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Movimiento rotacional

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Movimiento rotacional

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Generalidades del movimiento rotacional

Created by

Margarita Zuluaga
Margarita Zuluaga
Colombia

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Movimiento rotacional
 

Movimiento rotacionalOnline version

Generalidades del movimiento rotacional

by Margarita Zuluaga
1

¿Cómo cambia el momento de inercia I de un objeto rígido si se redistribuye su masa de modo que se encuentre más alejada del eje de rotación?

2

En el contexto de la dinámica rotacional, ¿qué efecto produce un torque neto τ distinto de cero aplicado sobre un cuerpo rígido?

3

Si un clavadista en el aire encoge su cuerpo para adoptar una forma más compacta, ¿qué sucede con su velocidad angular ω y por qué?

4

¿Qué parámetro físico representa el área bajo la curva en una gráfica de torque τ versus posición angular θ?

Explicación

El momento de inercia es proporcional al cuadrado de las distancias de las partículas al eje de giro, por lo que alejar la masa incrementa significativamente la inercia rotacional.

Según el análogo rotacional de la segunda ley de Newton, un torque neto provoca un cambio en el estado de movimiento angular el cuerpo

Al reducir su momento de inercia sin torques externos, el momento angular, que es el producto del momento de inercia por la velocidad angular, debe permanecer constante, obligando a que la velocidad angular aumente

Análogo al trabajo lineal, en rotación el trabajo se define como la integral del torque respecto al desplazamiento angular.

 
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