For a hollow shaft under pure torque, when the shear stress reaches its maximum value fs, the strain energy stored per unit volume corresponds to a ratio of inner diameter to outer diameter equal to 17/64. What is the value of (f / N)s in this case?

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Subject: Theory of Structurescivil-engineering-mcqs › theory-of-structures
Published: 17 Jan 2019
Last updated: 28 May 2026

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Explanation

Given the hollow shaft subjected to torque with maximum shear stress fs and the ratio of inner to outer diameter as 17/64, the corresponding value of (f / N)s is one fourth (1/4).

Practice related questions from the same subject.

1.What is the formula for the maximum deflection of a close-coiled helical spring?
2.Which of the following statements about the strains and volumetric change in a liquid-filled cylinder is correct?
3.What is the moment of inertia of a rectangular section with width B and depth D about an axis through its centroid and parallel to the width?
4.Which of the following statements is accurate regarding load and shear force relationships?
5.Which of the following statements is accurate?
6.Identify the false statement regarding the factors affecting the torsional resistance of a shaft. The torsional resistance is directly proportional to which of the following?
7.Which of the following statements is accurate?
8.The formula P = 4²EI / L² represents Euler’s critical buckling load for which of the following end conditions?

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For a hollow shaft under pure torque, when the shear stress reaches its maximum value fs, the strain energy stored per unit volume corresponds to a ratio of inner diameter to outer diameter equal to 17/64. What is the value of (f / N)s in this case?

Explanation

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