A torque of T = 4400 kN-m is applied to a torsion member whose cross section is shown. Dimensions of the cross section are a = 670 mm, b = 1050 mm, d = 1560 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. 12 12 a Answer: TA = TB = B b MPa MPa a
A torque of T = 4400 kN-m is applied to a torsion member whose cross section is shown. Dimensions of the cross section are a = 670 mm, b = 1050 mm, d = 1560 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. 12 12 a Answer: TA = TB = B b MPa MPa a
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A torque of T = 4400 kN·m is applied to a torsion member whose cross section is shown. Dimensions of the cross section are a = 670 mm, b = 1050 mm, d = 1560 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 torque of T = 4400 kN.m is applied to a torsion member whose cross section is shown. Dimensions of the
cross section are a = 670 mm, b = 1050 mm, d = 1560 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.
12
d
Answer:
TA =
TB =
TC =
B
b
12
MPa
MPa
MPa
a](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4b9298ea-8b91-482e-9272-fa743bf090cf%2Fb7bb1e6d-53f4-4715-9dda-4cb82eae6293%2Fj4ewt2k_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A torque of T = 4400 kN.m is applied to a torsion member whose cross section is shown. Dimensions of the
cross section are a = 670 mm, b = 1050 mm, d = 1560 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.
12
d
Answer:
TA =
TB =
TC =
B
b
12
MPa
MPa
MPa
a
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