What Is the Angular Acceleration of a Steam Engine Flywheel?

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The discussion focuses on calculating the angular acceleration of a steam engine flywheel that operates at a constant speed of 149 rev/min and comes to rest in 1.9 hours after steam is cut off. To find the angular acceleration, users are advised to use rotational kinematic equations that incorporate initial and final angular speeds along with time. Additionally, the conversation touches on determining the number of rotations the flywheel makes before stopping and the tangential linear acceleration of a particle located 49 cm from the axis of rotation when the flywheel is at 74 rev/min. Participants emphasize the importance of unit consistency in calculations. The thread seeks assistance in walking through these physics problems related to rotational motion.
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The flywheel of a steam engine runs with a constant angular speed of a 149 rev/min. When the steam is cut off, the friction of the bearings and of the air brings the wheel to rest in 1.9 hours.
a) assuming it is constant, what is the angular acceleration of the wheel?

b) how many rotations will the wheel make before coming to rest?

c) what is the tangential linear acceleration of the particle 49 cm from axis of rotation when the flywheel when it is turning at 74 rev/min?

d) what is the magnitude of the total linear acceleration of the particle in the Part C?

Can someone Please help me on this question, and walk me through the steps.
 
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Do you know your rotational kinematic equations? For (a) you are trying to find the angular acceleration. Which equation has the three things you know (that would be initial and final angular speeds, time), so you can solve for angular acceleration?

Be careful of your units, remember to convert them if necessary so they are consistent with each other.
 
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