The design of the rotating arm OA of a control mechanism requires that it rotate about the
Question:
The design of the rotating arm OA of a control mechanism requires that it rotate about the vertical Z-axis at the constant rate Ω = β˙ = π rad/s. Simultaneously, OA oscillates according to θ = θ0 sin 4Ωt, where θ0 = π/6 radians and t is in seconds measured from the time when β = 0. Determine the angular velocity w and the angular acceleration a of OA for the instant
(a) When t = 1/2 s
(b) When t = 1/8 s. The x-y reference axes rotate in the X-Y plane with the angular velocity Ω.
Ζ Q = B -b- Α ( X-
Step by Step Answer:
a When t 12 s the angular velocity w 40 cos 4t 46 cos 42 32 rads b When t 18 s the angular veloci...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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