"TAC vs Resonancia Magnética: Cuál es la mejor opción para diagnosticar"

La elección entre TAC (Tomografía Axial Computarizada) y Resonancia Magnética para diagnosticar es crucial en la medicina actual. Ambas técnicas ofrecen ventajas y desventajas. La TAC es ideal para visualizar estructuras óseas y detectar cánceres, mientras que la Resonancia Magnética es mejor para examinar tejidos blandos y el sistema nervioso. A continuación, exploraremos las diferencias y similitudes entre estas dos técnicas de diagnóstico por imagen.

Índice
  1. Diferencias clave entre tomografía y resonancia magnética
  2. Resonancia o TAC cual es la mejor opción para diagnosticar

Diferencias clave entre tomografía y resonancia magnética

La tomografía y la resonancia magnética son dos técnicas de imagen médica que se utilizan para diagnosticar y tratar diversas afecciones. Aunque ambas técnicas son útiles, existen algunas diferencias clave entre ellas.

La tomografía computarizada (TC) utiliza rayos X para crear imágenes detalladas del interior del cuerpo. Esta técnica es especialmente útil para diagnosticar lesiones óseas, enfermedades pulmonares y algunos tipos de cáncer. Por otro lado, la resonancia magnética (RM) utiliza un campo magnético y ondas de radio para crear imágenes del cuerpo.

Una de las principales diferencias entre la tomografía y la resonancia magnética es la radiación utilizada. La tomografía computarizada utiliza rayos X, lo que puede ser un problema para pacientes que requieren múltiples exámenes. La resonancia magnética, por otro lado, no utiliza radiación ionizante, lo que la hace más segura para pacientes que necesitan exámenes frecuentes.

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

Resonancia o TAC cual es la mejor opción para diagnosticar

La elección entre Resonancia Magnética (RM) y Tomografía Computarizada (TAC) depende del tipo de diagnóstico que se desee realizar. Ambas técnicas son muy útiles para visualizar estructuras internas del cuerpo, pero tienen diferentes principios y aplicaciones.

La Resonancia Magnética utiliza un campo magnético y ondas de radio para generar imágenes detalladas de los tejidos del cuerpo. Es especialmente útil para diagnosticar problemas en el sistema nervioso, músculos y articulaciones. También se utiliza para detectar tumores y enfermedades vasculares.

Por otro lado, la Tomografía Computarizada utiliza rayos X para generar imágenes de secciones del cuerpo. Es especialmente útil para diagnosticar problemas en el tórax, abdomen y cOLUMNa vertebral. También se utiliza para detectar fracturas óseas y enfermedades pulmonares.

Eva Santana

¡Hola! Soy Eva, tu experta en veterinaria en este portal dedicado al cuidado, higiene e información sobre la salud de tu mascota. Con años de experiencia y amor por los animales, estoy aquí para ayudarte a garantizar el bienestar de tu compañero peludo. ¡Contáctame para resolver tus dudas y brindarle a tu mascota la mejor atención veterinaria!

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