The 4-in.-radius wheel weighs 6 lb and turns about its y-axis with an angular velocity p =
Question:
The 4-in.-radius wheel weighs 6 lb and turns about its y′-axis with an angular velocity p = 40π rad/sec in the direction shown. Simultaneously, the fork rotates about its x-axis shaft with an angular velocity w = 10π rad/sec as indicated. Calculate the angular momentum of the wheel about its center O′. Also compute the kinetic energy of the wheel.
z' p = 40n rad/sec x'- `y' 10" w = 10n rad/sec
Step by Step Answer:
The angular momentum of an object about a given point is given by the equation L I where I is the mo...View the full answer
Engineering Mechanics Dynamics
ISBN: 9781118885840
8th Edition
Authors: James L. Meriam, L. G. Kraige, J. N. Bolton
Related Video
Angular movements are produced when the angle between the bones of joint changes. There are several different types of angular movements, including flexion, extension, hyperextension, abduction, adduction, and circumduction. Flexion, or bending, occurs when the angle between the bones decreases. Moving the forearm upward at the elbow or moving the wrist to move the hand toward the forearm are examples of flexion. The extension is the opposite of flexion in that the angle between the bones of a joint increase.
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