A record turntable of radius R rotates at angular velocity w (Fig. 12.15). The circumference is presumably
Question:
A record turntable of radius R rotates at angular velocity w (Fig. 12.15). The circumference is presumably Lorentz-contracted, but the radius (being perpendicular to the velocity) is not. What's the ratio of the circumference to the diameter, in terms of π and R? According to the rules of ordinary geometry, that has to be π. What's going on here?
(0) R
Step by Step Answer:
Naively circumferencediameter 1 2R 2R 1 w Rc 2 but ...View the full answer
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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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