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A solid circular shaft of 40 mm diameter transmits a torque of 3200 N-m. The value of maximum stress developed is


1. 400/π
2. 800/π
3. 1600/π
4. 600/π

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Correct Answer - Option 2 : 800/π

Concept:

Strength of the Solid Shaft of Circular Cross-Section

\(T = {\pi\over 16}\times τ ×D^3 \)

where T = Turning force or torque, τ = Maximum shear stress and D = Diameter of the cross-section.  

Calculation:

Given:

T =  3200 N-m = 3200 × 10N-mm,  D = 40 mm, and τ = ?

\(T = {\pi\over 16}\times τ ×D^3 \)

\(3200\times 10^3 = {\pi\over 16}\times τ ×40^3 \)

\(\tau = \frac{800}{\pi}\)

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