A circular copper rod having length of 88 inches is to be twisted by torques 572 lb.in until the angle of rotation between the ends of the rod is 3.0°. If the allowable shear strain in the copper is 0.0006 radians, solve for the maximum permissible diameter of the rod?
A circular copper rod having length of 88 inches is to be twisted by torques 572 lb.in until the angle of rotation between the ends of the rod is 3.0°. If the allowable shear strain in the copper is 0.0006 radians, solve for the maximum permissible diameter of the rod?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A circular copper rod having length of 88 inches is to be twisted by torques 572 lb.in until the angle of rotation between the ends of the rod is 3.0°. If the allowable shear strain in the copper is 0.0006 radians, solve for the maximum permissible diameter of the rod?
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