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A shaft carries a thin pulley of radius \( r = 0.4\ \text{m} \) at end C. Taut and slack belt tensions are \( T_1 = 300\ \text{N} \) and \( T_2 = 100\ \text{N} \). Allowable shear stress in the shaft is 80 MPa. The shaft length segments are \( AB = BC = L = 0.5\ \text{m} \). Neglecting shock and fatigue and using maximum shear stress theory, find the minimum shaft diameter (in mm).
  • GATE ME - 2022
  • GATE ME
  • Materials, Manufacturing & Industrial Engineering
  • Plastic deformation and yield criteria