Work Done By a Constant Torque - Power & Moment of Inertia - Rotational Motion Physics Problems | Summary and Q&A

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November 4, 2017
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The Organic Chemistry Tutor
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Work Done By a Constant Torque - Power & Moment of Inertia - Rotational Motion Physics Problems

TL;DR

Learn how to calculate work done and average power exerted by a torque in rotational motion using torque, angular displacement, and time.

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Questions & Answers

Q: How can the work done by a torque be calculated in rotational motion?

The work done by a torque can be calculated using the equation work = torque * angular displacement. The torque is the force applied multiplied by the lever arm, and the angular displacement is measured in radians.

Q: What is the average power exerted by a torque and how is it calculated?

The average power exerted by a torque is calculated by dividing the work done by the time taken. Average power = work / time. Power is measured in watts, and one joule per second is equal to one watt.

Q: How can the average power exerted by a torque be calculated when given the torque and angular velocity?

To calculate the average power exerted by a torque, multiply the torque by the angular velocity: average power = torque * angular velocity. Angular velocity is measured in radians per second.

Q: How can the amount of work performed by a torque be calculated in a given time period?

To calculate the work performed by a torque in a given time period, multiply the power exerted by the time taken: work = power * time. Make sure to convert the time into seconds for the calculation.

Summary & Key Takeaways

  • Work done in rotational motion can be calculated using the equation work = torque * angular displacement.

  • Average power exerted by a torque can be found by dividing the work done by the time taken.

  • In the provided examples, calculations are performed to find the work done and average power exerted in different scenarios.

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