A torque of T = 5100 kN-m is applied to a torsion member whose cross section is shown. Dimensions of the cross section are a = 510 mm, b = 1000 mm, d = 1640 mm, t₁ = 20 mm, t₂ = 10 mm, and t3 = 15 mm. The dimensions given for a, b, and d are measured to the wall centerline. Determine the average shear stress acting at points A, B, and C. 11 12 d a B b 13 a

Structural Analysis
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Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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A torque of T = 5100 kN·m is applied to a torsion member whose cross section is shown.  Dimensions of the cross section are a = 510 mm, b = 1000 mm, d = 1640 mm, t1 = 20 mm, t2 = 10 mm, and t3 = 15 mm.  The dimensions given for ab, and d are measured to the wall centerline. Determine the average shear stress acting at points AB, and C.

A torque of T = 5100 kN-m is applied to a torsion member whose cross section is shown. Dimensions of the
cross section are a = 510 mm, b = 1000 mm, d = 1640 mm, t₁ = 20 mm, t₂ = 10 mm, and t3 = 15 mm. The
dimensions given for a, b, and d are measured to the wall centerline. Determine the average shear stress acting
at points A, B, and C.
A
12
d
13
a
Answer:
TA=
TB =
Tc =
12
B
C
b
MPa
MPa
MPa
a
Transcribed Image Text:A torque of T = 5100 kN-m is applied to a torsion member whose cross section is shown. Dimensions of the cross section are a = 510 mm, b = 1000 mm, d = 1640 mm, t₁ = 20 mm, t₂ = 10 mm, and t3 = 15 mm. The dimensions given for a, b, and d are measured to the wall centerline. Determine the average shear stress acting at points A, B, and C. A 12 d 13 a Answer: TA= TB = Tc = 12 B C b MPa MPa MPa a
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