Descripción: momento angular cuantizado relacionado con el momento vectorial y del momento angular en un campo magnetico
Tipos de Esfuerzos y caracteristicasFull description
Tipos de Esfuerzos y caracteristicas
Velocidad AngularFull description
aplicaiones del giroscopio
Descripción: momentum angular, inercia rotacional, momentos de inercia y conservacion del momentum angular
Descripción: mindfulness
Angular 2 Short notes
Angular 2Full description
Angular 2Full description
Descripción completa
Instituto universitario Antonio José de Sucre Física 1
Momento Angular
Héctor José
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El Momentum Angular Cuando un cuerpo gira, como lo puede hacer un lápiz o una pelota; posee una “inercia de rotación” que lo mantiene girando hasta que algo los detiene o hace cambiar su velocidad !a medida de esta r propiedad es lo que se le llama( L ) cantidad de movimiento movimien to angular o momentum angular. angular. "or e#emplo la $ierra girando alrededor del %ol &uestro planeta, al estar orbitando a esta estrella,
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El módulo del momentum angular de un ob#eto que posee un movimiento circular, se relaciona con los módulos de su momentum lineal ' p( ) del radio de curvatura r de la tra)ectoria, de la siguiente manera*
L = r ×p
En donde, el momentum angular tiene como módulo*
p = m ×v
+e acuerdo con las ecuaciones anteriores, tenemos lo siguiente*
L = r ×m × v
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inalmente, el momentum angular se de-ne como*
L = m ×r 2 × ω +e lo que podemos observar, que el momentum angular de un cuerpo de pende directamente de la masa del cuerpo que gira, su radio de giro ) del valor de la velocidad angular que .ste posea /ectorialmente hablando, el momentum angular es perpendicular al plano en donde se realiza el movimiento, por lo tanto, tiene la misma dirección dirección de la velocidad velocidad angular angular !a dirección de .stos se realiza utilizando la regla de la mano derecha L
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E#ercicios 0na h.lice de turbina del motor de un #et, tiene un momento de inercia de alrededor de su e#e de rotación Al arrancar la turbina, su velocidad angular en 1unción del tiempo es
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!a 2nica componente de cantidad de movimiento angular esta sobre el e#e de rotación 'z(* '3mitimos “rad” de la respuesta porque el radian es una cantidad adimensional(
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Momento de 6nercia En el movimiento de rotación, la distribución de la masa es mu) importante El momento de inercia ' I ( de un grupo de part4culas se de-ne de la siguiente manera*
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Momentos de 6nercia de Cuerpos 74gidos
r
r
r
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r
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– Movimiento giroscópico.
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