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Rotational Work and Energy - Definition, Kinetic Energy, and Example

This chapter explains the definition of rotational work and energy, as well as how to calculate rotational kinetic energy. An example involving rolling cylinders is provided to illustrate the concept. The conservation of energy in rotational systems is also discussed.

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Rotational Work and Energy - Definition, Kinetic Energy, and Example

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  1. Chapter 9 Rotational Dynamics

  2. 9.5 Rotational Work and Energy

  3. 9.5 Rotational Work and Energy DEFINITION OF ROTATIONAL WORK The rotational work done by a constant torque in turning an object through an angle is Requirement: The angle must be expressed in radians. SI Unit of Rotational Work: joule (J)

  4. 9.5 Rotational Work and Energy

  5. 9.5 Rotational Work and Energy DEFINITION OF ROTATIONAL KINETIC ENERGY The rotational kinetic energy of a rigid rotating object is Requirement: The angular speed must be expressed in rad/s. SI Unit of Rotational Kinetic Energy: joule (J)

  6. 9.5 Rotational Work and Energy Example 13 Rolling Cylinders A thin-walled hollow cylinder (mass = mh, radius = rh) and a solid cylinder (mass = ms, radius = rs) start from rest at the top of an incline. Determine which cylinder has the greatest translational speed upon reaching the bottom.

  7. 9.5 Rotational Work and Energy ENERGY CONSERVATION

  8. 9.5 Rotational Work and Energy The cylinder with the smaller moment of inertia will have a greater final translational speed.

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