Problem I. A homogeneous, graded shaft with circular cross section is clamped at both ends and loaded by the torque Mo = 100 kN m Use a = 2 m, b = 3 m, ri = 25 mm, r2 = 40 mm, and G = 77.2 GPa. a) Compute the torques at the support positions A and B. b) Compute the angle of twist at the point where Mo is applied. 1 2r1 2r2 A Мо a

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Problem I. A homogencous, graded shaft with circular cross section is clamped at both ends and loaded by the
torque Mo = 100 kN m
Use a = 2 m, b = 3 m, ri = 25 mm, r2 = 40 mm, and G = 77.2 GPa.
a) Compute the torques at the support positions A and B.
b) Compute the angle of twist at the point where Mo is applied.
1 2r1
2r2
A
Мо
В
a
b
Transcribed Image Text:Problem I. A homogencous, graded shaft with circular cross section is clamped at both ends and loaded by the torque Mo = 100 kN m Use a = 2 m, b = 3 m, ri = 25 mm, r2 = 40 mm, and G = 77.2 GPa. a) Compute the torques at the support positions A and B. b) Compute the angle of twist at the point where Mo is applied. 1 2r1 2r2 A Мо В a b
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