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All of the statements below are correct except A The torsional shear strain is zero at the axis of the shaft. The torsion formula is based on the requirement that the resultant torque on the cross-section is equal to the torque produced by the linear shear stress distribution. The torsional shear strain is maximum at the outer boundary of the shaft. The polar moment of inertia depends on the material of the shaft. B C D

All of the statements below are correct except A The torsional shear strain is zero at the axis of the shaft. The torsion formula is based on the requirement that the resultant torque on the cross-section is equal to the torque produced by the linear shear stress distribution. The torsional shear strain is maximum at the outer boundary of the shaft. The polar moment of inertia depends on the material of the shaft. B C D

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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All of the statements below are correct except A The torsional shear strain is zero at the axis of the shaft. The torsion formula is based on the requirement that the resultant torque on the cross-section is equal to the torque produced by the linear shear stress distribution. The torsional shear strain is maximum at the outer boundary of the shaft. The polar moment of inertia depends on the material of the shaft. B C D
Transcribed Image Text:All of the statements below are correct except A The torsional shear strain is zero at the axis of the shaft. The torsion formula is based on the requirement that the resultant torque on the cross-section is equal to the torque produced by the linear shear stress distribution. The torsional shear strain is maximum at the outer boundary of the shaft. The polar moment of inertia depends on the material of the shaft. B C D
If a loaded beam is cut at a certain point and the left section is considered, the internal forces that will be exposed are A An upward internal shear and a clockwise internal moment B An upward internal shear and a counterclockwise internal moment A downward internal shear and a clockwise internal moment A downward internal shear and a counterclockwise internal moment C D
Transcribed Image Text:If a loaded beam is cut at a certain point and the left section is considered, the internal forces that will be exposed are A An upward internal shear and a clockwise internal moment B An upward internal shear and a counterclockwise internal moment A downward internal shear and a clockwise internal moment A downward internal shear and a counterclockwise internal moment C D
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