A heavy flywheel is accelerated by a motor that provides constant toque and therefore a constant angular acceleration a. It starts at rest at t = 0. a. Find the time, t1, it takes to accelerate the flywheel to w1. b. Find the angle 0, which the flywheel will have turned during the time it takes for it to accelerate from rest up to angular velocity w1. c. Assume that the motor has accelerated the wheel up to an angular velocity of w, with angular acceleration a in time t . At this point, the motor is turned off and a brake is applied such that there is a constant angular acceleration of -5 a. Find the time it will take for the wheel to come to a stop.

College Physics
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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A heavy flywheel is accelerated by a motor that provides constant toque and therefore a constant
angular acceleration a. It starts at rest at t = 0.
a. Find the time, t1, it takes to accelerate the flywheel to w1.
b. Find the angle 0, which the flywheel will have turned during the time it takes for it to
accelerate from rest up to angular velocity w1.
c. Assume that the motor has accelerated the wheel up to an angular velocity of w, with
angular acceleration a in time t . At this point, the motor is turned off and a brake is
applied such that there is a constant angular acceleration of -5 a. Find the time it will
take for the wheel to come to a stop.
Transcribed Image Text:A heavy flywheel is accelerated by a motor that provides constant toque and therefore a constant angular acceleration a. It starts at rest at t = 0. a. Find the time, t1, it takes to accelerate the flywheel to w1. b. Find the angle 0, which the flywheel will have turned during the time it takes for it to accelerate from rest up to angular velocity w1. c. Assume that the motor has accelerated the wheel up to an angular velocity of w, with angular acceleration a in time t . At this point, the motor is turned off and a brake is applied such that there is a constant angular acceleration of -5 a. Find the time it will take for the wheel to come to a stop.
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