="text-align: justify;"><br /></span><span style="text-align: justify;"><br /></span></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La displasia en el desarrollo de cadera (DDC) antiguamente conocida como luxación congénita , integra anormalidades anatómicas que afectan la articulación coxofemoral incluyendo el borde anormal del acetábulo y la mala posición de la cabeza femoral, causando desde la subluxación hasta la luxación, afectando el desarrollo de la cadera durante los periodos embriológicos, fetal o infantil.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Aparte del diagnóstico clínico (signos de Barlow y Ortolani, etc.) es necesario complementarlo con el estudio radiológico, mediante radiografías de la cadera en el momento que se sospecha la enfermedad. La máxima utilidad del estudio es a partir de los dos meses de edad. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">En cuanto a las técnicas de imagen la ultrasonografía es de ayuda en los primero tres meses de vida y las radiografías toman su lugar después de este tiempo. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Las proyecciones utilizadas son: AP de caderas y proyección de Von Rosen.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Las líneas a tener en cuenta son la línea horizontal de Hilgenreiner (que une en la proyección AP los cartílagos trirradiados) y la línea vertical de Perkins ( pasa por el borde lateral del acetábulo y debe cruzar la porción media o externa de la metáfisis femoral). Estas líneas dividen a la cadera en cuatro cuadrantes. El núcleo epifisiario debe estar en cuadrante inferointerno. El núcleo de osificación aparece entre los 4 y 6 meses. Si las 10 meses no es visible habrá que descartar hipotiroidismo o displasia epifisaria. El ancho y la altura de los agujeros obturadores debe ser simétrico. la línea de Shenton es aquella que se proponga desde el borde inferior del cuello femoral y debe seguir con el borde superior del agujero obturador. Si el arco está quebrado es signo de ascenso de la cabeza femoral.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El ángulo acetabular formado por la línea horizontal de Hilgenreiner y la línea tangente al acetábulo mide 30° al nacer. Se considera patológico (displásico) un ángulo mayor de 36° al nacer y mayor de 30° a los tres meses. El ángulo acetabular decrece 0.5 a 1° por mes, lo que indica que el acetábulo sigue madurando y a los dos años debe estar en unos 20°.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-HDAonm-tL7Y/VAnnh3s1P1I/AAAAAAAACd8/WHi2u-CU0H4/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" height="400" src="http://4.bp.blogspot.com/-HDAonm-tL7Y/VAnnh3s1P1I/AAAAAAAACd8/WHi2u-CU0H4/s1600/1.jpg" title="" width="376" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Proyección AP de caderas normal.<br />H: Línea horizontal de Hilgenriner. P: Línea vertical de Perkins<br />Ne: núcleo epifisario. S: Línea de Shenton</span></td></tr>
</tbody></table>
<br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: justify;"></span></span><br />
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-1Cb_QNiJrBE/VAnpglGwmOI/AAAAAAAACeI/ih2zjLTpZ5Y/s1600/2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-size: large;"><img border="0" height="380" src="http://3.bp.blogspot.com/-1Cb_QNiJrBE/VAnpglGwmOI/AAAAAAAACeI/ih2zjLTpZ5Y/s1600/2.jpg" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Proyección AP de caderas con luxación de cadera derecha.<br />Nótese el desplazamiento del núcleo epifisario, se encuentra fuera del cuadrante inferointerno.</span></td></tr>
</tbody></table>
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;">La proyección de Von Rosen se realiza en abducción de 45°, la línea que continúa la diáfisis del fémur normal debe interceptar la pelvis cerca del centro del acetábulo.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-Oegad4AZEI4/VAnrzEMXFvI/AAAAAAAACeU/T3x9ygpu-ak/s1600/3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-size: large;"><img border="0" height="320" src="http://4.bp.blogspot.com/-Oegad4AZEI4/VAnrzEMXFvI/AAAAAAAACeU/T3x9ygpu-ak/s1600/3.jpg" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Proyección de Von Rosen</span></td></tr>
</tbody></table>
<div style="text-align: right;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<div style="font-size: x-large; text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-13854484526311630382014-04-29T22:26:00.002-07:002015-07-19T18:10:51.972-07:00RESPUESTA A LA RADIOPREGUNTA<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-PE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Respuesta: Todas las anteriores</span></span><br />
<span lang="ES-PE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span>
<span lang="ES-PE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El círculo arterial del cerebro o
polígono de Willis es un círculo vascular de forma pentagonal que está situado
en la superficie ventral del encéfalo. Es una importante anastomosis en la base
del encéfalo. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-PE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Cabe recalcar que un polígono de Willis
completo, sin ningún componente ausente o hipoplásico, no se ve más que en el 40%
de los casos. Casi en el 50% de todos los especímenes anatómicos se ven
anomalías en la parte posterior del polígono. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-PE"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El círculo arterial está
formado secuencialmente, en dirección anteroposterior, por:<o:p></o:p></span></span></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shapetype id="_x0000_t75" coordsize="21600,21600"
o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f"
stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0030__x0020_Imagen" o:spid="_x0000_s1026" type="#_x0000_t75"
style='position:absolute;margin-left:-17.6pt;margin-top:115.5pt;width:498.75pt;
height:394.55pt;z-index:-1;visibility:visible;mso-wrap-style:square;
mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
mso-position-horizontal-relative:text;mso-position-vertical:absolute;
mso-position-vertical-relative:text' wrapcoords="0 0 0 21515 21568 21515 21568 0 0 0">
<v:imagedata src="file:///C:\Users\BORIS\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"
o:title=""/>
<w:wrap type="through"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="ES-PE" style="font-size: large;">LA ARTERIA COMUNICANTE
ANTERIOR.<br />
LAS ARTERIAS CEREBRALES ANTERIORES.<br />
LAS ARTERIAS CARÓTIDAS INTERNAS.<br />
LAS ARTERIAS COMUNICANTES POSTERIORES.<br />
LAS ARTERIAS CEREBRALES POSTERIORES.</span><span lang="ES-PE" style="line-height: 115%;"><span style="font-size: large;"><br /></span>
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span lang="ES-PE"><o:p></o:p></span></span></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PE" style="font-family: "Arial","sans-serif";"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-pmKNAmG3vLQ/U2CHrg58iRI/AAAAAAAACT8/WbTLHa08odM/s1600/GULLO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="508" src="http://2.bp.blogspot.com/-pmKNAmG3vLQ/U2CHrg58iRI/AAAAAAAACT8/WbTLHa08odM/s1600/GULLO.jpg" width="640" /></a></div>
<div class="MsoNormal">
<span lang="ES-PE" style="font-family: "Arial","sans-serif";"><b><br /></b></span></div>
<div class="MsoNormal" style="text-align: right;">
<br /></div>
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-27137369487036243752013-10-14T17:00:00.000-07:002015-07-19T18:08:30.380-07:00<h2 style="text-align: justify;">
<span style="color: #073763; font-family: Georgia, Times New Roman, serif; font-size: x-large;">Solución a la "RADIOPREGUNTA"</span></h2>
<span style="text-align: justify;"><b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">TODAS LAS ANTERIORES</span></b></span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="text-align: justify;"><br /></span>
</span><br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Las calcificaciones
intracraneales son los hallazgos más frecuentes vistos en TC. El mejor método
diagnóstico para su valoración será la TC sin adminstración de contraste. La
gran mayoría de estos hallazgos son fisiológicos y ni siquiera deben incluirse en
el informe radiológico de urgencias, no obstante debemos estar siempre alerta
para identificar las que son patológicas. Repasamos las lesiones calcificadas
que más frecuentemente se ven en los TC de urgencias, dando algunos datos
claves para identificarlos.</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-2b6XBuRFDx0/UkJZKfxg8dI/AAAAAAAACOU/VJSFWPjcpUo/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="596" src="http://3.bp.blogspot.com/-2b6XBuRFDx0/UkJZKfxg8dI/AAAAAAAACOU/VJSFWPjcpUo/s640/1.jpg" width="640" /></a></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: large;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">GANGLIOS
BASALES</span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; text-align: justify; text-indent: -18pt;"><br /></span>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; text-align: justify; text-indent: -18pt;">Son
hallazgos incidentales visibles en hasta un 2% de los pacientes adultos. Suelen
ser imágenes puntiformes o conglomerados que hacen coalescencia, simétricos. Localizados
en el globo pálido, cabeza del caudado y putamen. Muy frecuentes en pacientes
añosos y de mediana edad.</span></div>
<div class="MsoListParagraph" style="margin-bottom: 0.0001pt; text-indent: -18pt;">
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES-PE" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-mXAlV80T5dU/UkJZCjzOS2I/AAAAAAAACOM/tD5D_b1ct48/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="364" src="http://2.bp.blogspot.com/-mXAlV80T5dU/UkJZCjzOS2I/AAAAAAAACOM/tD5D_b1ct48/s640/2.jpg" width="640" /></a></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">PINEAL<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large; text-indent: -18pt;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif; font-size: large; text-indent: -18pt;">Visible
en aproximadamente el 40% de los estudios de TC en pacientes de 20
años y según series en el 100% de los de 30 años. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; text-indent: -18pt;">Las
fisiológicas miden menos de 1 cm, de tal manera que si son vistas en pacientes
menores de 9 años o si son mayores de 1 cm, debe sospecharse patología subyacente, fundamentalmente tumoral.</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 0px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-KvrsNgWF-30/UkJZy8L5g-I/AAAAAAAACOc/klVYoza-d-A/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="380" src="http://3.bp.blogspot.com/-KvrsNgWF-30/UkJZy8L5g-I/AAAAAAAACOc/klVYoza-d-A/s640/3.jpg" width="640" /></a></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: large; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">DURAMADRE,
TENTORIO Y HOZ<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Se objetivan en el 10 % de la
población añosa.<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Las calcificaciones en la hoz suelen
ser en placas, mientras que las durales y tentoriales tienen morfología
laminar, pudiendo verse en cualquier lugar de la economía intracraneal.</span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-B5D2FMM38Z4/UkJawsSOwVI/AAAAAAAACOo/KDYVR91mJag/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="370" src="http://4.bp.blogspot.com/-B5D2FMM38Z4/UkJawsSOwVI/AAAAAAAACOo/KDYVR91mJag/s640/4.jpg" width="640" /></a></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">PLEXO
COROIDEO <o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Son las
calcificaciones fisiológicas más frecuente en un TC craneal.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Vistas hasta en un
80% de los pacientes sanos añosos y de mediana edad.</span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Únicamente el 2% de
los niños menores de 10 años presentan este dato.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Están asociadas a
la calcificación pineal.</span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-G6y5BV1s3x0/UlyFG82P4tI/AAAAAAAACPE/UUtn-vL0Zsw/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="340" src="http://1.bp.blogspot.com/-G6y5BV1s3x0/UlyFG82P4tI/AAAAAAAACPE/UUtn-vL0Zsw/s640/1.JPG" width="640" /></a></div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span>
<br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">CEREBELO<o:p></o:p></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></b></div>
<br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Calcificaciones
habituales en pacientes añosos, no obstante, debemos tener en cuenta que pueden
asociarse a patología como nefropatías, hipotiroidismo o intoxicación por Pb.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;">
<br /></div>
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<div class="separator" style="clear: both; text-align: center;">
</div>
<!--[if gte vml 1]><v:group id="_x0033_8_x0020_Grupo"
o:spid="_x0000_s1030" style='position:absolute;margin-left:72.65pt;
margin-top:62.8pt;width:464.6pt;height:163pt;z-index:251658240' coordsize="59004,20703"
wrapcoords="-35 0 -35 21500 21600 21500 21600 0 -35 0" o:gfxdata="UEsDBBQABgAIAAAAIQCm5lH7DAEAABUCAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbJSRTU7DMBBG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=
">
<v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75"
o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Imagen_x0020_35" o:spid="_x0000_s1031" type="#_x0000_t75"
style='position:absolute;width:19754;height:20703;visibility:visible;
mso-wrap-style:square' o:gfxdata="UEsDBBQABgAIAAAAIQAEqzleAAEAAOYBAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbJSRQU7DMBBF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">
<v:imagedata src="file:///C:\DOCUME~1\TOMOGR~2\CONFIG~1\Temp\msohtmlclip1\01\clip_image001.emz"
o:title=""/>
<v:path arrowok="t"/>
</v:shape><v:shape id="Imagen_x0020_36" o:spid="_x0000_s1032" type="#_x0000_t75"
style='position:absolute;left:19668;width:19323;height:20703;visibility:visible;
mso-wrap-style:square' o:gfxdata="UEsDBBQABgAIAAAAIQAEqzleAAEAAOYBAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbJSRQU7DMBBF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">
<v:imagedata src="file:///C:\DOCUME~1\TOMOGR~2\CONFIG~1\Temp\msohtmlclip1\01\clip_image002.emz"
o:title=""/>
<v:path arrowok="t"/>
</v:shape><v:shape id="Imagen_x0020_37" o:spid="_x0000_s1033" type="#_x0000_t75"
style='position:absolute;left:38991;width:20013;height:20703;visibility:visible;
mso-wrap-style:square' o:gfxdata="UEsDBBQABgAIAAAAIQAEqzleAAEAAOYBAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbJSRQU7DMBBF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">
<v:imagedata src="file:///C:\DOCUME~1\TOMOGR~2\CONFIG~1\Temp\msohtmlclip1\01\clip_image003.emz"
o:title=""/>
<v:path arrowok="t"/>
</v:shape><w:wrap type="through"/>
</v:group><![endif]--><!--[if !vml]--><!--[endif]--></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 0px;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; text-indent: -18pt;"><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-21080907675236699312013-09-19T17:44:00.001-07:002013-09-20T19:25:00.707-07:00CASO CLÍNICO DEL MES<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>PACIENTE: FEMENINO </b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>EDAD: 69 AÑOS</b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>SÍNTOMAS:</b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Dolor abdominal con una semana de evolución.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Sangrado vaginal. </i></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Es derivado al servicio de Tomografía para descartar:</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Síndrome doloroso abdominal.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Ictericia Obstructiva.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>EXÁMENES PREVIOS:</b></i></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>- LABORATORIO:</b></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 36px;">-<span style="line-height: normal;"> </span></span></i></span><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Hemoglobina: 12 .5 g/dl.</i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="ES" style="text-indent: -18pt;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- </i></span></span><span lang="EN-US" style="text-indent: -18pt;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>BT: 4.9 mg/dl BD: 4 mg/dl BI: 0.9 mg/dl.</i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="EN-US" style="text-indent: -18pt;"></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 36px;">-<span style="line-height: normal;"> </span></span></i></span><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Amilasa: 51 U/litros.</i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="ES"></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 36px;">-<span style="line-height: normal;"> </span></span></i></span><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Lipasa: 85 U/litros.</i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 36px;">-<span style="line-height: normal;"> </span></span><span lang="ES" style="line-height: 36px;">TGO: 57 U/L.<o:p></o:p></span></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i></i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 36px;">-<span style="line-height: normal;"> </span></span></i></span><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>TGP: 49 U/L.</i></span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large; line-height: 36px; text-indent: -18pt;">- </i><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="line-height: 36px;"><i>Creatinina de 0.80 mg/dL.</i></span></span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="line-height: 36px;"><i><br /></i></span></span></div>
<div style="text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>EXAMEN TOMOGRÁFICO DE ABDOMEN Y PELVIS CON CONTRASTE: </b></i></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Las fases vasculares (arterial, portal, venosa o tardía) en las que se debe evaluar un estudio tomográfico de abdomen dependerá de los signos radiológicos que encontremos en la fase simple, ya que cada adquisición requiere de cierta cantidad de radiación que actúa nocivamente sobre el paciente y cada patología tiene sus propias características vasculares donde podemos obtener mayor información diagnóstica.</i></span></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Así también en algunos casos podemos encontrar características radiológicas que difieren del diagnóstico previo y se asocian a una patología diferente, por lo cual debemos aumentar o diminuir las fases vasculares y sus respectivos tiempos de adquisición.</i></span></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Algunos signos radiológicos que ayudan a determinar el tipo de examen a realizar son:</i></span></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- <b>Alteración de la grasa intrabdominal.</b></i></span></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>- Líquido libre intrabdominal.</b></i></span></div>
<div style="text-align: justify;">
<span style="color: #cc0000; font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>- Dilatación de asas intestinales.</b></i></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: #cc0000; font-family: Georgia, Times New Roman, serif;"><i><b>- Presencia de masa intrabdominal que desplaza órganos </b></i></span><i style="color: #cc0000; font-family: Georgia, 'Times New Roman', serif;"><b>adyacentes.</b></i></span></div>
<div style="text-align: justify;">
<i style="color: #cc0000; font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></i></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-Gvz8gZdDMo0/UjuOQbCBRqI/AAAAAAAACL4/0M6o2lv1-Sk/s1600/ax.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="460" src="http://3.bp.blogspot.com/-Gvz8gZdDMo0/UjuOQbCBRqI/AAAAAAAACL4/0M6o2lv1-Sk/s640/ax.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES SIN CONTRASTE EV.<br /><br />SUP IZQ: PRESENCIA DE MASA SOLIDA HETEROGÉNEA EN SEG VIII.<br />SUP DER: APARENTE DILATACIÓN DEL ESPACIO PORTAL.<br />INF IZQ: DILATACIÓN DE VESÍCULA BILIAR Y COLÉDOCO.<br />INF DER: COMPROMISO PARENQUIMAL DE VESÍCULA BILIAR SUGERENTE DE NM.</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<i style="color: #cc0000; font-family: Georgia, 'Times New Roman', serif;"><b><span style="font-size: large;">Estos hallazgos radiológicos determinan un estudio trifásico de abdomen y pelvis para diferenciar el origen de la lesión y su compromiso vascular.</span></b></i></div>
<div style="text-align: justify;">
<i style="color: #cc0000; font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></i></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>El informe tomográfico muestra</b>: </i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b style="line-height: 150%;"><i><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Hígado:</span></span></i></b><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span style="line-height: 150%;">
Aumentado de </span><span style="line-height: 24px;">volumen</span><span style="line-height: 150%;">. </span></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>Parénquima :</b> Heterogéneo con
presencia de múltiples lesiones hipodensas redondeadas mal definidas ampliamente
distribuidas en ambos lóbulos destacando lesión de mayor tamaño heterogénea que
compromete los segmentos IV y V , moderadamente captadora de contraste en su periferia
y zona central donde presenta múltiples septos, esta formación mide 103x65.5mm.
Se aprecia dilatación de las vías biliares intra y extra hepáticas. Longitud:
184mm.</i></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-Uuqt9nQ6SSw/UjuSQ2vWcGI/AAAAAAAACME/cBPOFtgu8yo/s1600/aaa.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="326" src="http://1.bp.blogspot.com/-Uuqt9nQ6SSw/UjuSQ2vWcGI/AAAAAAAACME/cBPOFtgu8yo/s640/aaa.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RMP CORONAL Y SAGITAL</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-sOTvYAc4oys/UjuWrWYBuMI/AAAAAAAACM0/nQ6kleolso0/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="498" src="http://2.bp.blogspot.com/-sOTvYAc4oys/UjuWrWYBuMI/AAAAAAAACM0/nQ6kleolso0/s640/Imagen1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">CORTES AXIALES EN FASE PORTAL- PARENQUIMAL ( A PARTIR DE LOS 40 SEG)</span></b></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large; line-height: 150%;"><i><b style="line-height: 150%;"><span lang="ES" style="line-height: 150%;">Vesícula Biliar:</span></b><span lang="ES" style="line-height: 150%;">
marcadamente distendida mide 124x61 mm, muestra engrosamiento e irregularidad
de su pared medial, se evidencia calculo radiopaco de 26.6mm.</span></i></span><b style="line-height: 150%;"><i><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span></i></b></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-fkkAGI3z1gQ/UjuS-vHY2_I/AAAAAAAACMQ/yAMaCpOCrsA/s1600/wwwww.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="484" src="http://1.bp.blogspot.com/-fkkAGI3z1gQ/UjuS-vHY2_I/AAAAAAAACMQ/yAMaCpOCrsA/s640/wwwww.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RMP CORONAL Y SAGITAL EN FASE ARTERIAL</span></b></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%;"><span style="font-size: large;"><b><span lang="ES" style="line-height: 150%;">Colédoco:</span></b><span lang="ES" style="line-height: 150%;">
Dilatado, mide 19.8mm de diámetro en su extremo distal impresiona imagen
tenuemente hiperdensa de 13.8mm.</span></span></i></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-UYa5wG8JmuI/UjuULC_oHyI/AAAAAAAACMY/OvpP5S2SW_A/s1600/eeee.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="576" src="http://3.bp.blogspot.com/-UYa5wG8JmuI/UjuULC_oHyI/AAAAAAAACMY/OvpP5S2SW_A/s640/eeee.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES EN FASE ARTERIAL (A PARTIR DE LOS 20 SEG)</span></b></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large; line-height: 150%;"><i><b style="line-height: 150%;"><span lang="ES" style="line-height: 150%;">Vena porta:</span></b><span lang="ES" style="line-height: 150%;">
Muestra trombo parcial de 11.2x6.5mm.</span></i></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-0loE5JgLwgc/UjuX7kfEEeI/AAAAAAAACNA/IcC8vXQofog/s1600/aaaaaa.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="488" src="http://4.bp.blogspot.com/-0loE5JgLwgc/UjuX7kfEEeI/AAAAAAAACNA/IcC8vXQofog/s640/aaaaaa.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMAGEN AXIAL EN FASE VENOS PORTAL ( A PARTIR DE LOS 60 SEG)</span></b></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%;"><span style="font-size: large;"><b><span lang="ES" style="line-height: 150%;">Páncreas:</span></b><span lang="ES" style="line-height: 150%;">
A nivel de su cabeza se observa imagen hipodensa de bordes parcialmente
definidos que mide 30.5x19.8x24mm (diámetros cefalocaudal, anteroposterior y
transverso).</span></span></i></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-zA70krS1ylc/UjuU_fSRePI/AAAAAAAACMg/BIt7tRQL0B0/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="498" src="http://2.bp.blogspot.com/-zA70krS1ylc/UjuU_fSRePI/AAAAAAAACMg/BIt7tRQL0B0/s640/Imagen1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES EN FASE PORTAL - PARENQUIMAL ( A PARTIR DE LOS 40 SEG)</span></b></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-5RfKCT_NzXA/UjuVxFqIZWI/AAAAAAAACMs/zW7Z9Oc85do/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="http://3.bp.blogspot.com/-5RfKCT_NzXA/UjuVxFqIZWI/AAAAAAAACMs/zW7Z9Oc85do/s640/Imagen3.jpg" width="640" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large; line-height: 150%;"><b style="line-height: 150%;"><span lang="ES" style="line-height: 150%;"><br /></span></b></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%;"><span style="font-size: large;"><b style="line-height: 150%;"><span lang="ES" style="line-height: 150%;">Bazo:</span></b><span lang="ES" style="line-height: 150%;">
Homogéneo de tamaño y densidad conservadas.</span></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b><span lang="ES" style="line-height: 150%;">Retroperitoneo:</span></b><span lang="ES" style="line-height: 150%;">
Con estructuras vasculares de aspecto normal para su grupo etàreo, no evidencia
de adenopatías significativas.<o:p></o:p></span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif;"><span style="font-size: large;"><b style="line-height: 150%;"><span lang="ES" style="line-height: 150%;">Riñones:</span></b><span lang="ES"><span style="line-height: 150%;">
De morfología, tamaño y localización normal, con adecuada </span><span style="line-height: 36px;">capacitación</span><span style="line-height: 150%;"> y
eliminación de la sustancia de contraste, sin signos de hidronefrosis ni
litiasis. A nivel pélvico se aprecia vejiga adecuadamente distendida, sin
lesiones expansivas y/o litiàsicas.</span></span></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b><span lang="ES" style="line-height: 150%;">Útero:</span></b><span lang="ES" style="line-height: 150%;">
Con contenido hipodenso de 11.8mm de espesor. <o:p></o:p></span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><u><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Conclusión:<o:p></o:p></i></span></span></u></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>-Signos tomográficos de NM de cabeza de
páncreas.<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>-Signos tomográficos de implantes
secundarios a nivel hepático.<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>-Signos tomográficos de dilatación de
vías biliares intra y extra hepáticas.<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>-Signos tomográficos de colelitiasis,
colédocolitiasis<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-size: large; line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;"><i>-Signos tomográficos de trombosis
parcial de vena porta.</i></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span style="line-height: 150%;">NM VESICULAR CON COMPROMISO METASTÁSICO DE </span><span style="line-height: 24px;">HÍGADO</span></i></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span style="line-height: 150%;"><br /></span></i></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="ES"><span style="color: red; font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span style="line-height: 150%;"><u>MARCO TEÓRICO </u></span></i></span></span></b></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b><br /></b></i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>AMILASA:</b></i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES">Valor normal de amilasa es de 30-100 U/litros en adultos. </span><span lang="ES-PE">Tiene una sensibilidad y especificidad que varía entre 80-90%. </span><span lang="ES">La amilasa permanece alta durante </span><span lang="ES-PE">4 a 6 días. La amilasa urinaria se mantiene elevada durante un período mayor que la </span></i></span><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>sérica.</i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>LIPASA</b></i></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES-PE" style="line-height: 36px;">Valor normal para la lipasa es 10-140 U/litros. Mayor sensibilidad y especificidad (95%) que la amilasa. Se mantiene elevada 8 a 14 días más que la amilasa.</span><span lang="ES" style="line-height: 36px;"><o:p></o:p></span></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span lang="ES-PE"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>La medición de ambas enzimas aporta una sensibilidad y especificidad entre 90-95%. La amilasa y la lipasa son enzimas digestivas producidas por el páncreas. Pruebas de amilasa y lipasa se utilizan para distinguir apendicitis aguda de pancreatitis aguda. Ambas pruebas se realizan en la sangre, pero la amilasa también se puede analizar a partir de una muestra de orina. El incremento de estas enzimas puede indicar paperas, insuficiencia renal, enfermedad hepática alcohólica u otras condiciones.</i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div>
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>TGP - TGO</b></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>TGP
y TGO son enzimas (proteínas con función especifica) que se hallan dentro de la
célula hepática. Cuando estas células se rompen en demasía por algún factor
(ej.: hepatitis viral) se vuelcan a la sangre en cantidades anormales. Los
valores normales oscilan entre 10 y 40 U/L.</i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b><i><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">CÁNCER
DE VESÍCULA BILIAR<o:p></o:p></span></span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>
</i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Este
cáncer se origina en la vesícula biliar. La vesícula biliar es un órgano
pequeño, cuya forma se asemeja a la de una pera que está debajo del lóbulo
derecho del hígado. El hígado y la vesícula biliar están debajo de las costillas
inferiores derechas. La vesícula biliar normalmente tiene entre 3 y 4 pulgadas
de longitud y no más de una pulgada de ancho. </i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-SAFv0qXLFOc/UjuYkpKfXUI/AAAAAAAACNI/NqCvWgZaCi4/s1600/hi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="325" src="http://1.bp.blogspot.com/-SAFv0qXLFOc/UjuYkpKfXUI/AAAAAAAACNI/NqCvWgZaCi4/s400/hi.jpg" width="400" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>La vesícula biliar concentra y almacena la bilis, un
líquido que produce el hígado. La bilis ayuda con la digestión de las grasas de
los alimentos conforme pasan a través del intestino delgado. El hígado libera
bilis directamente a los conductos que la transportan al intestino delgado, o
la bilis se almacena en la vesícula biliar, para ser liberada en otro momento. Cuando
se está produciendo la digestión de los alimentos (especialmente alimentos grasosos),
la vesícula biliar se contrae y va liberando bilis a través de un conducto
pequeño que se conoce como conducto cístico. El conducto cístico se une con el
conducto hepático, el cual proviene del hígado, para formar el conducto
colédoco. El conducto colédoco se une al Conducto principal del páncreas (el
conducto pancreático) para vaciarse en el duodeno (la primera parte del
intestino delgado).<o:p></o:p></i></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-cavNbo0K1D8/UjuY-7CscoI/AAAAAAAACNQ/EpfN5oxXGYg/s1600/ffff.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-cavNbo0K1D8/UjuY-7CscoI/AAAAAAAACNQ/EpfN5oxXGYg/s400/ffff.jpg" width="400" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 150%;"><br /></span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>TIPOS DE CÁNCER DE VESÍCULA BILIAR.<o:p></o:p></i></span></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Alrededor de nueve de cada 10 cánceres de vesícula
biliar son adenocarcinomas. Un adenocarcinoma es un cáncer que comienza en las
células con propiedades parecidas a glándulas que cubren muchas superficies
internas y externas del cuerpo (incluyendo el interior del sistema digestivo).<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Un tipo de adenocarcinoma de la vesícula biliar que
merece una mención especial es el adenocarcinoma papilar o simplemente
cáncer papilar. Éstos son cánceres de vesícula biliar cuyas células están
agrupadas en proyecciones en forma de dedo al observarse con el microscopio. En
general, no es muy probable que los cánceres papilares crezcan hacia el hígado
o los ganglios linfáticos vecinos. Es frecuente que haya un mejor pronóstico
para el cáncer papilar que para la mayoría de los otros tipos de
adenocarcinomas de vesícula biliar. Alrededor del 6% de todos los cánceres de
vesícula biliar son adenocarcinomas papilares. Otros tipos de cáncer, tal como
carcinomas adenoescamosos, carcinomas de células escamosas y carcinomas de
células pequeñas y sarcomas se pueden originar en la vesícula biliar, pero
éstos son poco comunes. <o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large; line-height: 150%;"><strong><span lang="ES" style="line-height: 150%;">NEOPLASIAS EN EL
HÍGADO</span></strong></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span class="apple-style-span"><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>El hígado es asiento de procesos expansivos con relativa
frecuencia, masas expansivas de naturaleza tumoral, los que se denominan en
forma genérica neoplasias del hígado y más específicamente tumores. Estos
procesos pueden ser de naturaleza benigna o maligna, en función de que si en su
evolución condicionan riesgos de vida o no. Cuando se habla de tumores en el
hígado es necesario hacer la precisión de que son tumores que se originan en el
parénquima hepático, o más precisamente en el hepatocito, sin que pueda
descartarse también el tumor originado en la mucosa del conductillo biliar
intraparenquimal.<o:p></o:p></i></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-fGu53p67Ix8/UjuZQnIX54I/AAAAAAAACNY/1lfZizNGe-0/s1600/fffddddd.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="261" src="http://4.bp.blogspot.com/-fGu53p67Ix8/UjuZQnIX54I/AAAAAAAACNY/1lfZizNGe-0/s400/fffddddd.jpg" width="400" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 150%;"><br /></span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 150%;"><br /></span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<strong><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;"> </span></strong><strong><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>CÁNCER HEPÁTICO</i></span></span></strong></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span class="apple-style-span"><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Al respecto es importante hacer algunas precisiones. En primer lugar, el cáncer a nivel del hígado puede originarse primariamente en él, a expensas de las células hepáticas que son el componente del parénquima hepático y que representa el 60% del volumen total del órgano o también en la mucosa de los conductillos biliares intrahepáticos. Se denomina hepatocarcinomas en el primer caso y colangiocarcinomas en el segundo. En ocasiones pueden ser hepatocolangiocarcinomas. Los carcinomas primarios son de menor frecuencia que los carcinomas secundarios o metastásicos y difieren obviamente desde el punto de vista histológico, pues los últimos tienen la identidad y la estructura del órgano del que proceden.<o:p></o:p></i></span></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<strong><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>CÁNCER HEPÁTICO EN EL ADULTO<o:p></o:p></i></span></span></strong></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span class="apple-style-span"><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>La forma hepatocelular es más frecuente (90%) que la colangiocelular. El cáncer primario del adulto se ha descrito asociado a la cirrosis en la mitad de los casos de autopsias. Actualmente son cada vez más frecuentes los casos quirúrgicos de tumor único, masivo, sin cirrosis, localizado en un lóbulo. Adquieren dimensiones de hasta un peso de 1700 gramos. Son de consistencia sólida. Al corte son de tipo encefaloide. El hepatoma tiene por característica el invadir las gruesas venas, formando trombos tumorales. La trombosis neoplásica de las venas suprahepáticas condiciona la ascitis hemorrágica y el síndrome de Budd-Chiari.<o:p></o:p></i></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-0ypxT92nqGU/UjuZcrH1M3I/AAAAAAAACNg/LgPeaSWcJAg/s1600/ggggg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="http://4.bp.blogspot.com/-0ypxT92nqGU/UjuZcrH1M3I/AAAAAAAACNg/LgPeaSWcJAg/s400/ggggg.jpg" width="400" /></a></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<span class="apple-style-span"><span lang="ES"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 24px; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Síndrome de Budd-Chiari (SBC)<o:p></o:p></i></span></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Definición<o:p></o:p></i></span></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>El Síndrome de Budd-Chiari (SBC) se define como el conjunto
de manifestaciones derivadas de la obstrucción al flujo venoso hepático, independientemente
del nivel de la obstrucción que puede localizarse desde las<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Vénulas hepáticas de pequeño tamaño hasta la entrada
de la vena cava inferior<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><span lang="ES" style="line-height: 150%;">en la aurícula
derecha.</span></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>Bibliografía:</b><o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>http://www.cancer.org/acs/groups/cid/documents/webcontent/002294-pdf.pdf<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>http://www.slideshare.net/josetorressolis/cancer-de-vesicula<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>http://drfloresrivera.wordpress.com/2007/10/12/tumores-malignos-hepaticos-primarios-fuera-del-hepatocarcinoma/<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>http://www.ferato.com/wiki/index.php/Creatinina<o:p></o:p></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>
</i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>http://sisbib.unmsm.edu.pe/bibvirtual/libros/medicina/cirugia/tomo_i/cap_19-1_h%C3%ADgado.htm</i></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<b><br /></b></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: right; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Ruby Rodriguez León</b></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: right; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Interna de Radiología UNFV - 2013</b></i></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><i><b><br /></b></i></span>
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Lic. T.M. Mirko Hoyos Flores</b></i></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Colaboración.</b></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: right; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b><br /></b></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: right; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Lic. T.M. Boris Torres Melgarejo</b></i></span></div>
<div class="MsoNormal" style="line-height: 24px; margin: 0cm 0cm 0.0001pt 36pt; text-align: right; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Edición y Colaboración</b></i></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><i><b><br /></b></i></span>
<br /></div>
<div style="text-align: justify;">
<b><br /></b></div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="line-height: 36px;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;">
<span lang="ES" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"><o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-43207736239821115262013-09-01T09:05:00.000-07:002014-06-05T10:37:44.272-07:00Solución a la "RADIOPREGUNTA"<h2 style="text-align: justify;">
</h2>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><b>DECÚBITO LATERAL</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>El principal hallazgo radiológico de un derrame pleural es <b>el borramiento del seno costofrénico lateral</b> en la radiografía de frente y en posición de bipedestación. </i></span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Dado que el seno costofrénico posterior está más bajo que el seno costofrénico lateral , los pequeños derrames pleurales son más evidentes en la radiografía lateral (visible si es >75ml de líquido) que en frontal (visible si >200ml de líquido); <b>sin embargo, la radiografía en decúbito lateral es la visión radiográfica más sensible y permite detectar cantidades de líquido tan pequeñas como 5ml.</b></i></span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;"><b><br /></b></span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-hEhxxDyCVOE/UiNkAggIV_I/AAAAAAAACKU/0ZMaxBICBMc/s1600/DERRA+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-hEhxxDyCVOE/UiNkAggIV_I/AAAAAAAACKU/0ZMaxBICBMc/s400/DERRA+2.png" height="318" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-vL19p9cgBak/UiNkEcrpnII/AAAAAAAACKc/llQGd-9LKPw/s1600/DERRA+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-vL19p9cgBak/UiNkEcrpnII/AAAAAAAACKc/llQGd-9LKPw/s400/DERRA+1.png" height="351" width="400" /></a></div>
<br />
<b style="font-family: Georgia, 'Times New Roman', serif;"><br /></b>
<br />
<div style="text-align: center;">
<b style="font-family: Georgia, 'Times New Roman', serif;"><span style="font-size: large;"><br /></span></b></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-tHu0321G5ks/UiNkGhnfA4I/AAAAAAAACKk/rd9MG8avRCE/s1600/DERRAME+P..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-tHu0321G5ks/UiNkGhnfA4I/AAAAAAAACKk/rd9MG8avRCE/s640/DERRAME+P..png" height="352" width="640" /></a></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;"><b><br /></b></span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;"><b><br /></b></span></div>
<br />
<div style="text-align: right;">
<i style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px;"><b>Br. Guillermo Ormeño Fernández</b></i></div>
<span style="font-family: Georgia, Times New Roman, serif;"></span><br />
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><i style="line-height: 16.359375px;"><b> Radiología - UNMSM</b></i></span></div>
<span style="font-family: Georgia, Times New Roman, serif;">
</span>
<div style="font-size: small; text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><i style="line-height: 16.359375px;"><b><br /></b></i></span></div>
<span style="font-family: Georgia, Times New Roman, serif;">
<div style="font-size: small; text-align: right;">
<i style="line-height: 16.359375px;"><b><br /></b></i></div>
</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-27791222402266214972013-08-09T09:07:00.001-07:002013-08-09T09:07:33.218-07:00<h2>
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif; font-size: x-large;"><span style="line-height: 115%;"><b>Solución a la "RADIOPREGUNTA"</b></span></span></h2>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><b>FRACTURA EN TORUS</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: large;"><span style="line-height: 115%;">Son fracturas
incompletas por impactación, debido a que el traumatismo presenta una
intensidad suficiente como para doblar la cortical pero no para producir
discontinuidad completa del hueso. Son frecuentes en las metáfisis donde la porosidad
del hueso es mayor, y afectan a la cortical de toda la circunferencia del </span><span style="line-height: 18px;">hueso</span></span><span style="line-height: 115%;"><span style="font-size: large;"> o sólo de parte . La fractura se ve como un abombamiento de la cortical más
fácil de identificar en la lateral.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-34uvfQKwXvA/UgUQmC8kgxI/AAAAAAAACIo/wZfyETNUZcY/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="396" src="http://3.bp.blogspot.com/-34uvfQKwXvA/UgUQmC8kgxI/AAAAAAAACIo/wZfyETNUZcY/s400/1.png" width="400" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Fractura en torus del cúbito y del radio. </span></span><span style="line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Abombamiento
de la cortical de las metáfisis de ambos huesos. </span><span style="font-family: Arial, sans-serif; font-size: small;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-size: large;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-size: large;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-OfG6Lv4CNJI/UgUQJ_rT5kI/AAAAAAAACIg/4kvkaQgNy6I/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="256" src="http://4.bp.blogspot.com/-OfG6Lv4CNJI/UgUQJ_rT5kI/AAAAAAAACIg/4kvkaQgNy6I/s400/2.png" width="400" /></span></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="line-height: 115%;">Fractura en torus del
radio. </span><span style="line-height: 115%;">En la PA se aprecia un posible torus (flecha
negra), mucho más manifiesto en la lateral (flecha blanca).</span></span></div>
<div class="MsoNormal" style="text-align: right;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px;"><i><br /></i></b></div>
<div class="MsoNormal" style="text-align: right;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px;"><i><br /></i></b></div>
<div class="MsoNormal" style="text-align: right;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px;"><i>Guillermo Ormeño Fernández </i></b></div>
<div class="MsoNormal" style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 16.359375px;"><b><i>Interno de Radiología - UNMSM</i></b></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px; text-align: right;"><i> </i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px; text-align: right;"><i> </i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 16.359375px; text-align: right;"><i> </i></b></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-2248673411674274962013-06-13T15:26:00.000-07:002013-06-13T15:28:41.808-07:00PSEUDOARTROSIS CONGÉNITA DE TIBIA<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><b>ÁREA: TRAUMATOLOGÍA</b></span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><b><br /></b></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Paciente: Masculino</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Edad: 8 años</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Sintomatología:</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Dolor al caminar.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Acortamiento y deformidad de miembro inferior derecho. </i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Se sugiere radiografía de tibia y peroné para control post- traumático de fractura de pierna derecha con dos años de evolución:</i></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-HUNUZxib58Y/UboInquCFSI/AAAAAAAACHw/txVe79Kc9ko/s1600/PSEUDO+ARTROSIS++DE+TIBIA+RX.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://2.bp.blogspot.com/-HUNUZxib58Y/UboInquCFSI/AAAAAAAACHw/txVe79Kc9ko/s640/PSEUDO+ARTROSIS++DE+TIBIA+RX.jpg" width="544" /></a></div>
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>La radiografía de tibia y peroné muestra: </b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Presencia de fractura en tercio distal de la tibia.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Ausencia ósea en tercio distal del peroné.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Leve disminución del diámetro en ambas estructuras óseas.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Presencia de imágenes quísticas en tercio distal de la tibia.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Deformidad en antecurvatum sin especificar presencia antes o después de la fractura.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: Georgia, Times New Roman, serif;"><i>Hace dos años se le realizó al paciente estudio de </i></span><i style="font-family: Georgia, 'Times New Roman', serif;">miembro inferior derecho por </i><i style="font-family: Georgia, 'Times New Roman', serif;">Tomografía Espiral Multicorte para evaluar consolidación de fractura de tibia y peroné derecho post quirúrgico. </i></span><br />
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><br /></i>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-SuP6Jp9tPnE/UbowgiVrdNI/AAAAAAAACIA/DdFm-d5X-oI/s1600/PSEUDOARTROSIS+DE+TIBIA+POR+TEM.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="584" src="http://3.bp.blogspot.com/-SuP6Jp9tPnE/UbowgiVrdNI/AAAAAAAACIA/DdFm-d5X-oI/s640/PSEUDOARTROSIS+DE+TIBIA+POR+TEM.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>VRT PIERNA DERECHA (MAPA DE COLOR PARA ESTRUCTURAS METÁLICAS)</b></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-L88tVB0MQnI/UboxMiOE2UI/AAAAAAAACII/cZmCuo1_cAM/s1600/PSEUDOATROSIS+DE+TIBIA+POR+TEM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="632" src="http://3.bp.blogspot.com/-L88tVB0MQnI/UboxMiOE2UI/AAAAAAAACII/cZmCuo1_cAM/s640/PSEUDOATROSIS+DE+TIBIA+POR+TEM.jpg" width="640" /></a></div>
<i style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><br /></i></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><b><i>La Tomografía de Miembro Inferior derecho muestra:</i></b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>- </b>Disminución del diámetro transversal en tercio medio de tibia derecha, sugerente de fractura con signos de consolidación.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Presencia de fractura en tercio distal del peroné con pérdida ósea de 13 mm aprox.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Presencia de tutor externo con tornillos de fijación por encima y por debajo de la fractura.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>- Signos topográficos de osteopenia.</i></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><b>PSEUDOARTROSIS CONGÉNITA DE TIBIA</b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>Pseudo artrosis es la falta de consolidación de una fractura cuando ya ha transcurrido el tiempo adecuado para la curación.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>La pseudoartrosis congénita de tibia es una enfermedad de muy baja incidencia, pero con gran morbilidad en el paciente afectado por la misma.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>La mayoría de las veces la pseudoartrosis se presenta en los primeros cinco años de vida, pero podemos encontrar incidencia entre los cinco y diez años. Es más frecuente en niños varones y se caracteriza por una deformidad en varo y antecurvatum de la tibia.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>El peroné esta asociado en un tercio de los pacientes.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>En la mayoría de los casos, durante los primeros años, el único signo es la angulación de la tibia en varo y antecurvatum. Más adelante se observa pequeños quistes en el canal medular y en los primeros cinco años se presenta fractura en la mayoría de los pacientes.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>El objetivo primario de los diversos tratamientos es obtener unión en el foco de pseudoartrosis. Algunos autores consideran que el éxito del tratamiento en pseudoartrosis congénita de la tibia, sólo se puede conocer haciendo un seguimiento del paciente hasta su madurez </i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Ruby Rodriguez León</b></i></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><i><b>Interna de Radiología UNFV 2013</b></i></span></div>
<br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i><br /></i></span>
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><b><br /></b></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-86109279283960520162013-03-13T20:39:00.001-07:002013-06-13T09:18:30.736-07:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<b style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif; font-size: xx-large;">Solución a la "RADIOPREGUNTA" </b><br />
<div style="text-align: left;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></div>
<div style="text-align: left;">
<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">SIGNOS DE LA ARTRITIS EN MANO:</span></b><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">1.- <i>Deformidad en "Cuello de Cisne".</i></span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>2.- Manos en "Ráfaga".</i></span><br />
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><i>3.- Deformidad en "Ojal" o en Boutonniere.</i></span></div>
<div style="text-indent: -24px;">
<span style="font-size: large;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-MPyD7ovBj18/UUE_g-nI47I/AAAAAAAACB8/vIrtcsLFzgQ/s1600/EN+1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-size: large;"><img border="0" height="264" src="http://4.bp.blogspot.com/-MPyD7ovBj18/UUE_g-nI47I/AAAAAAAACB8/vIrtcsLFzgQ/s640/EN+1.jpg" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span lang="ES" style="font-family: Georgia, 'Times New Roman', serif; font-size: small; text-align: left; text-indent: -18pt;"><b>DEFORMIDAD EN CUELLO DE CISNE</b></span></td></tr>
</tbody></table>
<div style="text-indent: -24px;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-cAtpSBGx8rU/UUE_XdueB8I/AAAAAAAACBs/VhdHJVxS7Yc/s1600/EN+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="194" src="http://3.bp.blogspot.com/-cAtpSBGx8rU/UUE_XdueB8I/AAAAAAAACBs/VhdHJVxS7Yc/s640/EN+2.jpg" width="640" /></span></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-oet2Me7DxVw/UUE_dqeHaFI/AAAAAAAACB0/nI6PhEvTLqE/s1600/EN+2+.1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-size: large;"><img border="0" height="452" src="http://2.bp.blogspot.com/-oet2Me7DxVw/UUE_dqeHaFI/AAAAAAAACB0/nI6PhEvTLqE/s640/EN+2+.1.jpg" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small; text-align: left; text-indent: -24px;"><b>MANOS EN RÁFAGA</b></span></td></tr>
</tbody></table>
<div style="text-indent: -24px;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-Q6OzJ9z9wS4/UUE_Sy8qkzI/AAAAAAAACBg/wu6aLusv2N8/s1600/En+3.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-size: large;"><img border="0" height="267" src="http://2.bp.blogspot.com/-Q6OzJ9z9wS4/UUE_Sy8qkzI/AAAAAAAACBg/wu6aLusv2N8/s640/En+3.png" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; text-align: left; text-indent: -24px;"> </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small; text-align: left; text-indent: -24px;"><b> DEFORMIDAD EN OJAL O EN BOUTONNIERE</b></span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><br /></span>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><br /></span>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><b><i>RESPUESTA: "A"</i></b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><b><i><br /></i></b></span>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><i>Los dedos en garra y martillo son característicos del <b>"Hallux Valgus"</b>, el cual es una patología frecuente de los dedos de los pies y su causa común es el utilizar los zapatos apretados. </i></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><i><br /></i></span>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large; line-height: 115%;"><i><br /></i></span></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-QxTqUOd4cnY/UUE9_oaC4HI/AAAAAAAACBY/Z94Iyy9OFdQ/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="234" src="http://4.bp.blogspot.com/-QxTqUOd4cnY/UUE9_oaC4HI/AAAAAAAACBY/Z94Iyy9OFdQ/s640/4.png" width="640" /></span></a></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div style="text-align: right;">
<b><span lang="ES-MX" style="font-family: Georgia, Times New Roman, serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><i>OMAR GUZMÁN</i></span></b></div>
<div style="text-align: right;">
<b><span lang="ES-MX" style="font-family: Georgia, Times New Roman, serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><i>Interno de Radiología - UNFV</i></span></b></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-70740296786735982782013-02-19T10:23:00.000-08:002013-02-20T17:38:13.708-08:00ESTUDIO DE COLONOSCOPIA VIRTUAL POR TC - VIRTUAL COLONOSCOPY OR CT<span style="font-size: large;"><b>AREA: </b>GASTROENTEROLOGIA</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><b>DATOS CLÍNICOS:</b></span><br />
<div style="text-align: justify;">
<span style="font-size: large;">Paciente varón de 19 años de edad, que padece extreñimiento crónico desde su niñes. Actualmente refiere dolor en fosa ilíaca derecha y pequeños rasgos de sangre en sus deposiciones.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Se sugiere colonoscopia virtual por TC para descartar Ca. de Colon.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>COLONOSCOPIA VIRTUAL POR TC.</b></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-7zMIBOTc5nA/USOxKU84AqI/AAAAAAAABvc/mKCiakrDbWM/s1600/COLONOSCOPIAVIRTUAL4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="308" src="http://3.bp.blogspot.com/-7zMIBOTc5nA/USOxKU84AqI/AAAAAAAABvc/mKCiakrDbWM/s320/COLONOSCOPIAVIRTUAL4.jpg" width="320" /></a></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">El estudio de colonoscopía virtual como tal, tuvo sus primero reportes entre 1996 y 1997. También denominado colonografía por TC, es un tipo de examen radiológico no invasivo que se realiza a través de un estudio de Tomografía, que por medio de un software de última generación nos permite obtener un visión de la totalidad interna del colón y navegar por su luz.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Esta evaluación colónica normalmente se realiza a través de un instrumento óptico (colonoscopio) introducido a través del recto.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>INDICACIONES:</b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">-Detección de pólipos en el colon, detección precoz de Ca colo rectal y lesiones precursoras.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Pacientes de riesgo clínico elevado, cuyas condiciones suponen un mayor riesgo de complicaciones durante una colonoscopía convencional.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Cuando la colonoscopía no puede alcanzar la longitud total en la expploración, porque el intestino se ha obstruido o está estrechado por cualquier causa.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>VENTAJAS:</b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Es un método no invasivo.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Se requiere de bajas dosis de radiación.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- No requiere sedación.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Se puede tener una vista interna y externa del colon en varias direcciones o ángulos.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Puede acceder al intestino en zonas de estreches o estenosis, donde no ingresa la colonoscopía convencional.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Tiempo corto de exploración ( de 10 a 15 minutos).</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- No requiere observación post - evaluación.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>DESVENTAJAS:</b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>- </b>El uso de radiación.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Si se detecta una lesión o pólipo no se podrá tomar una muestra "in situ", a diferencia de la colonoscopía convencional.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;">Estas ventajas diferentes implica que ambas pruebas tengan aplicaciones complementarias, sin ser excluyentes o contrapuestas. Sin embargo no tienen que utilizarse las dos. Todas las exploraciones de recomiendan en base al estudio clínico del paciente.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>PREPARACIÓN:</b></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-fMJ3JnhxZuA/USOxWgiTHhI/AAAAAAAABvk/zRXsc3-hM_Y/s1600/images.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-fMJ3JnhxZuA/USOxWgiTHhI/AAAAAAAABvk/zRXsc3-hM_Y/s1600/images.jpg" /></a></div>
<span style="font-size: large;">Para obtener los mejores resultados, el colon debe estar limpio y libre de residuos. En la mayoría de los casos, se utiliza la misma preparación de limpieza intestinal que para colonoscopía convencional, la cual consta de dieta blanda de dos a tres días dependiendo de la edad y condiciones del paciente, ayudado con laxantes y preparado (por ejem: klean prep) para la limpieza, a este preparado se le puede añadir una mínima cantidad de contrate oral o hidrosoluble para marcar y delimitar las heces que hayan podido quedar para no confundirlas con algún tipo de patología digestiva.</span><br />
<br />
<br />
<br />
<span style="font-size: large;"><b>¿QUE NECESITAMOS?</b></span><br />
<span style="font-size: large;"><b>- Tomógrafo Multislice o Multidector</b> con software de reconstrucción para colonoscopía virtual.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-JohVcb4trNo/USOzvQVa4xI/AAAAAAAABvw/6jTZSj5b-uM/s1600/0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-JohVcb4trNo/USOzvQVa4xI/AAAAAAAABvw/6jTZSj5b-uM/s400/0.jpg" width="400" /></a></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">- <b>Cánula con sistema de retención: </b>En algunos paciente con edad avanzada se requiere usar una cánula de retención similar a una sonda foley, ya que su esfinter anal no tiene la suficiente fuerza para retener la cánula. Este sistema viene con una bombilla ideal para insuflar en aire durante el examen.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-Q0eTmqmHv0c/USOz7Z2wJAI/AAAAAAAABv4/4el_lgmCvNk/s1600/2canulastodas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-Q0eTmqmHv0c/USOz7Z2wJAI/AAAAAAAABv4/4el_lgmCvNk/s400/2canulastodas.jpg" width="400" /></a></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><b><br /></b></span>
<span style="font-size: large;"><b>PROCEDIMIENTO:</b></span><br />
<span style="font-size: large;">Se realiza la primera exploración similar a un barrido de abdomen simple, para evaluar la limpieza del colon y que no haya abundancia de líquido o residuos fecales.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-cQN5pt5UiBk/USO4D_0OJbI/AAAAAAAAByU/nJAaqoJUQpE/s1600/ilustracionEnema1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://3.bp.blogspot.com/-cQN5pt5UiBk/USO4D_0OJbI/AAAAAAAAByU/nJAaqoJUQpE/s1600/ilustracionEnema1.jpg" /></a></div>
<span style="font-size: large;">Si el paciente está en condiciones, se le retira la ropa de la cintura para abajo y se le coloca en decúbito latera izquierdo para que haya mayor facilidad en el ingreso del aire (la misma posición que se utilizada cuando se hace un estudio de colón a doble contraste para facilitar el ingreso y relleno del bario rectal).</span><br />
<span style="font-size: large;">Con la ayuda de algún anestésico o lubricante en gel se procede a ingresar la cánula a través del esfinter anal y se insufla el globo de</span><br />
<span style="font-size: large;">retención ubicado en la parte distal de la cánula (en algunas ocasiones se puede utilizar también una sonda foley de calibre grueso (N° 24).</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-5ydD-CNmzwU/USO5TM3NF5I/AAAAAAAAByc/Af_ozHxqURA/s1600/images.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-5ydD-CNmzwU/USO5TM3NF5I/AAAAAAAAByc/Af_ozHxqURA/s1600/images.jpg" /></a></div>
<span style="font-size: large;">Es importante dialogar con el paciente sobre las molestias o incomodidades que pueda sentir en todo momento para que colabore durante todo el examen.</span><br />
<span style="font-size: large;">En algunas instituciones de salud se utiliza O2 en vez de Co2, ya que se ha comprobado que es más tolerable y produce menos cólicos o dolor abdominal (aprox. 15000 cm3).</span><br />
<span style="font-size: large;">En caso de usar la bombilla para insuflar el Co2, aplicaremos como parámetro general de 40 a 45 insuflaciones, dependiendo de la tolerancia del paciente y de la distensión de abdomen, con el objeto de eliminar cualquier doblez o arruga en las paredes que pudieran ocultar pólipos o lesiones existentes.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Una vez listo el paciente se hace la adquisición de las imágenes en dos barridos diferentes. El primero en decúbito supino y el segundo en decúbito prono, para conseguir una vista panorámica de todas las paredes del intestino y enviar le líquido residual o los residuos fecales al lado contrario.</span><br />
<span style="font-size: large;">Ambas exploraciones se realizan en inspiración profunda para evitar el movimiento del abdomen.</span><br />
<span style="font-size: large;">Una vez adquiridas las imágenes, se retira la cánula al paciente y se le hace un pequeño control en su estado antes de retirarse, indicándole que en algunos casos puede presentar cólicos o gases durante las siguientes horas.</span><br />
<span style="font-size: large;">La toma de algún antiespasmódico o antiflatulento será suficiente para contrarrestar el malestar.</span><br />
<span style="font-size: large;"><br /></span>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-n3Nlj26HCmE/USO-FhOa6WI/AAAAAAAAB0M/Aehwvt9_zP4/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="430" src="http://2.bp.blogspot.com/-n3Nlj26HCmE/USO-FhOa6WI/AAAAAAAAB0M/Aehwvt9_zP4/s640/Imagen1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">PARÁMETROS - COLONOSCOPÍA VIRTUAL</span></b> </td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-YKne8G2P4kQ/USO7d1u5S3I/AAAAAAAAByo/sS607-zWpmo/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="http://4.bp.blogspot.com/-YKne8G2P4kQ/USO7d1u5S3I/AAAAAAAAByo/sS607-zWpmo/s640/1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">LAS IMÁGENES DE TOMOGRAFÍA CONVENCIONAL SE EVALÚAN EN UNA VENTANA AÉREA SIMILAR A LA VENTANA DE PARÉNQUIMA PULMONAR, PARA REALZAR LAS PAREDES INTESTINALES.</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-SyZkwKRvBjY/USO8B2PryoI/AAAAAAAAByw/LRiJHQ4x2Js/s1600/Imagen4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="280" src="http://2.bp.blogspot.com/-SyZkwKRvBjY/USO8B2PryoI/AAAAAAAAByw/LRiJHQ4x2Js/s640/Imagen4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">SE PUEDE UTILIZAR MPR CON UNA VENTANA EN MinIP PARA REALZAR LOS ESPACIOS AÉREOS</span></b></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-j4vzlG3wgsM/USO8dZyDsFI/AAAAAAAAB0A/-HCzgteCywE/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="346" src="http://3.bp.blogspot.com/-j4vzlG3wgsM/USO8dZyDsFI/AAAAAAAAB0A/-HCzgteCywE/s640/Imagen3.jpg" width="640" /></a></div>
<span style="font-size: large;"><br /></span>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-CaSPmND-hkw/USO-afA0M0I/AAAAAAAAB0U/7G7o2yipvZE/s1600/4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="594" src="http://2.bp.blogspot.com/-CaSPmND-hkw/USO-afA0M0I/AAAAAAAAB0U/7G7o2yipvZE/s640/4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">UNA VEZ APLICADO EL SOFTWARE DE COLONOSCOPÍA SE PROCEDE A RECONSTRUIR LAS IMÁGENES PARA EVALUAR LA PARED EXTERNA DEL COLÓN</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-HmNFY4b1xCk/USO-7lOfb-I/AAAAAAAAB1k/M0_7j-KmeQ4/s1600/5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="604" src="http://3.bp.blogspot.com/-HmNFY4b1xCk/USO-7lOfb-I/AAAAAAAAB1k/M0_7j-KmeQ4/s640/5.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">SE PUEDE UTILIZAR TAMBIÉN UNA VENTANA AÉREA O FILTRO DE AIRE</span></b></td></tr>
</tbody></table>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Como procedimiento final realizamos el vuelo virtual haciendo un recorrido por la luz del intestino.</span></div>
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Wrr7Z-stjLE?list=UUAKXCFgQeQLjLL-VRtBPL7g" width="560"></iframe><br />
<br />
<span style="font-size: large;"><b>RESULTADO:</b></span><br />
<div style="text-align: justify;">
<span style="font-size: large;">- Adecuada representación de asas colónicas, recto sigmoides y ampolla rectal, apreciándose imágenes por adición con contenido aéreo, distribuidas predominantemente a nivel del ciego.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Dichas lesiones muestran paredes continuas sin cambios inflamatorios.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- No imágenes nodulares por engrosamiento de la pared anatómica.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- No imágenes sugerentes de pólipos.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- Ampolla rectal muestra diámetro de calibre conservado.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;">Conclusión: Signos tomográficos en relación a diverticulosis colónica a predominio del ciego. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>OBSERVACIÓN:</b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">La colonoscopía virtual por TC es únicamente un procedimiento diagnóstico. Si se encentran pólipos clínicamente significativos (mayores de 10 mm), se procederá a eliminarlos mediante colonoscopía convencional.</span></div>
<div style="text-align: justify;">
<div style="text-align: right;">
<b><i>Lic. Boris Torres Melgarejo.</i></b></div>
<div style="text-align: right;">
<b><i>Tecnólogo Médico - HEJCU</i></b></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-53128739798598080922013-02-18T19:24:00.000-08:002013-02-18T19:32:48.799-08:00Respuesta a la "RADIOPREGUNTA DE LA SEMANA"<br />
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<b><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">ESPONDILOLISIS</span></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">La
espondilolisis consiste en la rotura del istmo (<i>pars interarticularis</i>)
de la vértebra, también conocido como cuello del Perro de Lachapelle, de forma
que la apófisis articular queda separada del cuerpo. El istmo es región de
transición entre la lámina vertebral y el pedículo. Encontramos con más
frecuencia esta situación a nivel de la quinta vértebra lumbar seguida de la
cuarta.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<span style="font-family: Georgia, serif; font-size: 13.5pt;"> </span><span style="font-family: Georgia, serif; font-size: 13.5pt;"> </span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">Lo más frecuente es que no estemos ante una auténtica rotura sino a</span><span style="font-family: Georgia, serif; font-size: 13.5pt;">nte una</span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;"> </span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">deficiencia congénita en la
formación del hueso que se mantiene a lo largo de toda la vida. Sin emba</span><span style="font-family: Georgia, serif; font-size: 13.5pt;">r</span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">go esta
rotura puede producirse de manera traumática, especialmente en deportistas,
situación en la que el hueso suele recuperarse por sí solo en unos meses.
Normalmente no causa ninguna sintomatología, especialmente cuando se trata de
un defecto congénito, y suele descubrirse e</span><span style="font-family: Georgia, serif; font-size: 13.5pt;">n</span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;"> </span><span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;">exploraciones rutinarias. Las espondilolisis por causas traumáticas pueden
generar dolor en la zona lumbar.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-hVgl7CvvjiU/USLuJBqThiI/AAAAAAAABso/_gbDdfiURGc/s1600/ISTMO.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="330" src="http://3.bp.blogspot.com/-hVgl7CvvjiU/USLuJBqThiI/AAAAAAAABso/_gbDdfiURGc/s640/ISTMO.JPG" width="640" /></a></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; text-align: justify;">
<span lang="ES-TRAD" style="font-family: Georgia, serif; font-size: 13.5pt;"><br /></span></div>
<div class="MsoNormal" style="margin: 0.1pt 0cm; text-align: justify;">
<span style="font-family: Georgia, serif; font-size: medium; line-height: 18pt;">Aquí le mostramos una Espondilolisis a nivel de L5 por Tomografía, copia el link:</span></div>
<div class="MsoNormal" style="margin: 0.1pt 0cm; text-align: justify;">
<span style="font-family: Georgia, serif; font-size: medium;"><span style="line-height: 24px;">http://grupos.unican.es/apoptosis/Radiologia/columna/espondilo/Espondilolisis.swf</span></span></div>
<div class="MsoNormal" style="margin: 0.1pt 0cm; text-align: justify;">
<span style="font-family: Georgia, serif; font-size: medium;"><span style="line-height: 24px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-RRg6MHM5otA/USLvV55NBnI/AAAAAAAABs0/lZB3LePAPoU/s1600/tomo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="486" src="http://1.bp.blogspot.com/-RRg6MHM5otA/USLvV55NBnI/AAAAAAAABs0/lZB3LePAPoU/s640/tomo.JPG" width="640" /></a></div>
<div class="MsoNormal" style="margin: 0.1pt 0cm; text-align: justify;">
<div style="text-align: right;">
<span style="font-family: Georgia, serif; font-size: medium;"><span style="line-height: 24px;"><br /></span></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 16.359375px;"><b><i>Guillermo Ormeño Fernández<br />Interno de Radiología - UNMSM</i></b></span></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 16.359375px;"><b><i><br /></i></b></span></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 16.359375px;"><b><i><br /></i></b></span></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 16.359375px;"><b><i><br /></i></b></span></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-32284774369174217702012-07-04T11:10:00.000-07:002012-07-05T13:40:12.059-07:00EVALUACIÓN DE FRACTURA POLIFRAGMENTADA POR TOMOGRAFÍA ESPIRAL MULTICCORTE<span style="font-size: large;"><b>ÁREA: </b>TRAUMATOLOGÍA</span><br />
<span style="font-size: large;"><br /></span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><b>DATOS CLÍNICOS:</b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Paciente mujer de 32 años de edad, que ingresa al hospital por aparente caída de un cuarto piso.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>EXÁMENES SOLICITADOS:</b></span></div>
<div style="text-align: justify;">
</div>
<ul>
<li style="text-align: justify;"><span style="font-size: large;">Rx de pelvis.</span></li>
<li style="text-align: justify;"><span style="font-size: large;">Rx de fémur.</span></li>
</ul>
<div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>Resultados:</b> Fractura polifragmentada de Fémur izquierdo, en su tercio distal. Se solicita TEM de Miembros Inferiores para definir la complejidad de la fractura.</span></div>
</div>
<ul>
<li style="text-align: justify;"><span style="font-size: large;">TEM de miembro inferior izquierdo.</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-UkkYZQeYCmE/T_SRRtmcAGI/AAAAAAAABWc/-_nf5dbQ2w8/s1600/tabl.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="398" src="http://4.bp.blogspot.com/-UkkYZQeYCmE/T_SRRtmcAGI/AAAAAAAABWc/-_nf5dbQ2w8/s640/tabl.jpg" width="640" /></a></div>
<div>
<br />
<ul>
<li style="text-align: justify;"><span style="font-size: large;">Por criterios de evaluación y reconstrucción se realiza el estudio de Fémur por TC d<b>e manera similar a una radiografía convencional</b>, involucrando ambas articulaciones distales.</span></li>
<li style="text-align: justify;"><span style="font-size: large;">Se utiliza <b>resolución High</b> ya que nos permite utilizar toda la bandeja de detectores, principalmente por la longitud del fémur y reducir el tiempo de exploración sin perder considerablemente resolución espacial.</span></li>
<li style="text-align: justify;"><span style="font-size: large;">Si fuera una estructura ósea o articulación más pequeña se puede reducir la cantidad de detectores y utilizar resolución <b>Ultra High</b> para brindar mayor detalle óseo.</span></li>
<li style="text-align: justify;"><span style="font-size: large;">Para compensar la resolución <b>aumentamos el mA</b>.</span></li>
<li style="text-align: justify;"><span style="font-size: large;">Hay una ligera variación entre la adquisición ósea (BONE) y la standard con fines de reconstrucción en 3D o VRT (VOLUME RENDERING), ya que utilizamos filtros standard o suaves para mejorar la calidad de imagen. Además con espesores de corte muy finos mejor la resolución.</span></li>
</ul>
<div style="text-align: justify;">
<span style="font-size: large;">Estos parámetros de adquisición se pueden modificar a criterio del operador o del Tecnólogo Médico y de acuerdo a las virtudes de nuestro equipo. Sólo se mencionan como observaciones y consideraciones previas a la adquisición.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>IMÁGENES:</b></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-4_z05eZpVKs/T_XYLkUviYI/AAAAAAAABYA/CHsUnDIqxGI/s1600/axial+corregido.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="424" src="http://4.bp.blogspot.com/-4_z05eZpVKs/T_XYLkUviYI/AAAAAAAABYA/CHsUnDIqxGI/s640/axial+corregido.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES DEL FÉMUR EN VENTANA ÓSEA</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-3Uu5ovHReGM/T_XYb-YXI1I/AAAAAAAABYI/rkVgWVbNmEA/s1600/coronal+CURVADO.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="468" src="http://4.bp.blogspot.com/-3Uu5ovHReGM/T_XYb-YXI1I/AAAAAAAABYI/rkVgWVbNmEA/s640/coronal+CURVADO.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">MPR CORONAL </span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-KLfuESCl_p8/T_XYli0UZNI/AAAAAAAABYQ/-zqpErgWHq4/s1600/coronal+segun+eje.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="466" src="http://3.bp.blogspot.com/-KLfuESCl_p8/T_XYli0UZNI/AAAAAAAABYQ/-zqpErgWHq4/s640/coronal+segun+eje.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RECONSTRUCCIÓN CURVA EN PLANO CORONAL SIGUIENDO EL EJE DEL FÉMUR<br />OPCIÓN MUY ÚTIL EN TRAUMATOLOGÍA PARA DEFINIR CARACTERÍSTICAS DE LA LESIÓN</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-u6kItCeJCUk/T_XZCAG_SgI/AAAAAAAABYY/ADj-Eq0l46g/s1600/SAGITAL+CURVADO.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="496" src="http://2.bp.blogspot.com/-u6kItCeJCUk/T_XZCAG_SgI/AAAAAAAABYY/ADj-Eq0l46g/s640/SAGITAL+CURVADO.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">MPR SAGITAL</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-uf2KcQVjvQ4/T_XZ2f-dUhI/AAAAAAAABYg/GattzQi32A8/s1600/sagital+segun+eje.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="446" src="http://4.bp.blogspot.com/-uf2KcQVjvQ4/T_XZ2f-dUhI/AAAAAAAABYg/GattzQi32A8/s640/sagital+segun+eje.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RECONSTRUCCIÓN CURVADA EN PLANO SAGITAL SIGUIENDO EL EJE DEL FÉMUR</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-size: large;"><b>IMÁGENES 3D - VR (VOLUME RENDERING):</b></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-2jywXf4gjes/T_XaXA7aPtI/AAAAAAAABYo/QAdNY6VIJoI/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="416" src="http://3.bp.blogspot.com/-2jywXf4gjes/T_XaXA7aPtI/AAAAAAAABYo/QAdNY6VIJoI/s640/Imagen1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">EXTENSA FRACTURA POLIFRAGMENTADA (CONMINUTA) EN LA PORCIÓN DISTAL DEL FÉMUR IZQUIERDO</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-G2RwPT2HcKQ/T_XbakC1rAI/AAAAAAAABYw/zJwq3Ds5nqI/s1600/imagen+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="352" src="http://2.bp.blogspot.com/-G2RwPT2HcKQ/T_XbakC1rAI/AAAAAAAABYw/zJwq3Ds5nqI/s640/imagen+2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">COMPROMISO DE LOS CÓNDILOS FEMORALES, REGIÓN INTERCONDÍLEA Y METÁFISIS ADYACENTE.</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-1d6Y2ypdG-E/T_XcWzkoplI/AAAAAAAABY4/CE-S_gVFzLs/s1600/imagen+3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="458" src="http://4.bp.blogspot.com/-1d6Y2ypdG-E/T_XcWzkoplI/AAAAAAAABY4/CE-S_gVFzLs/s640/imagen+3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">COMPROMISO DE LA SUPERFICIE ARTICULAR CON DESPLAZAMIENTO POSTERIOR Y MÚLTIPLES FRAGMENTOS ÓSEOS LIBRES</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-UYlXQjxjEkM/T_XdbVgaefI/AAAAAAAABZA/fxSla6H8s5k/s1600/imagen+4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="466" src="http://4.bp.blogspot.com/-UYlXQjxjEkM/T_XdbVgaefI/AAAAAAAABZA/fxSla6H8s5k/s640/imagen+4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">VRT DE SOMBRAS ÓSEAS - SIMILAR A RX</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="ES"><span style="font-size: large;"><br /></span></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="ES"><span style="font-size: large;">FRACTURA POLIFRAGMENTADA<o:p></o:p></span></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="ES"><span style="font-size: large;"><br /></span></span></b></div>
<div class="MsoNormal">
<span lang="ES"><span style="font-size: large;">Llamada también conminuta.</span></span><br />
<span style="font-size: large;">Uno de los conceptos de fractura es la discontinuidad de las estructuras óseas, a consecuencia de golpes, fuerzas o tracciones cuyas intensidades van a superar la elasticidad del hueso.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="ES"><span style="font-size: large;">En cuanto a su clasificación, se realizara dependiendo
del patrón de interrupción ósea:</span></span></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-size: large;">Este tipo de fracturas es <b>completa</b>, ya que la fractura <b>tiene más de dos fragmentos óseos.</b></span></li>
<li><span style="font-size: large;">Según el compromiso de partes blandas podría ser <b>abierta o cerrada.</b></span></li>
<li><span style="font-size: large;">Clasificándolo por su mecanismo de acción o producción se consideraría <b>directa o indirecta</b>, es decir como fueron las circunstancias.</span></li>
<li><span style="font-size: large;">De acuerdo a la ubicación de la fractura, se podría dar a nivel <b>diafisiario, epifisiario o metafisiario.</b></span></li>
</ul>
</div>
</div>
<div>
<div style="text-align: right;">
<b><i>JESSENIA ESPINOZA LOZANO</i></b></div>
<div style="text-align: right;">
<b><i>INTERNA DE RADIOLOGÍA - UNFV</i></b></div>
</div>
<br />
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<span style="font-size: large;"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-60252265230347977732012-04-04T10:39:00.000-07:002012-04-04T15:44:00.983-07:00<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>RESPUESTA DEL CASO CLÍNICO:</b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>DIAGNÓSTICO:</b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Tromboembolismo pulmonar agudo.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>HALLAZGOS TOMOGRÁFICOS:</b></span><br />
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se visualizan imágenes en defecto de relleno, que obstruyen parcialmente la luz de las arterias pulmonares principales, identificándose obstrucción del 80% de la luz de la arteria pulmonar izquierda. De la misma forma obstrucción intraluminal a nivel de las arterias lobares, segmentarias y subsegmentarias en forma bilateral a predomino de los lóbulos inferiores.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Los ángulos formados por los trombos y la pared del vaso son agudos.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">No se observa calcificación de las paredes arteriales ni alteración del calibre de las mismas.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">En el parénquima pulmonar no se visualiza patrón en mosaico.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Adicionalmente se visualizó discreto derrame pleural basal derecho.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></span></div>
<div style="text-align: center;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>TROMBOEMBOLISMO PULMONAR</b></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-DugEByCxE58/T3zNxgXECnI/AAAAAAAABMc/pirf42QkFy8/s1600/TEP.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="206" src="http://4.bp.blogspot.com/-DugEByCxE58/T3zNxgXECnI/AAAAAAAABMc/pirf42QkFy8/s320/TEP.jpg" width="320" /></a></div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">El TEP se define como la oclusión total o parcial de la circulación pulmonar. ocasionada por un coágulo sanguíneo proveniente de la circulación venosa sistémica, incluídas las cavidades derechas y que, dependiendo de su magnitud pueden o no originar síntomas. </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se debe excluir de esta definición los embolismos pulmonares de otro origen (aéreo, graso, líquido amniótico, séptico, tumoral, cuerpos extraños).</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>EPIDEMIOLOGÍA:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">El TEP es una enfermedad potencialmente letal que se presenta con una frecuencia de 1 a 1.8 por cada 1000 habitantes. Su mortalidad a 7 días puede ser hasta del 40%, aunque es variable de acuerdo al caso clínico inicial. El riesgo de muerte aumenta con la edad avanzada, tabaquismo, enfermedad cerebro vascular (ECV), insuficiencia cardíaca crónica (ICC), enfermedad renal crónica. </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Diagnóstico Clínico:</b></span></div>
<div style="text-align: justify;">
</div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Antecedentes.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Manifestaciones clínicas: Disnea, hemoptisis, tos, fiebre, cianosis, taquicardia, dolor pleurítico y estado de choque.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Diagnóstico Imagenológico:</b></span></div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Rayos X simple de tórax.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Angio TEM.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Gammagrafía Ventilación - Perfusión.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Resonancia Magnética.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Angiografía pulmonar.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Diagnóstico Cardiovascular:</b></span></div>
</div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Ecocardiografía.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Electrocardiograma.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Diagnóstico de Laboratorio:</b></span></div>
</div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Hemograma con diferencial.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Gasometría.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Dímero D.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Diagnóstico de trombosis venosa de extremidades:</b></span></div>
</div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Flebografía.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Eco - Doppler Color.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>HALLAZGOS TOMOGRÁFICOS EN LA ANGIOTOMOGRAFÍA:</b></span></div>
</div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b><br /></b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>- SIGNOS DIRECTOS DE TROMBOEMBOLISMO AGUDO.</b></span></div>
<div>
<ul>
<li style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Signos de Obstrucción Completa: </b>En el diagnóstico del TEP con obstrucción completa, se visualiza el trombo como defecto de relleno, de borde cóncavo dentro de la columna de contraste, en la tomografía se visualiza también el trombo distal no visto en el angiograma. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">En el lugar del trombo el diámetro de la arteria se puede incrementar, debido a la impactación del trombo por flujo pulsátil.</span></li>
</ul>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-LtIr9M79_b0/T3yEG7O0TpI/AAAAAAAABLk/f3sUOyk81gk/s1600/Imagen4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="http://4.bp.blogspot.com/-LtIr9M79_b0/T3yEG7O0TpI/AAAAAAAABLk/f3sUOyk81gk/s640/Imagen4.jpg" width="640" /></a></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">A) Tromboembolismo agudo pulmonar, en mujer de 78 años. El angiograma de la arteria pulmonar derecha muestra obstrucción completa del segmento posterobasal. Se observa un borde cóncavo con defecto de relleno, visto dentro de la columna del contraste. Se visualiza efecto de perfusión del segmento póstero basal (cabeza de flecha).</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">B) Ilustración muestra: obstrucción completa debido al TEP, visto en el angiograma de observa defecto de relleno de borde cóncavo, dentro de la columna del material de contraste a nivel de la obstrucción.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">C) Reconstrucción curva reformateada, muestra trombo agudo dentro del segmento póstero basal y sus ramas (flechas). La obstrucción mas distal muestra expansión del os vasos en el trombo agudo (cabeza de flecha).</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">D) Ilustración muestra expansión del diámetro del vaso distal al punto de obstrucción.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<br />
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Signos de obstrucción incompleta o no obstructiva aguda: </b>Puede ser un trombo central o excéntrico; el central es visto como un defecto de relleno bien definido en cortes axiales y longitudinales, el trombo excéntrico forma ángulos agudos respecto a la pared del vaso</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-9wlDCDA-eE0/T3y4kUKQi3I/AAAAAAAABL0/kFyIpztuM9Y/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="274" src="http://3.bp.blogspot.com/-9wlDCDA-eE0/T3y4kUKQi3I/AAAAAAAABL0/kFyIpztuM9Y/s640/Imagen1.jpg" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">A) Misma paciente anterior; de observa defecto de relleno central del segmento póstero superior izquierdo (flecha). Se visualiza defecto de la perfusión (cabeza de flecha).</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">B) Reconstrucción curvada en TC muestra defecto de relleno central no obstructivo (flecha). En la TC también se pueden ver trombos en la arteria pulmonar izquierda, no identificados en el angiograma.</span><br />
<br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">C) Ilustración muestra: Trombo agudo (flecha), que forma un ángulo agudo con la pared del vaso.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-GWd3ykPiOiU/T3y64BxWiJI/AAAAAAAABL8/Z84ikJOtvKM/s1600/Imagen+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="278" src="http://2.bp.blogspot.com/-GWd3ykPiOiU/T3y64BxWiJI/AAAAAAAABL8/Z84ikJOtvKM/s640/Imagen+2.jpg" width="640" /></a></div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">D) Imagen axial en TC, muestra defecto de relleno central dentro del segmento posterior (flecha) del lóbulo superior izquierdo.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">E) Ilustración muestra: TEP agudo con defecto de relleno central en imágenes perpendiculares al plano del trombo, el trombo se encuentra completamente rodeado de contraste.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">F) Trombo visto en corte longitudinal.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>- SIGNOS DIRECTOS DE TEP CRÓNICO:</b></span><br />
<br />
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Signos de obstrucción completa: </b>Se aprecia el trombo que ocupa la luz, presenta un margen o borde convexo, respecto al material de contraste; este signo a sido definido como un defecto en saco o "pouch". Adicionalmente en la tomografía se puede visualizar disminución del calibre del vaso distal a la obstrucción completa. Esta permanente disminución del diámetro del vaso es debido a la contracción del trombo en el TEP crónico.</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-JvLts95-MvA/T3zFcESnURI/AAAAAAAABME/FwBxu_MXleo/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="254" src="http://4.bp.blogspot.com/-JvLts95-MvA/T3zFcESnURI/AAAAAAAABME/FwBxu_MXleo/s640/Imagen1.jpg" width="640" /></a></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">A) Angiograma muestra completa obstrucción (flecha), se afecta un vaso subsegmentario del segmento posterior del lóbulo superior y arterias basales segmentarias anteriores y posteriores. Resultando en una perfusión no uniforme (cabeza de flechas).</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">B) Obstrucción completa de un vaso con borde convexo respecto al material de contraste, llamado defecto en saco o "pouch".</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">C) Reconstrucción curvada muestra el signo de defecto en saco del segmento ántero basal derecho (flecha), arterias contraídas distales al trombo (cabezas de flecha).</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">D) Ilustración de TC reformateada, obstrucción completa del TEP crónico, muestra la contracción del trombo (flecha), distal al defecto en saco.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Signos de obstrucción incompleta o no obstructiva crónica: </b>El trombo organizado puede causar puede causar irregularidades de la íntima, bandas y estrechamiento abrupto de los vasos, lo que puede conducir a estenosis de la arteria pulmonar.</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-y-tA0DrckPE/T3zLdra_VKI/AAAAAAAABMU/0uosIGjGdE4/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="169" src="http://4.bp.blogspot.com/-y-tA0DrckPE/T3zLdra_VKI/AAAAAAAABMU/0uosIGjGdE4/s640/Imagen3.jpg" width="640" /></a></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
</div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">A) Irregularidades de la íntima causadas por trombo (flechas).</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">B) Imagen axial en TC, se observa un trombo excéntrico en la arteria principal del lóbulo inferior derecho.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">C) Ilustración muestra: trombo excéntrico que forma ángulos obtusos respecto a la pared del vaso.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">D) Imagen axial obtenida cerca del origen de la rama póstero basal izquierda, muestra banda. </span></div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Signos indirectos del TEP crónico: </b></span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b> - </b>Dilatación por estenosis.</span></div>
</div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Tortuosidad de los vasos.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Ensanchamiento de la arteria pulmonar principal a mas </span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> de 33 mm. </span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Ensanchamiento de las arterias bronquiolares.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Disminución de la perfusión, visto como patrón en </span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> mosaico.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Bibliografía:</b></span></div>
<div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Acute and Chronic Pulmonary Emboli: Angiography - CT Correlation AJR 2006; 186: S421 - S429.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Revista Cubana de Medicina Intensiva y Emergencias 2008.7 (2).</span></li>
</ul>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>Lena Soledad Pari Galindo</i></b></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>Médico Radiólogo - HEJCU</i></b></span></div>
</div>
</div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<br />
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></span></div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>RESPUESTA DE LA ENCUESTA:</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-uAnNRJ3FLds/T3xw6x7MbPI/AAAAAAAABLU/Oa8lVnxNQdI/s1600/Imagen1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="242" src="http://4.bp.blogspot.com/-uAnNRJ3FLds/T3xw6x7MbPI/AAAAAAAABLU/Oa8lVnxNQdI/s320/Imagen1.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">La enfermedad de Osgood - Schlatter u osteocondorsis es una causa frecuente de dolor en le segmento anterior de la rodilla en niños de 10 a 15 años de edad. Aún no se conoce la causa exacta de la enfermedad, ya que se han involucrado factores mecánicos, traumáticos y relacionados al crecimiento. La teoría más acertada es la que describe la apofisitis como una tracción de la tuberosidad tibial en el periodo de crecimiento, siendo del 25 al 50% bilateral</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se ha demostrado que los microtraumatismo sobre la tuberosidad tibial, a través de la contracción de cuadríceps y del tendón rotuliano producen pérdida de la continuidad del tendón - hueso con la consecuente fragmentación de la tuberosidad tibial, lo que desencadena un proceso inflamatorio alrededor de esta.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-Utgv1OJLBZc/T3xxHp22WuI/AAAAAAAABLc/PmL8e2dXXvY/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="430" src="http://1.bp.blogspot.com/-Utgv1OJLBZc/T3xxHp22WuI/AAAAAAAABLc/PmL8e2dXXvY/s640/Imagen2.jpg" width="640" /></a></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal">
<br />
<br />
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>Yessenia Espinoza Lozano.</i></b></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>Interna Radiología - HEJCU</i></b></span></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-4992217585926402672012-03-15T21:46:00.000-07:002012-03-15T21:46:28.332-07:00CASO CLÍNICO DE LA SEMANA - CASO OF THE WEEK<span style="font-size: large;"><b>ÁREA: </b>NEUMOLOGÍA</span><br />
<span style="font-size: large;"><b>MÉDICO RADIÓLOGO: </b>LENA S. PARI GALINDO</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><b>DATOS CLÍNICOS:</b></span><br />
<span style="font-size: large;">Paciente varón de 69 años, que ingresa con dolor precordial, tos y disnea de dos horas de evolución.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><b>ANTECEDENTES:</b></span><br />
<span style="font-size: large;"><b>- </b>Hipertensión arterial.</span><br />
<span style="font-size: large;">- Obesidad.</span><br />
<span style="font-size: large;">- No fumador.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><b>DATOS DE LABORATORIO POSITIVOS:</b></span><br />
<span style="font-size: large;"><b>- </b>Leucocitos: 13 000 mm3.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><b>EXAMEN CLÍNICO:</b></span><br />
<span style="font-size: large;"><b>- </b>Murmullo vesicular, pasa bien en ambos campos pulmonares.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><b>SE SOLICITA:</b></span><br />
<span style="font-size: large;"><b>- </b>Rx. Torax.</span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-size: large;">- Angiotomografía de arterial pulmonar.</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-Q_lIro_iPmc/T2K9o3p5arI/AAAAAAAABHQ/JtjTxrZ-EUw/s1600/1.2.392.200036.9125.4.0.168769202.1540563200.1604052880.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="528" src="http://1.bp.blogspot.com/-Q_lIro_iPmc/T2K9o3p5arI/AAAAAAAABHQ/JtjTxrZ-EUw/s640/1.2.392.200036.9125.4.0.168769202.1540563200.1604052880.bmp" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">Rx. Tórax PA</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-q1qN8tXfeII/T2K-VI_YbSI/AAAAAAAABHY/lTo5gflloIE/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="334" src="http://1.bp.blogspot.com/-q1qN8tXfeII/T2K-VI_YbSI/AAAAAAAABHY/lTo5gflloIE/s640/Imagen1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES DEL TEJIDO PARENQUIMAL</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-BMWFaFjgL0U/T2K_JUey25I/AAAAAAAABHg/c_fZ_0pw96E/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="512" src="http://4.bp.blogspot.com/-BMWFaFjgL0U/T2K_JUey25I/AAAAAAAABHg/c_fZ_0pw96E/s640/Imagen2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES AXIALES EN PROYECCIÓN DE MÁXIMA INTENSIDAD - MIP</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-MdanuYQ6Skw/T2LADWrCpCI/AAAAAAAABHo/XeQJuJ8zNTU/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="506" src="http://2.bp.blogspot.com/-MdanuYQ6Skw/T2LADWrCpCI/AAAAAAAABHo/XeQJuJ8zNTU/s640/Imagen3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">IMÁGENES CURVAS EN PROYECCIÓN DE MÁXIMA INTENSIDAD - MIP </span></b></td></tr>
</tbody></table>
<span style="font-size: large;"><i><b>¿Qué hallazgos radiológicos se encontró en los estudios realzados?</b></i></span><br />
<span style="font-size: large;"><b><i>¿Indicar si la patología es aguda o crónica?</i></b></span><br />
<span style="font-size: large;"><b><i><br /></i></b></span><br />
<div style="text-align: justify;">
<span style="font-size: large;"><i>Pueden enviar sus respuestas como comentario en la parte inferior o escribirnos a casimiroradiactivo@gmail.com</i></span></div>
<span style="font-size: large;"><b><i><br /></i></b></span><br />
<span style="font-size: large;"><b><i><br /></i></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-1011259263910648282012-03-14T20:50:00.001-07:002012-03-15T07:49:09.370-07:00RESPUESTAS<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>RESPUESTA DEL CASO CLÍNICO</b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Rpta. 1: </b>Cálculo enclavado en íleon distal.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Rpta. 2: </b>- Aerobilia.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Fístula colecistoduodenal.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> - Formación calculosa intraluminal a nivel </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">del </span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> íleon distal, asociada a dilatación proximal de </span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> asas intestinales.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>ILEO BILIAR:</b></span><br />
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Corresponde a un tipo de obstrucción intestinal mecánica, causada por la impactación de cálculos biliares dentro del tracto intestinal, como resultado de una comunicación anómala entre este y el sistema biliar, puede ser completa e incompleta y se da en pacientes generalmente de sexo femenino, de edad avanzada y con antecedentes biliares.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Las fístulas bilio - digestivas más comunes son las colecistoduodenales ( 65 - 77% ), le siguen las colecistocólicas (10 - 25%), y las colecistogástricas (5%), las coledocoduodenales son mucho menos frecuentes. El íleo biliar está presente en el 1 al 3% de las obstrucciones mecánicas del intestino delgado. El sitio más frecuente de obstrucción es el </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">íleon por su reducido calibre y débil peristaltismo. Se han descrito otras localizaciones tales como el duodeno ( 3 - 5% ), conocido también como síndrome de Bouveret, yeyuno ( 15 - 31%) y colon (5 - 8%) de los casos.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Lo primero a tratar sería la oclusión intestinal y luego la fístula biliodigestiva. El tratamiento es quirúrgico dependiendo de las condiciones locales y generales del paciente. </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Recientemente se han descrito casos de resolución mediante abordaje laparoscópico.</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span><br />
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>José Raymundo Flores.</i></b></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><i>Médico Radiólogo - HEJCU</i></b></span></div>
</div>
<div style="text-align: right;">
<i><b style="font-family: Georgia, 'Times New Roman', serif;"> </b></i><br />
<span style="font-family: Georgia, 'Times New Roman', serif;"><b><span style="font-size: x-large;"><br /></span></b></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b><br /></b></span></div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-large;"><b>RESPUESTA DE LA ENCUESTA</b></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>ENFERMEDAD DE KIENBOCK:</b></span><br />
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se llama así a la necrosis avascular del hueso semilunar por falta de irrigación sanguínea. Tras una fase de necrosis, el semilunar debilitado, se fragmenta y colapsa progresivamente alterando la anatomía, biomecánica y en estados avanzados, cambios degenerativos. La causa de esta enfermedad es desconocida y afecta casi siempre a hombres jóvenes entre los 20 y 40 años (generalmente trabajadores manuales con antecedente de traumas a repetición)</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">DIAGNÓSTICO:</span></div>
<div style="text-align: justify;">
</div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Radiografías:</b> Son importantes para la clasificación, aunque en fases iniciales pueden ser normales. Los signos de osteonecrosis comienzan a apreciarse como esclerosis y fragmentación.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>Gammagrafía y Resonancia Magnética: </b>Son útiles en fases iniciales, la RM es la prueba de elección.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>TC: </b>Es más sensible para mostrar esclerosis y fracturas subcondrales.</span></li>
</ul>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">CLASIFICACIÓN:</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>CLASIFICACIÓN DE LICHTMAN:</b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>A. Estadío I: </b>No se observa alteraciones en la radiografía simple.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>B. Estadio II: </b>Esclerosis del semilunar.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>C. Estadío IIIA: </b>Esclerosis del semilunar con fragmentación y colapso, pero sin rotación del escafoides.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>D. Estadío IIIB: </b>Como en el Estadío IIIA y con rotación del escafoides (signo del anillo).</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>E. Estadío IV: </b>Cambio degenerativos en articulaciones radiocarpianas y/o mediacarpianas.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-THq-oP8YrRM/T2Fk71x-VoI/AAAAAAAABF8/XHWnsqHu8Mk/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="http://4.bp.blogspot.com/-THq-oP8YrRM/T2Fk71x-VoI/AAAAAAAABF8/XHWnsqHu8Mk/s640/Imagen1.jpg" width="640" /></a></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-WaFiCx0Mrps/T2FluwFBQzI/AAAAAAAABGE/jPo7oWCQ67Q/s1600/Imagen2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="305" src="http://1.bp.blogspot.com/-WaFiCx0Mrps/T2FluwFBQzI/AAAAAAAABGE/jPo7oWCQ67Q/s320/Imagen2.jpg" width="320" /></a></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> <b>A1 - A2 : Estadío I </b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b> B: Estadío II</b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b> C: Estadío IIIA.</b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b> D: Estadío IIIB.</b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b> E: Estadío IV.</b></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><i><b>Cynthia Cadillo Quiñones.</b></i></span></div>
<div>
<div style="text-align: right;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"> </span><span style="font-family: Georgia, 'Times New Roman', serif;"><i><b> Lic. T.M.- HEJCU</b></i></span></div>
</div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-52502931336469924302012-02-28T23:37:00.000-08:002015-07-19T18:13:01.158-07:00CASO CLÍNICO DE LA SEMANA (CASO OF THE WEEK)<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>ÁREA</b>: CIRUGÍA</span><br />
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>MÉDICO RADIÓLOGO</b>: RAYMUNDO FLORES.</span></div>
<div>
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>DATOS CLÍNICOS:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Paciente de 67 años de edad, sexo femenino.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Tiempo de evolución de la enfermedad de 6 días.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Dolor abdominal tipo cólico, distensión abdominal, vómitos por más de 3 días.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">No elimina flato desde hace 6 días.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><b>EXÁMENES DE LABORATORIO:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Leucocitos: 10.50, Plaquetas: 367, o0o, Hematíes: 5.14, Hematocrito: 42. 70</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Hemoglobina: 4. 10</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Fórmula diferencial: Eosinófilos: 0, Basófilos: 0, Monocitos: 2, Linfocitos: 10, Abastonados: 8, Segmentados: 80, Neutrófilos: 88.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Glucosa: 177, Creatinina: 0.80</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Electrolitos: Sodio: 134, Potasio: 3,90. Cloro: 100.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se toma Radiografía de abdomen en bipedestación.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-vN5ednOo-LA/T03QvcFr-2I/AAAAAAAABB0/KIH72CM2l0g/s1600/1.2.392.200046.100.2.1.116250115199.111211084331.1.1.1.1.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://1.bp.blogspot.com/-vN5ednOo-LA/T03QvcFr-2I/AAAAAAAABB0/KIH72CM2l0g/s640/1.2.392.200046.100.2.1.116250115199.111211084331.1.1.1.1.bmp" width="576" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;">Se sugiere tomografía abdominal con contraste E.V.</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-L-JYuVEHYhM/T03R1nFQcKI/AAAAAAAABB8/0thlMabCyBc/s1600/Imagen6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="270" src="http://4.bp.blogspot.com/-L-JYuVEHYhM/T03R1nFQcKI/AAAAAAAABB8/0thlMabCyBc/s640/Imagen6.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">CORTES AXIALES CON INYECCIÓN DE CONTRATE E.V. </span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-5FrWfM_psf8/T03SG9IAGRI/AAAAAAAABCE/1WIpRsa5mNY/s1600/Imagen5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="264" src="http://2.bp.blogspot.com/-5FrWfM_psf8/T03SG9IAGRI/AAAAAAAABCE/1WIpRsa5mNY/s640/Imagen5.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">CORTES AXIALES CON INYECCIÓN DE CONTRATE E.V</span></b>
</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-lUtRyfdhqfM/T03SbfjcpcI/AAAAAAAABCM/j7JDyHWdEVs/s1600/Imagen4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="412" src="http://2.bp.blogspot.com/-lUtRyfdhqfM/T03SbfjcpcI/AAAAAAAABCM/j7JDyHWdEVs/s640/Imagen4.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RECONSTRUCCIÓN MPR CORONAL CON CONTRASTE E.V.</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-BfUxK74h9J4/T03S01UvtDI/AAAAAAAABCU/sRM3VljYJu8/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="428" src="http://1.bp.blogspot.com/-BfUxK74h9J4/T03S01UvtDI/AAAAAAAABCU/sRM3VljYJu8/s640/Imagen2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RECONSTRUCCIÓN MPR SAGITAL CON CONTRASTE E.V.</span></b>
</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-jQbbd54Brt0/T03TF6hWOuI/AAAAAAAABCc/65paj_hVWjY/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="452" src="http://1.bp.blogspot.com/-jQbbd54Brt0/T03TF6hWOuI/AAAAAAAABCc/65paj_hVWjY/s640/Imagen3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;">RECONSTRUCCIÓN MPR SAGITAL CON CONTRASTE E.V.</span></b>
</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><i>1.- Según las imágenes mostradas ¿Cuál es la causa y el nivel del cuadro de obstrucción intestinal?.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><i><br /></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><i>2.- ¿Qué otros hallazgos radiológicos característicos del proceso patológico se identifica en el estudio de imágenes presentadas?.</i></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: large;"><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-78413485833747543742011-12-15T16:35:00.000-08:002012-02-28T14:23:00.570-08:00CASO CLÍNICO DE LA SEMANA IV (Case of the week)<div style="text-align: justify;">
<strong style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">RESPUESTA DE LA ENCUESTA:</strong><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Score de Calcio es una técnica no invasiva de radiodiágnostico, mediante la cual se cuantifica las placas de calcio en las arterias coronarias.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Apareció como estudio, a finales de los 80 con la aparición del EBCT (Tomografía Computarizada por Haz de Electrones), apoyado en el Test de Agatston, para determinar el nivel de calcio coronario y determinar el riesgo de padecer enfermedad coronaria a corto o mediano plazo. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El avance de la tecnología y las siguientes generaciones, mejoraron de manera notable esta técnica, mejorando la resolución espacial. Pero se considera un valor predictivo negativo (VPN) del 99% en resultados obtenidos a partir de TEM de 64 filas de detectores. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Siendo su principal desventaja, que sólo cuantifica el calcio coronario, ya que no puede medir el grado de estenosis arterial.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Todos los pacientes sometidos a un estudio cardiaco, requieren preparación farmacológica para disminuir o establecer la frecuencia cardíaca (55 - 60 lpm) y utilizar una técnica prospectiva de adquisición de imágenes. Salvo el caso de TEM de doble fuente donde no se considera la FC, por la velocidad de adquisición. O los TEM de 328 Filas de detectores donde la FC puede sobrepasar los 75 lpm.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span><br />
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Kp18E32_I6s/T0bNreiYdXI/AAAAAAAAA9E/HIhAC6yDh64/s1600/descarga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="365" src="http://4.bp.blogspot.com/-Kp18E32_I6s/T0bNreiYdXI/AAAAAAAAA9E/HIhAC6yDh64/s400/descarga.jpg" width="400" /></a></div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><br /></b></span><br />
<strong style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">RESULTADO DEL CASO CLÍNICO IV</strong><br />
<br />
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">1. Se aprecian aumento de volumen de tejidos blandos musculares en especial los músculos paravertebrales y paraespinales cervical y dorsolumbar derecho, musculo infraespinoso derecho, así como perdida de la conformación anatómica del páncreas apreciándose infiltración lipomatosa difusa a este nivel y en los grupos musculares mencionados.</span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, sans-serif;"><span style="font-size: large;">2. La entidad patológica podría estar incluida dentro de un grupo sindrómico o como entidad aislada congénita. Podría asociarse con insuficiencia exocrina pancreática.</span></span><br />
<br />
<span style="font-family: Arial, sans-serif; font-size: large;"><u><strong>PSEUDOHIPERTROFIA LIPOMATOSA</strong></u></span><br />
<span style="font-family: Arial; font-size: large;">Son anomalidades del desarrollo tisular que va acompañado por un aumento del volumen de los tejidos intersticiales. Se pueden presentar en la vida embrionaria.</span><br />
<span style="font-family: Arial; font-size: large;">El diagnóstico debe considerar la historia clínica, el examen físico y la evaluación imagenológica. La presentación clínica es como una masa de partes blandas. La anamnesis debe incluir los antecedentes</span></div>
<div class="MsoNormal" style="text-align: center;">
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">del paciente, la presencia o no de la sintomatología (dolor, signo de túnel, etc), el tipo de crecimiento de la tumoración, la existencia de masa única o múltiple.</span></div>
</div>
<div class="Default">
<br /></div>
<div class="Default">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>CARACTERÍSTICAS: </b></span></div>
<div class="Default" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">-<span style="font-family: "Times New Roman";"> </span>Reemplazamiento grasa madura.</span></div>
<div class="Default" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">-<span style="font-family: "Times New Roman";"> <span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;">De</span></span></span>pósito de adipocitos entre fibras del tejido muscular.</span></div>
<div class="Default" style="margin-left: 36pt; text-indent: -18pt;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> por compresión.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; text-indent: -18pt;">-</span><span style="font-family: "Times New Roman"; font-size: large; text-indent: -18pt;"> </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large; text-indent: -18pt;">Deposito de células grasas en el parénquima pancreático</span></div>
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;">-<span style="font-family: "Times New Roman";"> <span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">-</span> </span></span><span style="font-family: Arial, Helvetica, sans-serif;">Reemplazamiento graso frecuentemente desigual.</span></span><br />
<span style="color: windowtext; text-indent: 0cm;"> </span></div>
<div class="Default" style="margin-left: 0cm; text-indent: 0cm;">
<span style="color: windowtext;"></span></div>
<div class="Default">
<shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><stroke joinstyle="miter"><formulas><f eqn="if lineDrawn pixelLineWidth 0"><f eqn="sum @0 1 0"><f eqn="sum 0 0 @1"><f eqn="prod @2 1 2"><f eqn="prod @3 21600 pixelWidth"><f eqn="prod @3 21600 pixelHeight"><f eqn="sum @0 0 1"><f eqn="prod @6 1 2"><f eqn="prod @7 21600 pixelWidth"><f eqn="sum @8 21600 0"><f eqn="prod @7 21600 pixelHeight"><f eqn="sum @10 21600 0"></f></f></f></f></f></f></f></f></f></f></f></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"><lock aspectratio="t" v:ext="edit"></lock></path></stroke></shapetype><shape alt="Descripción: http://img.slidefinder.net/imagegethandler.axd?id=7894728&size=2" id="Imagen_x0020_2" o:spid="_x0000_s1026" style="height: 225pt; left: 0px; margin-left: 54.45pt; margin-top: 5.65pt; position: absolute; text-align: justify; visibility: visible; width: 300pt; z-index: -1;" type="#_x0000_t75"><imagedata o:title="imagegethandler" src="file:///C:\Users\Boris\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"></imagedata></shape><span style="color: windowtext;"></span></div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div class="Default">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-U5mUP138GxQ/T0bNU1WDYLI/AAAAAAAAA88/f06jTlzs2ZI/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="307" src="http://3.bp.blogspot.com/-U5mUP138GxQ/T0bNU1WDYLI/AAAAAAAAA88/f06jTlzs2ZI/s400/Imagen1.jpg" width="400" /></a></div>
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><strong>PSEUDOHIPERTROFIA LIPOMATOSA PANCREÁTICA= REEMPLAZAMIENTO GRASO = SUSTITUCIÒN GRASA</strong></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Es una enfermedad extremadamente rara, se caracteriza por la sustitución de las céluclas acinares pancreáticas con el tejido adiposo, auqne el conducto pancreático y los islotes se conservan.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">La sustitución del todo el páncreas con cnatidades crecientes de tejido adiposo lo describió por primera vez Hantelmann en 1931.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">Esta enfermedad fue nombrada despuès seudohipertrofia lipomatosa del páncreas por Siegler. Sus principales características son:</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">1) Aumento en el tamaño y el peso del páncreas y la ampliación morfológicamente uniforme del páncreas.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">2) La ausencia casi total del tejido pancreàtico exocrino, debido a la sustitución patológica del tejido adiposo.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;">3) La preservación del sistema de conductos e islotes.</span></div>
<div style="text-align: justify;">
<br /></div>
</div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>CAUSAS Y FACTORES DE RIESGO</b><b><span lang="ES"></span></b></span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Factores predisponentes:</span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Aterosclerosis de la vejez. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Obesidad. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Tratamiento esteroideo. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Diabetes mellitus </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Síndrome de Cushing. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Pancreatitis crónica. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Obstrucción del conducto biliar principal. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Fibrosis quística. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Malnutrición / déficit dietético. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Hemocromatosis. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Infección viral. </span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Síndrome de Schwachman-Diamond.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="hps"><span lang="ES">Seudohipertrofia</span></span><span lang="ES"> <span class="hps">lipomatosa</span> <span class="hps">del páncreas</span> también<span class="hps"> ha sido reportado en</span> <span class="hps">muchos pacientes jóvenes, aunque no es frecuente, asociado a infiltración grasa entre los haces musculares cervico-torácico.</span></span></span></div>
<div class="MsoNormal">
<b><span lang="ES"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">REFERENCIAS:</span></span></b></div>
<div class="MsoNormal">
<span lang="ES"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">http://www.joplink.net/prev/201007/10.html</span><span style="font-family: Arial, sans-serif; font-size: 12pt;"></span></span></div>
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><br /></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><br /></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><strong>ÁREA:</strong> TORAX Y<strong> </strong>ABDOMEN</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>MÉDICO RADIÓLOGO: </b>Raúl Max Guerra Tueros</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Paciente: Mujer de 13 años de edad, que presenta a</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">umento de partes blandas del miembro superior derecho y escápula del mismo lado.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Tiempo de evolución de aproximadamente 3 años: Sin dolor, no traumatismos.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Se solicita Tomografía de cuello y tórax sin contraste, para descartar compromiso ganglionar.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Luego de la adquisición, el médico sugiere complementar con tomografía de abdomen sin contraste.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/eGMrY55m3eE?rel=0" width="640"></iframe><iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/8Te_ZbQRco0?rel=0" width="640"></iframe><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u><br /></u></b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: large;"><strong>PREGUNTAS:</strong></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><em>1. Describir los hallazgos tomográficos encontrados y que estructuras se encuentran comprometidas?</em></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><em>2. La entidad patológica de la paciente es compatible con la vida?</em></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"> </span><span style="font-family: Arial, Helvetica, sans-serif;"><i>Puede publicar sus comentarios y respuestas directamente en <strong>nuestro blog</strong>, en nuestra pagina en <strong>Facebook</strong> o escribirnos a: <a href="mailto:casimiroradiactivo@gmail.com">casimiroradiactivo@gmail.com</a></i></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b></b></span><br />
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><br /><br /><br /><br /><br /><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u><br /></u></b></span><br /><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>RESULTADO DE LA ENCUESTA DE LA SEMANA:</u></b></span> </b></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u><br /></u></b></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: justify;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-f1Vy36qaro4/TuqQseOOAII/AAAAAAAAAi8/w1zTKVvxE9g/s1600/csont4b.gif" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://2.bp.blogspot.com/-f1Vy36qaro4/TuqQseOOAII/AAAAAAAAAi8/w1zTKVvxE9g/s320/csont4b.gif" width="227" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"><b>HUESOS DE CRISTAL</b></span></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>OSTEOGÉNESIS IMPERFECTA (OI)</b></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">La osteogénesis u osteogenia imperfecta (OI), también llamada huesos de cristal, es una enfermedad congénita, la cual ocasiona huesos extremadamente frágiles. Es una alteración genética que afecta la producción del colágeno. Las redes de colágeno que se forman en la OI, no le dan al esqueleto la fuerza que debe tener, ya que son anormales en cantidad y forma.</span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Se conocen al menos 12 tipos de colágenos. los tipos I, II, y III son los más abundantes. El colágeno tipo I constituye el 90% del colágeno corporal (los tejidos que requieren soportar fuerzas mecánicas, como la piel, tendones y los huesos, son ricos en colágeno tipo I. El que se encuentra en el hueso desempeña un papel de pegamento del mineral óseo.</span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><br /></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>CLASIFICACIÓN:</b></span></span></div>
<div style="text-align: justify;">
</div>
<ul>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>TIPO I (OI Leve): </b>Es el más común. Tiene una espectativa de vida normal.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>TIPO II: </b>Es una forma severa que generalmente lleva a la muerte en el primer año de vida.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>TIPO III (OI Severa): </b>Las personas con este tipo presentan muchas fracturas en el comienzo de su vida y pueden sufrir grandes deformidades óseas. Muchos quedan limitados a una silla de ruedas y tienen una espectativa de vida algo más corta.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>TIPO IV (OI Moderadamente Severa): </b>Es similar al Tipo I, aunque las personas necesitan dispositivos ortopédicos para caminar. La espectativa de vida es normal o similar a la normal.</span></span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-DOSTUaBQcF4/TuqRTZO5GFI/AAAAAAAAAjM/g1-t3fZ0tBM/s1600/nejmicm062996_f1.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="332" src="http://2.bp.blogspot.com/-DOSTUaBQcF4/TuqRTZO5GFI/AAAAAAAAAjM/g1-t3fZ0tBM/s640/nejmicm062996_f1.jpeg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-size: small;">TIPOS DE OSTEOGÉNESIS IMPERFECTA</span></b></td></tr>
</tbody></table>
<div>
<div style="text-align: justify;">
<b style="font-family: Arial, Helvetica, sans-serif; font-size: x-large; line-height: 22px;">CARACTERÍSTICAS CLÁSICAS:</b></div>
</div>
<div>
<ul>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Esclerótica azul.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Fracturas óseas múltiples.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Pérdida temprana de la audición.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Debido a que el colágeno Tipo I se encuentra también en los ligamentos, las personas con OI, a menudo tienen articulaciones flexibles (hipermovilidad) y pies planos. </span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Algunos Tipos de OI llevan al desarrollo deficiente de los dientes.</span></span></li>
</ul>
<div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><b>CARACTERÍSTICAS SEVERAS:</b></span></span></div>
</div>
</div>
<div>
<ul>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Brazos y piernas arqueadas.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Cifosis.</span></span></li>
<li style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;">Escoliosis.</span></span></li>
</ul>
<div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 22px;"><br /></span></span></div>
</div>
</div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<div style="text-align: justify;">
<u><span class="A9"><b style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">RESPUE</b></span><b style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">STAS DEL CASO CLÍNICO IV</b><b> </b></u></div>
</div>
<ol style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="text-align: justify;"><span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El signo radiológico que predomina en nuestro caso es el<b> “signo de la cuerda”</b>, que s<b>e </b>aprecia con claridad de localización cortical frontoparietal bilateral, además se asocia edema focal y discreto borramiento de surcos y cisuras. No se logra apreciar hemorragia subaracnoidea.<b></b></span></span></li>
<li class="MsoNormal" style="text-align: justify;"><span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Los estudios de imagen complementarios están en relación con el centro hospitalario y de acuerdo a la condición clínica del paciente; se pueden realizar angiografía cerebral, venografía por CT y venografía por RM.</span></span></li>
</ol>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">En nuestro caso mostramos la imágenes en círculo donde se encuentran las lesiones corticales venosas, y el edema cortical focal en ambos hemisferios cerebrales:<b> </b></span><span class="Apple-style-span" style="font-family: "Times New Roman", serif; font-weight: bold;"></span></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://4.bp.blogspot.com/-KyVZgO8S6zY/Tup4Hvxg1tI/AAAAAAAAAiU/WBEmH_KBgUE/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="436" src="http://4.bp.blogspot.com/-KyVZgO8S6zY/Tup4Hvxg1tI/AAAAAAAAAiU/WBEmH_KBgUE/s640/Imagen1.jpg" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://1.bp.blogspot.com/-7UOLVoS0j1Q/Tup4K5BfMLI/AAAAAAAAAic/M8ZclOEr3S8/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="402" src="http://1.bp.blogspot.com/-7UOLVoS0j1Q/Tup4K5BfMLI/AAAAAAAAAic/M8ZclOEr3S8/s640/Imagen2.jpg" width="640" /></a></div>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://2.bp.blogspot.com/--PlcW3dTL_I/Tup4NukkhlI/AAAAAAAAAik/bu2fdKckcf8/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/--PlcW3dTL_I/Tup4NukkhlI/AAAAAAAAAik/bu2fdKckcf8/s400/Imagen3.jpg" width="327" /></a></div>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://2.bp.blogspot.com/-FkhVDppsfCU/Tup4VlxHZUI/AAAAAAAAAis/5ZCRVsTrDIA/s1600/Imagen4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="422" src="http://2.bp.blogspot.com/-FkhVDppsfCU/Tup4VlxHZUI/AAAAAAAAAis/5ZCRVsTrDIA/s640/Imagen4.jpg" width="640" /></a></div>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></span></div>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></span></div>
<div class="MsoNormal" style="tab-stops: 234.0pt; text-align: justify;">
<span class="A9"></span></div>
<div class="MsoNormal" style="text-align: left;">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="A9"><b>TROMBOSIS VENOSA CEREBRAL</b></span><b> </b></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span class="A9">La trombosis de los senos venosos cerebrales es </span><span lang="ES">una causa poco común e infrecuente de infarto cerebral. Es importante porque se relaciona con alta morbilidad. La manifestación clínica de estos pacientes es muy variable, desde lo asintomático hasta el coma. Las nuevas tecnologías en imágenes diagnósticas han mejorado la posibilidad de realizar el diagnóstico tempranamente y comenzar con un tratamiento rápido y efectivo. </span></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="ES"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Se define como trombosis de senos venosos severa a aquella que se presenta no sólo con los síntomas clásicos (cefalea, papiledema, náuseas y convulsiones) sino también con compromisos focales y del estado de conciencia asociados a hipertensión endocraneana de difícil manejo. No existen datos exactos sobre la incidencia de la TSVC severa, pero algunos estudios demuestran que esta situación se presenta cuando se ven comprometidos los senos venosos asociado a la trombosis de las venas corticales.</span></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="ES"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Entre los factores de mal pronóstico están: edad mayor a 37 años, sexo masculino, coma, alteración del estado mental, trombosis del sistema venoso profundo, hemorragias intracerebrales asociadas e infección asociada. Cerca del 30% de los pacientes con uno o más factores de riesgo tienen un mal pronóstico a pesar de un adecuado tratamiento médico con anticoagulación. </span></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="ES"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El diagnóstico de esta entidad puede ser difícil por la variación de sus manifestaciones clínicas y formas de presentación. <personname productid="la TSVC" w:st="on">La TSVC</personname> puede manifestarse desde varios minutos a varias semanas después; como una hemorragia subaracnoidea o con hemorragia intraparenquimatosa asociada. La cefalea es el síntoma más común, 95%, seguido de síntomas como: crisis convulsivas en el 47%, alteraciones focales en el 43% y papiledema en el 41%. El 39% de pacientes presentan algún grado de compromiso del estado de conciencia, el coma puede llegar en 15% de los casos. </span></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="ES"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Cuando sólo están comprometidas las venas corticales, sin extensión hacia los senos durales, el cuadro clínico puede ser similar a un ataque cerebrovascular. En caso contrario el cuadro clínico se manifiesta con alteración del estado de la conciencia, asociado a anormalidades pupilares y de los movimientos oculares. Hay ocasiones donde la trombosis del seno cavernoso puede ser secundaria a una celulitis facial o a infección de los senos paranasales.</span></span></div>
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-CEaFVgWiAJk/Tup4f_tbIPI/AAAAAAAAAi0/IhE9vkQFZbg/s1600/Imagen5.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-CEaFVgWiAJk/Tup4f_tbIPI/AAAAAAAAAi0/IhE9vkQFZbg/s640/Imagen5.png" width="528" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-family: Times, "Times New Roman", serif; font-size: large;"><b>TERRITORIOS VENOSOS</b></span></td></tr>
</tbody></table>
<div class="MsoNormal">
<span lang="ES"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span></span></div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES"><br /></span></b></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES">CAUSAS Y FACTORES DE RIESGO:</span></b></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES">Congénitas</span></b></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<ul style="margin-top: 0cm;" type="disc"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Deficiencia de antitrombina III. </span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Deficiencia de proteína C y proteína S. </span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Mutación Leiden del factor V. </span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Mutación <metricconverter productid="20210 A" w:st="on">20210 A</metricconverter>. </span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Homocisteinemia. </span></li>
</span></ul>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES">Adquiridas</span></b></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<ul style="margin-top: 0cm;" type="disc"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Embarazo y puerperio. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Infecciones contiguas (otitis, sinusitis). </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Meningitis. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Síndrome nefrótico. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Síndrome antifosfolípido. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Homocisteinemia. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Lupus eritematoso sistémico. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Enfermedad inflamatoria intestinal. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Granulomatosis de Wegener. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Sarcoidosis. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Síndrome de Behçet. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Leucemia. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Policitemia. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Trombicitosis. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="PT-BR">Drogas (anticonceptivos orales, L-asparaginasa). </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Causas físicas (traumatismo, neurocirugía, cataterización yugular, Punción lumbar). </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Deshidratación. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES">Cáncer.</span></li>
</span></ul>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES">DIAGNÓSTICO POR IMÁGENES:</span></b></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span lang="ES">La imagen por excelencia de tamizaje en este tipo de pacientes, sigue siendo la tomografía. Hay signos directos e indirectos. Entre los primeros puede observarse dilatación de venas transcerebrales, el signo de la cuerda, venas trombosadas y el signo del delta vacío y del delta denso. Los signos indirectos son infartos, hemorragias, edema, realce dural o tentorial, compresión o aumento del tamaño ventricular. Los signos indirectos se visualizan mejor en resonancia magnética. </span></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span lang="ES">La resonancia magnética cerebral es superior para el diagnóstico, y es necesaria para la confirmación de la trombosis de senos cerebrales. Las imágenes en T1, T2 y gradiente de eco son indispensables y permiten determinar el tiempo de evolución del trombo: agudo, menor a 5 días, isointenso en T1 e hipointenso en T2; subagudo entre 5 y 30 días, hiperintenso en ambas secuencias; crónico, de más de 30 días, se vuelve isointenso en T1 e hiperintenso en T2. En los casos severos el análisis es más sensible con imágenes de difusión y gradiente de eco. Las fallas diagnósticas se relacionan con los artefactos de flujo y las variaciones temporales, así que las imágenes deben ser analizadas cuidadosamente.</span></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span lang="ES">El estándar de oro continúa siendo la angiografía convencional, que evidencia la falta de opacificación del seno venoso comprometido, aumento del tiempo circulatorio arteriovenoso, presencia de colaterales venosas, flujo venoso a contracorriente y efecto de masa al haber infarto. Al ser invasiva, la angiografía cerebral se usa en casos dudosos o con progresión neurológica, también en casos raros de trombosis cortical.</span></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><span lang="ES">REFERENCIAS</span></b><span lang="ES">:</span></span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="MsoNormal">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">http://www.campustercertermino.com/ttpresenter/rv/2011/4congreso/59pinero/player.html</span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<a name='more'></a><div style="text-align: justify;">
<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6768993969269493252.post-11511501231407770842011-11-30T19:17:00.000-08:002011-12-14T05:49:59.865-08:00CASO CLÍNICO DE LA SEMANA III (Case of the week)<span class="Apple-style-span"></span><br />
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">ÁREA: Neurocirugía</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">MÉDICO RADIÓLOGO: Raúl Max Guerra Tueros.</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<span style="background-color: black; font-size: large;"><br /><span style="color: white;"></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">Paciente varón de 64 años; es traido a la emergencia con deterioro del sensorio, sudoración profusa y fasciculaciones musculares, a predominio de los miembros superiores. Familiar refiere que lo encuentran inconsciente en la vía pública. </span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">Obeso mórbido.</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">Exámenes de laboratorio: normales</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial; font-size: large;">EKG y Presión arterial: normal.</span></strong></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">Fiebre cuantificada: 38 grados.</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-size: large;"><strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial;">Glasgow: 10.</span></strong><span style="font-family: Arial;"></span></span></div>
<div style="text-align: justify;">
<strong><span style="background-clip: initial; background-color: black; background-origin: initial; color: white; font-family: Arial; font-size: large;">SE LE SOLICITA TEM CEREBRAL.</span></strong><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; font-family: Arial;"></span></div>
<br />
<div class="MsoNormal" style="margin-bottom: 0pt;">
</div>
<span class="apple-style-span" style="font-size: large;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-A55eibWHCmM/TtbrzIKzR0I/AAAAAAAAAf0/bhW5defbH1o/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="background-color: black; color: white;"><strong><img border="0" height="368px" src="http://2.bp.blogspot.com/-A55eibWHCmM/TtbrzIKzR0I/AAAAAAAAAf0/bhW5defbH1o/s640/Imagen1.jpg" width="640px" /></strong></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="background-color: black; color: white; font-family: Times, 'Times New Roman', serif; font-size: small;"><strong>IMÁGENES AXIAL S/C</strong></span></td></tr>
</tbody></table>
<span class="apple-style-span" style="font-size: large;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-M6yD05aBB-s/TtbsMV6thOI/AAAAAAAAAf8/gawpkB4tsCI/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="background-color: black; color: white;"><strong><img border="0" height="344px" src="http://4.bp.blogspot.com/-M6yD05aBB-s/TtbsMV6thOI/AAAAAAAAAf8/gawpkB4tsCI/s640/Imagen2.jpg" width="640px" /></strong></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="background-color: black; color: white; font-family: Times, 'Times New Roman', serif; font-size: small;"><strong>IMÁGENES AXIAL S/C</strong></span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-aQgCR6hJspM/TtbuBoNVwwI/AAAAAAAAAgU/I2FTRnGp4Qg/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="background-color: black; color: white;"><strong><img border="0" height="400px" src="http://2.bp.blogspot.com/-aQgCR6hJspM/TtbuBoNVwwI/AAAAAAAAAgU/I2FTRnGp4Qg/s400/Imagen3.jpg" width="390px" /></strong></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="background-color: black; color: white; font-family: Times, 'Times New Roman', serif; font-size: small;"><strong>IMAGEN CORONAL S/C</strong></span></td></tr>
</tbody></table>
</span><span class="apple-style-span" style="font-size: large;"></span><i><span class="apple-style-span" style="background-color: black; color: white;"></span></i><br />
<div style="text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-abj8hZ8N4qM/TtbtKWva5xI/AAAAAAAAAgM/57EPB4PATms/s1600/Imagen4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="background-color: black; color: white;"><strong><img border="0" height="304px" src="http://2.bp.blogspot.com/-abj8hZ8N4qM/TtbtKWva5xI/AAAAAAAAAgM/57EPB4PATms/s640/Imagen4.jpg" width="640px" /></strong></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="background-color: black; color: white; font-family: Times, 'Times New Roman', serif; font-size: small;"><strong>IMÁGENES SAGITAL S/C</strong></span></td></tr>
</tbody></table>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<em><span style="background-color: black; color: white; font-family: Arial, Helvetica, sans-serif;"></span></em><br />
<div style="text-align: justify;">
<strong><span style="background-color: black; color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;">PREGUNTAS:</span></strong><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<strong><span style="background-color: black; color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>1. ¿Cuàl es el signo radiologico predominante como hallazgo en el estudio tomográfico?</i></span></strong><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><i><br /></i></span><br />
<strong><span style="background-color: black; color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>2. ¿Què estudio adicional solicitaría?</i></span></strong><br />
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6768993969269493252.post-85016746387994609492011-11-14T14:42:00.000-08:002011-11-30T15:27:51.495-08:00CASO CLINICO RADIOLOGICO II<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>RESPUESTA DE LA ENCUESTA</b></span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-Tj5B3lUOIGM/Tta4d8jGVVI/AAAAAAAAAfM/owaTBpZH61c/s1600/Imagen1.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="143" src="http://1.bp.blogspot.com/-Tj5B3lUOIGM/Tta4d8jGVVI/AAAAAAAAAfM/owaTBpZH61c/s200/Imagen1.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif; font-size: small;">EBCT</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La Tomografía computarizada por haz de electrones (ELECTRON BEAM CT), pertenece a los tomógrafos de 5ta. Generación. Apareció a finales de la década de los 80, con una tecnología totalmente distinta a la ya conocida en generaciones anteriores.</span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: right;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-paBHLodqgwQ/Tta6lGJvcFI/AAAAAAAAAfs/7HFv1bC7N0g/s1600/Imagen2.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="117" src="http://2.bp.blogspot.com/-paBHLodqgwQ/Tta6lGJvcFI/AAAAAAAAAfs/7HFv1bC7N0g/s200/Imagen2.jpg" width="200" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif; font-size: small;">SISTEMA EBCT</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Constaba de una gran fuente de electrones, que eran desviados hacia una bandeja de detectores que se encontraba en la parte superior del gantry. Su principio se basaba en utilizar energía eléctrica (haz de electrones), en vez de la mecánica (rotación del tubo y los detectores), para adquirir las imágenes, lo que implicó una notable reducción en el tiempo de adquisición.</span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-rn4MQCHgIOQ/Tta5S6bB7AI/AAAAAAAAAfk/yCKkegtiDRc/s1600/Imagen3.gif" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="186" src="http://3.bp.blogspot.com/-rn4MQCHgIOQ/Tta5S6bB7AI/AAAAAAAAAfk/yCKkegtiDRc/s200/Imagen3.gif" width="200" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif; font-size: small;">CALCIO CORONARIO</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Tuvo aplicaciones en estudios convencionales, pero su principal utilidad se desarrollo en los primeros estudios de arterias coronarias sin medio de contraste vascular dada la velocidad de adquisición y la alta resolución temporal (50ms - 20 imágenes de 3mm aprox.), debido a que sólo usaba 210° para reconstruir una imágen.</span></div>
<div style="text-align: right;">
</div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Esta técnica fue utilizada para evaluar la cantidad de calcio en las arterias coronarias con el método de Agatston (1990).</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La mayoría de ellos se comercializaron sólo en EE.UU., debido a su alta costo de producción y mantenimiento, lo que hizo que desaparecieran rápido del mercado.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>RESPUESTAS DE CASO CLÍNICO:</b></span><br />
<br />
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="line-height: 115%;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La lesión esta localizado el la arteria basilar,
dando el clásico “signo de la
arteria basilar hiperdensa”, visible en nuestro estudio en los
cortes axiales y reconstrucciones coronal y sagital, lo cual traduce éstasis
vascular por trombosis.</span></span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: large; line-height: 18px;">El territorio comprometido esta dado por el trayecto
vascular del cual depende la arteria basilar, previo a su bifurcación,
incluye tronco cerebral, cerebelo y
ganglios basales predominantemente, en nuestro caso además se aprecian
áreas isquémicas dependiente del tálamo izquierdo.</span></li>
</ol>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-VhMUygXWPsU/TtarU_uCMXI/AAAAAAAAAes/pykzONBDgv8/s1600/Imagen2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="384" src="http://2.bp.blogspot.com/-VhMUygXWPsU/TtarU_uCMXI/AAAAAAAAAes/pykzONBDgv8/s640/Imagen2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"><b>IMÁGENES COMPLEMENTARIAS - AXIAL SC</b></span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-CKM9ehMG0Kk/TtatmdjXaVI/AAAAAAAAAe0/URynuqbFYts/s1600/blog1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="385" src="http://1.bp.blogspot.com/-CKM9ehMG0Kk/TtatmdjXaVI/AAAAAAAAAe0/URynuqbFYts/s640/blog1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-size: small;">IMÁGENES COMPLEMENTARIAS - AXIAL SC</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-zo60Am73UV0/Ttat2yF97LI/AAAAAAAAAe8/BWNOsf8aqQo/s1600/Imagen3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="364" src="http://1.bp.blogspot.com/-zo60Am73UV0/Ttat2yF97LI/AAAAAAAAAe8/BWNOsf8aqQo/s640/Imagen3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-size: small;">IMÁGENES COMPLEMENTARIAS - CORONAL SC</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-CLfp2ggYM9c/TtauzBq5jHI/AAAAAAAAAfE/dhQ2uKj7ouY/s1600/Imagen4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="http://4.bp.blogspot.com/-CLfp2ggYM9c/TtauzBq5jHI/AAAAAAAAAfE/dhQ2uKj7ouY/s640/Imagen4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"><b>IMÁGENES COMPLEMENTARIAS - SAGITAL SC</b></span></td></tr>
</tbody></table>
<br />
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="ES" style="font-family: Arial, sans-serif; line-height: 115%;"><span class="Apple-style-span" style="font-size: large;">TROMBOSIS DE <st1:personname productid="LA ARTERIA BASILAR" w:st="on"><st1:personname productid="LA ARTERIA" w:st="on">LA ARTERIA</st1:personname> BASILAR</st1:personname></span><span class="Apple-style-span" style="font-size: x-small;"><o:p></o:p></span></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="ES" style="font-family: Arial, sans-serif; line-height: 115%;"><span class="Apple-style-span" style="font-size: large;"><st1:personname productid="LA ARTERIA BASILAR" w:st="on"><br /></st1:personname></span></span></b></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: Arial, sans-serif; font-size: large;"><span class="Apple-style-span" style="line-height: 18px;"><b>INTRODUCCIÓN</b></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">La arteria basilar se
encarga de irrigar casi todo el tronco del encéfalo, gran parte del cerebelo,
ambos núcleos talámicos, los lóbulos occipitales y la cara interna de los
lóbulos temporales del cerebro. En función de la porción del tronco-encéfalo
cuyo flujo se vea comprometido, la oclusión aguda de la arteria basilar puede
cursar de entrada con gran variedad de síntomas y signos neurológicos, que oscilarán
desde la afectación aislada de pares craneales a la aparición fulminante de
coma y tetraplejía. El curso clínico puede ser de instauración progresiva, de
inicio fluctuante, o bien alcanzar la máxima intensidad de forma súbita desde
un inicio. La presentación de una u otra variante dependerá de la situación
hemodinámica que se establezca tras la oclusión de la arteria basilar, y, en
este sentido, es crítica la capacidad de reclutar precozmente circulación
colateral.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">La aparición de
episodios previos de ataque isquémico transitorio precediendo al episodio
principal sugiere una etiología aterotrombótica. También suele ser típico de la
etiología aterotrombótica la predilección por la unión vertebrobasilar y el
tercio proximal de la arteria basilar. Por el contrario, la oclusión del tercio
distal de la arteria basilar está causada con mayor frecuencia por émbolos de
origen cardíaco.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Los ictus isquémicos
de circulación posterior representan un 15-20% de todos los ictus isquémicos.
Además, la clínica derivada de la afectación del tronco-encéfalo es más
compleja y difícilmente reconocible que la de la circulación anterior. Por
estos y otros factores, la sospecha diagnóstica de TAB en muchas ocasiones
llega demasiado tarde, hecho que puede contribuir a la evolución catastrófica
de los pacientes.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Esto es especialmente
grave para los pacientes con TAB cuyo cuadro se inicia con coma y tetraplejía,
quienes son sedados e intubados en muchas ocasiones prehospitalariamente e
ingresados directamente en una UCI sin que ningún profesional sanitario se
plantee que, de tratarse de una TAB, la clínica puede ser reversible si se
consigue una recanalización precoz de la arteria basilar. Este subgrupo de
pacientes es, en nuestra opinión, uno de los grandes damnificados por la aplicación
estricta de los criterios de activación de los sistemas de código ictus, que
habitualmente excluyen a pacientes en coma. Dado que existen numerosos métodos
diagnósticos sencillos y no invasivos que descartan de forma fiable <st1:personname productid="la TAB" w:st="on">la TAB</st1:personname>, es necesario sensibilizar
a los profesionales implicados en la cadena asistencial del ictus sobre la existencia
de esta entidad, sus formas de presentación y sobre el beneficio potencial de
un diagnóstico precoz que permita indicar un tratamiento de reperfusión
urgente.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">EVALUACIÓN
DIAGNÓSTICA URGENTE<o:p></o:p></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Una vez establecida
la sospecha clínica de TAB, la evaluación diagnóstica urgente debe incluir:<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Confirmación
angiográfica de la oclusión aguda de la arteria basilar<o:p></o:p></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Tanto la
angiorresonancia como la angiotomografía computarizada cerebral permiten
establecer el diagnóstico de certeza de TAB.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">Evaluación de la
viabilidad del parénquima dependiente de la arteria basilar ocluida<o:p></o:p></span></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;">La probabilidad de
obtener un buen pronóstico tras conseguir la recanalización de la arteria
basilar dependerá del grado del daño isquémico irreversible causado durante el
tiempo de oclusión arterial. La difusión (DWI) por RM craneal es claramente
superior a <st1:personname productid="la TC" w:st="on">la TC</st1:personname>
sin contraste en la evaluación de los signos precoces de isquemia en la fosa
posterior. El número y volumen de las lesiones detectadas en DWI en el
territorio dependiente de la arteria basilar en pacientes con TAB se comporta
como un predictor independiente del pronóstico funcional a largo plazo. En
nuestra opinión, <st1:personname productid="la RM-DWI" w:st="on">la RM-DWI</st1:personname>
sería la prueba de elección para estimar la presencia de tejido isquémico
rescatable de cara a establecer la indicación de las terapias de reperfusión en
pacientes con TAB. Sin embargo, debido a la limitada disponibilidad
espaciotemporal de <st1:personname productid="la RM" w:st="on">la RM</st1:personname>
para la fase ultraprecoz del ictus, que contrasta con la mayor accesibilidad de
<st1:personname productid="la TC" w:st="on">la TC</st1:personname> y la
angio-TC cerebral, nos parece de gran utilidad destacar algunas novedades que
han aparecido en los últimos años en relación con la capacidad de la angio-TC
de aportar información valiosa sobre la viabilidad del tejido en riesgo en fosa
posterior. Antes de entrar en materia con la angio-TC, merece la pena comentar
el signo de la arteria basilar hiperdensa que es visible en <st1:personname productid="la TC" w:st="on">la TC</st1:personname> simple. En los pacientes con
sospecha de ictus isquémico vertebrobasilar, la presencia del signo de la
basilar hiperdensa se asocia a la existencia de una oclusión aguda de la
arteria basilar confirmada mediante angio-TC con una especificidad (98%) y
sensibilidad (71%) elevadas.</span><span class="Apple-style-span" style="font-size: x-small;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br /></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span class="Apple-style-span" style="font-size: large;"><br /></span></span></div>
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>ÁREA: NEUROLOGÍA</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(Médico Radiólogo: Raúl Max Guerra Tueros)</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>HISTORIA CLÍNICA:</b></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Paciente varón de 56 años, que presente de manera súbita, deterioro cognitivo, movimientos involuntarios, sudoración profusa y dificultad respiratoria. Es traído de emergencia por familiares, 3 horas después de iniciado el cuadro. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">No presenta fiebre.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">No reacciona a estímulos (Glasgow 9).</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Hemograma normal.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Examen de electrolitos normal.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Glucosa, urea y creatinina sérica normales.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Se le solicita TEM cerebral:</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-ZP3PRWZS37Q/Tsm4Y9Ni-pI/AAAAAAAAAdc/hyIakqByO3c/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="267" src="http://4.bp.blogspot.com/-ZP3PRWZS37Q/Tsm4Y9Ni-pI/AAAAAAAAAdc/hyIakqByO3c/s640/1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: small;">IMÁGENES AXIALES - TEM CEREBRAL S/C</span></b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-jTJ0tFZqnLo/Tsm4cRdRLqI/AAAAAAAAAd0/0T-2eoHafPc/s1600/3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="340" src="http://2.bp.blogspot.com/-jTJ0tFZqnLo/Tsm4cRdRLqI/AAAAAAAAAd0/0T-2eoHafPc/s640/3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: small;">IMÁGENES CORONAL Y SAGITAL - TEM CEREBRAL S/C</span></b></td></tr>
</tbody></table>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<em><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>PREGUNTAS:</b></span></em></div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><em><b>1. DÓNDE SE ENCUENTRA LA LESIÓN?</b></em></span></div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><em><b>2. QUÉ TERRITORIO PARENQUIMAL ESTARÍA COMPROMETIDO? </b></em></span></div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><em><b>3. QUÉ ESTUDIO ADICIONAL SOLICITARÍA?</b></em></span></div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<br /></div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<br /></div>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-6768993969269493252.post-8456907217166646272011-10-16T20:10:00.000-07:002011-11-25T06:22:22.246-08:00CASO CLÌNICO I<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><strong>DATOS CLÍNICOS</strong></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Paciente mujer de 47 años</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Tiempo de enfermedad: 2 días.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Inicio: Brusco</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Síntomas: Dolor toráxico, dolor precordial y disnea</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Exámenes: Radiografía y tomografía de tórax</span></li>
</ul>
<iframe frameborder="0" height="726" src="http://www.dailymotion.com/embed/video/xlqdxg" style="height: 541px; width: 505px;" width="560"></iframe><br />
<br />
<iframe frameborder="0" height="726" src="http://www.dailymotion.com/embed/video/xlqe0a" style="height: 725px; width: 508px;" width="560"></iframe><br />
<br />
<iframe frameborder="0" height="726" src="http://www.dailymotion.com/embed/video/xlqe0i" style="height: 738px; width: 509px;" width="560"></iframe><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1. Según las imágenes, ¿Qué hallazgos radiológicos y tomográficos puede describir?</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">2. ¿Cuáles son sus diágnosticos?</span><br />
<br />
<b><span class="Apple-style-span" style="font-size: x-large;"><b><span class="Apple-style-span" style="font-size: x-large;"><u>01-11-2011</u></span></b></span></b><br />
<b><span class="Apple-style-span" style="font-size: x-large;"><b><span class="Apple-style-span" style="font-size: x-large;">Respuesta del Caso Clínico X</span></b></span></b><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-weight: 800;"><br /></span><br />
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">HALLAZGOS TOMOGRÁFICOS:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">1.- Neumotórax derecho de aproximadamente el 40%</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">2.- Gran Bula localizada entre el lóbulo superior y medio derecho.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">3.- Imagen Bulosa de paredes parcialmente definidas en el borde inferior del lóbulo inferior derecho, asociada a tractos atelectásicos adyacentes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">4.- Adherencias pleuroparietales derechas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">5.- Signos de atelectasias apicales, mediales y basales derechas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">6.- Mediastino ligeramente desviado hacia la izquierda.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">DIAGNÓSTICO:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">Bulas interlobar derecha indemne y bula subpleural ;basal derecha con signos de ruptura asociadas a neumotórax . Signos de atelectasias en los segmentos descritos y adherencias pleuroparietales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 212.6pt; text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">CIRUGÍA DE TÓRAX:</span></b><span lang="ES"> Confirma el diagnóstico y se extraen la bulas causantes del neumotórax.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">REVISION:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span lang="ES">Patología</span><span lang="ES">: Es un espacio aéreo de más de 1 cm — generalmente varios centímetros — de diámetro, bruscamente marcados por una pared delgada no mayor a 1 mm de espesor. Una bula generalmente va acompañada de cambios de enfisema en el pulmón adyacente.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">Radiografías y TAC</span></b><span lang="ES">. — una bula aparece como una lucencia focal redondeada o área de disminución de la atenuación, de 1 cm o más de diámetro, limitada por una pared delgada. Bulas múltiples a menudo están presentes y están asociados con otros signos de enfisema pulmonar (centrilobulillar y paraseptal)</span></span></div>
<div class="MsoNormal" style="margin-bottom: 12pt; text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 12pt; text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">Clasificación</span></b><span lang="ES">:</span></span></div>
<div class="MsoNormal" style="margin-bottom: 12pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">Las bulas se clasifican en tres tipos principales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">La bula tipo I </span></b><span lang="ES">se caracteriza por una base estrecha que conecta la bula con el parénquima pulmonar. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">La tipo II </span></b><span lang="ES">se origina del parénquima subpleural y se caracteriza por un cuello constituido por tejido enfisematoso pulmonar panacinar. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">La bula tipo III</span></b><span lang="ES"> se identifica por tejido pulmonar hiperinsuflado conectado al resto del pulmón por una amplia base que se extiende profundamente en el parénquima.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">La tomografía computarizada se usa ampliamente en el diagnostico de esta enfermedad, provee valiosa información anatómica acerca del tamaño, número, relación con tejido adyacente y disposición de la vasculatura pulmonar. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">Muchos pacientes pueden ser manejados médicamente. La historia natural es impredecible, los pacientes deben monitorizarse mediante radiografías de tórax a intervalos regulares para estar seguros de que la enfermedad se encuentra estable. Las bulas pueden crecer súbitamente sin una causa aparente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">No hay terapia específica para esta condición y el tratamiento quirúrgico puede ser efectivo. El objetivo es remover la bula y permitir que el pulmón sano adyacente se expanda completamente y se logre un adecuado intercambio gaseoso. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">En general el resultado quirúrgico depende del tamaño y número de bulas resecadas, del estado del tejido pulmonar adyacente, de la condición del pulmón contra lateral y la incidencia de complicaciones postoperatorias. Los pacientes quienes además tienen enfermedad pulmonar difusa (enfisematosa o no enfisematosa) deben ser evaluados individualmente y la cirugía debe ser llevada a cabo en aquellas personas con incremento en la función pulmonar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><iframe frameborder="0" height="623" src="http://www.dailymotion.com/embed/video/xlqe34" width="480"></iframe></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.dailymotion.com/video/xlqe34_3d-transparencia-1_tech" target="_blank">3D TRANSPARENCIA 1</a> <i>por <a <iframe="" frameborder="0" height="623" href="http://www.dailymotion.com/casimiroradiactivo" src="http://www.dailymotion.com/embed/video/xlqe2s" width="480"><br /></a></i></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><iframe frameborder="0" height="623" src="http://www.dailymotion.com/embed/video/xlqe2s" width="480"></iframe></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.dailymotion.com/video/xlqe2s_3d-transparencia_tech" target="_blank">3D TRANSPARENCIA</a> <i>por <a href="http://www.dailymotion.com/casimiroradiactivo" target="_blank">casimiroradiactivo</a></i> </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Respuesta de la Encuesta</span></b><br />
<b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></b><br />
<br />
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="ES">SINDROME RAPUNZEL</span></b><span lang="ES"> </span></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">Se denomina bezoares a los cuerpos extraños que se pueden formar en el estómago por la ingesta de sustancias no digeribles, tales como cabellos, papeles, algodón, cáscaras de frutas, etc.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">Una forma poco común, pero eventualmente fatal de tricobezoar es el llamado Síndrome Rapunzel (denominación que evoca el cuento de los hermanos Wilhelm y Jacob Grimm – 1812). Este síndrome se caracteriza porque el cuerpo del tricobezoar se localiza en el estómago y su cola en el intestino delgado y /o en el colon derecho, produce obstrucción intestinal alta o baja y ocurre en pacientes psiquiátricos que acusan tricofagia.</span></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<b><u><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">CLASIFICACIÓN DE LOS BEZOARS:</span></u></b></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">1.- Tricobezoar: Pelos</span></b></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">2.- Fitobezoar:</span></b></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> a.- Iniciobezoar: Fibras de coco.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> b.- Bezoar oriental: Residuo de dátiles.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> c.- Diospirobezoar: Fibras de nísperos verdes.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> d.- Bezoar por papel.</span></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">3.- Quimiobezoar:</span></b></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> a.- Halibezoar: Residuo de drogas.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> b.- Amilobezoar: Almidón.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> c.- Resinobezoar: Resinas.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> d.- Halobezoar: Sustancias orgánicas.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> e.- Hemobezoar: Sangre.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> f.- Lactobezoar: Leche.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> g.- Quimiobezoar por lacas.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> h.- Quimiobezoar por alquitrán.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;"> i.- Mixtos.</span></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">No está bien definido el tiempo que transcurre entre el inicio de la tricofagia activa, hasta la manifestación sintomática, aunque en algunos pacientes puede pasar hasta 15 años, especialmente cuando la ingesta de cabello es gradual y lentamente progresiva.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">El diagnóstico se realiza a través de ecografía, estudio baritado o gastroscopia.</span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: Arial, Helvetica, sans-serif;">El tratamiento de los bezoares, excepto los más pequeños, es quirúrgico, mediante gastrostomía y en algunos casos, enterotomía por vía abdominal anterior.</span></div>
</div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><i></i></span><br />
<div class="MsoNormal" style="text-align: justify;">
<i><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></i></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><i></i></span><br />
<a name='more'></a><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></div>
Unknownnoreply@blogger.com2