Question

In a rectangular element subjected to like principal tensile stresses p1 and p2 in two mutually perpendicular directions x and y, the naximum shear stress would occur along the

Answer 1

Answer:

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Answer 2

Maximum shear Stress will be τ = $\frac{p1-p2}{2}$ at  plane which is 45° from the principal stress p1.

Explanation:

Given that rectangular element is subjected to like principal tensile stresses p1 and p2 so,

According to the Maximum shear stress theory-

• Maximum shear stress  τ = $\frac{p1-p2}{2}$

• Plane at which maximum shear stress acts , lies 45° from the principal stress.

     

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