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The aluminum (G = 27.1 GPa) hollow thin-wall torsion member in Figure P6.57 has the dimensions shown. Its length is 3.00 m. If the member is subjected to a torque T = 11.0 kN • m, determine the maximum shear stress and angle of twist. FIGURE P6.57 -200 mm- 80 mm

The aluminum (G = 27.1 GPa) hollow thin-wall torsion member in Figure P6.57 has the dimensions shown. Its length is 3.00 m. If the member is subjected to a torque T = 11.0 kN • m, determine the maximum shear stress and angle of twist. FIGURE P6.57 -200 mm- 80 mm

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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The aluminum (G = 27.1 GPa) hollow thin-wall torsion member in Figure P6.57 has the dimensions shown. Its length is 3.00 m. If the member is subjected to a torque T = 11.0 kN·m, determine the maximum shear stress and angle of twist. **FIGURE P6.57 Description:** The diagram shows a hollow rectangular torsion member with dimensions: - Outer width: 200 mm - Outer height: 120 mm - Thickness of walls: 5 mm - Inner dimensions: Width is 190 mm, Height is 110 mm (calculated from the outer dimensions minus two times the wall thickness) - Length of member: 3.00 m (not shown in the diagram) - The member is subject to a torque of 11.0 kN·m. Angles and dimensions describe the geometry necessary for calculating torsion-related properties.
Transcribed Image Text:The aluminum (G = 27.1 GPa) hollow thin-wall torsion member in Figure P6.57 has the dimensions shown. Its length is 3.00 m. If the member is subjected to a torque T = 11.0 kN·m, determine the maximum shear stress and angle of twist. **FIGURE P6.57 Description:** The diagram shows a hollow rectangular torsion member with dimensions: - Outer width: 200 mm - Outer height: 120 mm - Thickness of walls: 5 mm - Inner dimensions: Width is 190 mm, Height is 110 mm (calculated from the outer dimensions minus two times the wall thickness) - Length of member: 3.00 m (not shown in the diagram) - The member is subject to a torque of 11.0 kN·m. Angles and dimensions describe the geometry necessary for calculating torsion-related properties.
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