If the strain energy stored per unit volume in a hollow shaft subjected to a pure torque when t attains maximum shear stress fs the ratio of inner diameter to outer diameter, is -A-B-C-D--C-

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C  We know, strain energy per unit volume for hollow shaft=(f^2/4N) * (1+(d^2/D^2). Given, (f^2/4N) * (1+(d^2/D^2)=(17/64) * (f^2/N). Solve this we get, 1+ (d^2/D^2) = 17/16, d/D = 1/4.

Theory of Structures

If the strain energy stored per unit volume in a hollow shaft subjected to a pure torque when t attains maximum shear stress f_s the ratio of inner diameter to outer diameter, is

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Theory of Structures

If the strain energy stored per unit volume in a hollow shaft subjected to a pure torque when t attains maximum shear stress fs the ratio of inner diameter to outer diameter, is

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For help Students Orientation Mcqs Questions

If the strain energy stored per unit volume in a hollow shaft subjected to a pure torque when t attains maximum shear stress f_s the ratio of inner diameter to outer diameter, is

For help Students Orientation
Mcqs Questions