stepped steel shaft ( $( G = 75 \mathrm { GPa } ) \text { with diameters } d _ { 1 } = 36 \mathrm {~mm} \text { and } d _ { 2 } = 32 \mathrm {~mm}$ is twisted by torques T at each end. Segment lengths are $L _ { 1 } = 0.9 \mathrm {~m} \text { and } L _ { 2 } = 0.75 \mathrm {~m}$ If the allowable shear stress is 28 MPa and Maximum allowable twist is 1.8°, the maximum permissible torque is approximately:

Question

stepped steel shaft ( $( G = 75 \mathrm { GPa } ) \text { with diameters } d _ { 1 } = 36 \mathrm {~mm} \text { and } d _ { 2 } = 32 \mathrm {~mm}$  is twisted by torques T at each end. Segment lengths are $L _ { 1 } = 0.9 \mathrm {~m} \text { and } L _ { 2 } = 0.75 \mathrm {~m}$  If the allowable shear stress is 28 MPa and Maximum allowable twist is 1.8°, the maximum permissible torque is approximately:

Quizplus · Accepted Answer

The Answer of stepped steel shaft ( $( G = 75 \mathrm { GPa } ) \text { with diameters } d _ { 1 } = 36 \mathrm {~mm} \text { and } d _ { 2 } = 32 \mathrm {~mm}$  is twisted by torques T at each end. Segment lengths are $L _ { 1 } = 0.9 \mathrm {~m} \text { and } L _ { 2 } = 0.75 \mathrm {~m}$  If the allowable shear stress is 28 MPa and Maximum allowable twist is 1.8°, the maximum permissible torque is approximately:

Stepped Steel Shaft (G=75GPa) with diameters d1=36 mm and d2=32 mm( G = 75 \mathrm { GPa } ) \text { with diameters } d _ { 1 } = 36 \mathrm {~mm} \text { and } d _ { 2 } = 32 \mathrm {~mm}(G=75GPa) with diameters d1​=36 mm and d2​=32 mm

Stepped Steel Shaft $( G = 75 \mathrm { GPa } ) \text { with diameters } d _ { 1 } = 36 \mathrm {~mm} \text { and } d _ { 2 } = 32 \mathrm {~mm}$