X w₂ = 5 rad/s Kinetic Energy = Angular Momentum H₂ = (provide answer with 4 decimal places) A 15 kg circular disk spins about its axle with a constant angular velocity of ₁ = 10 rad/s. Simultaneously, the yoke to which it is attached is rotating with a constant angular velocity of w2 = 5 rad/s. Determine the angular momentum of the disk about its center of mass O, and its kinetic energy. Note: See lecture Slide 57, Week 10 Wednesday to calculate the mass moments of inertia for a disk. 150 mm i+ w₁ = 10 rad/s j+ J (provide answer with 2 decimal places) k kg.m²/s

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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x
Kinetic Energy
W₂ = 5 rad/s
Angular Momentum Ho
=
(provide answer with 4 decimal places)
=
W1
A 15 kg circular disk spins about its axle with a constant angular velocity of = 10 rad/s. Simultaneously, the
yoke to which it is attached is rotating with a constant angular velocity of w₂ = 5 rad/s. Determine the
angular momentum of the disk about its center of mass O, and its kinetic energy.
Note: See lecture Slide 57, Week 10 Wednesday to calculate the mass moments of inertia for a disk.
150 mm
i +
@₁ = 10 rad/s
j+
J (provide answer with 2 decimal places)
k kg.m²/s
Transcribed Image Text:x Kinetic Energy W₂ = 5 rad/s Angular Momentum Ho = (provide answer with 4 decimal places) = W1 A 15 kg circular disk spins about its axle with a constant angular velocity of = 10 rad/s. Simultaneously, the yoke to which it is attached is rotating with a constant angular velocity of w₂ = 5 rad/s. Determine the angular momentum of the disk about its center of mass O, and its kinetic energy. Note: See lecture Slide 57, Week 10 Wednesday to calculate the mass moments of inertia for a disk. 150 mm i + @₁ = 10 rad/s j+ J (provide answer with 2 decimal places) k kg.m²/s
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