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A composite shaft consists of a hollow bronze (G=40 GPa) cylinder with a 150-mm outside diameter and 100 mm inside diameter over a 50-mm diameter solid steel (G=80 GPa) core. The two members are rigidly connected to a bar at the right end and to the wall at the left end as shown below. When the couple shown is applied to the shaft, determine (a) The rotation of the bar AB in rad and its sense. (b) The maximum shearing stress in each of the members. bronze steel 2m bronze B 200 KN 300 mm 200 KN

A composite shaft consists of a hollow bronze (G=40 GPa) cylinder with a 150-mm outside diameter and 100 mm inside diameter over a 50-mm diameter solid steel (G=80 GPa) core. The two members are rigidly connected to a bar at the right end and to the wall at the left end as shown below. When the couple shown is applied to the shaft, determine (a) The rotation of the bar AB in rad and its sense. (b) The maximum shearing stress in each of the members. bronze steel 2m bronze B 200 KN 300 mm 200 KN

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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A composite shaft consists of a hollow bronze(G=40 GPa) cylinder with a 150-mm outside diameter and 100 mm inside diameter over a 50-mm diameter solid steel (G=80 GPa) core. The two members are rigidly connected to a bar at the right end and to the wall at the left end as shown below. When the couple shown is applied to the shaft, determine (a) The rotation of the bar AB in rad and its sense. (b) The maximum shearing stress in each of the members. bronze steel 2 m bronze B. 200 KN A po 200 KN 300 mm
Transcribed Image Text:A composite shaft consists of a hollow bronze(G=40 GPa) cylinder with a 150-mm outside diameter and 100 mm inside diameter over a 50-mm diameter solid steel (G=80 GPa) core. The two members are rigidly connected to a bar at the right end and to the wall at the left end as shown below. When the couple shown is applied to the shaft, determine (a) The rotation of the bar AB in rad and its sense. (b) The maximum shearing stress in each of the members. bronze steel 2 m bronze B. 200 KN A po 200 KN 300 mm
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