Maximum shear stress occurs on planes oriented at ___ to principal planes:
A0°
B90°
C30°
D45°
Answer & Solution
Correct answer: D. 45°
Max shear plane bisects principal directions: 45° from principal planes.
Magnitude τ_max = (σ_1 - σ_2)/2 = R (radius of Mohr's circle).
At max shear plane, normal stress = (σ_1 + σ_2)/2 (not zero in general).
Keep practising Strength of Materials
Browse all Strength of Materials questions for B.Tech Civil, or explore more Civil Engineering topics.
Related questions
Modulus of elasticity for concrete (per IS 456):Yield strength of structural mild steel (IS 226):For a thin sphere under internal pressure p:For thin cylinder under internal pressure p (diameter d, thickness t):For pure shear (σ_x = σ_y = 0, τ_xy = τ), principal stresses are:Principal planes are characterized by:Slenderness ratio of a column is:Effective length L_e for fixed-free (cantilever) column is: