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NIU PHYS 210 - Angular Momentum

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Angular MomentumInertia and VelocityMoment of MomentumApplying TorqueSpinning MassAngular Momentum ConservedInternal Angular MomentumInternal MovementConservationAngular MomentumAngular MomentumInertia and VelocityInertia and VelocityIn the law of action we began with mass and In the law of action we began with mass and accelerationacceleration•F = maF = maThis was generalized to use momentum: This was generalized to use momentum: p = mvp = mv..tpFMoment of Momentum Moment of Momentum To continue the analysis of To continue the analysis of rotational motion, we must rotational motion, we must also extend the idea of also extend the idea of momentum.momentum.rpsinrpL Applying TorqueApplying TorqueAn external torque changes angular momentum.An external torque changes angular momentum.LL+rpsinptLSpinning MassSpinning MassThe moment of inertia is the analog of mass for The moment of inertia is the analog of mass for rotational motion.rotational motion.The analog for angular momentum would be:The analog for angular momentum would be:IL Angular Momentum Angular Momentum ConservedConservedWith no net external torque, angular momentum is With no net external torque, angular momentum is constant.constant.•The angular momentum of an isolated system is conservedThe angular momentum of an isolated system is conservedconstant0LtLInternal Angular Internal Angular MomentumMomentumA system may have more than A system may have more than one rotating axis.one rotating axis.The total angular momentum is The total angular momentum is the sum of separate vectors.the sum of separate vectors.•LLtotaltotal = = LLss + + LLww = = LLwwLwLs = 0Internal MovementInternal MovementInternal torques cancel out.Internal torques cancel out.Conservation requires that Conservation requires that the sum stay constant.the sum stay constant.•LLtotaltotal = = LLss + (- + (-LLww) = ) = LLww•LLss = 2 = 2LLww-LwLs = 2 LwConservationConservationWith no external torque, angular momentum is With no external torque, angular momentum is constant.constant.• LL//tt = 0= 0• LL = constant = constantrI = mr2mr/2I =


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NIU PHYS 210 - Angular Momentum

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