Q2: A circular shaft (ABC) is fixed at both ends , and it is subjected to a torque (M.) at (B) , as shown in (Fig.2) . Derive an expression for d TO distance(X)so that reactive torques at (A) and (C) are equal.Then, find maximum angle of twisting (max ). G . constant Mt B メーイ L. / pら (Fig-31

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Q2: A circular shaft (ABC) is fixed at
both ends , and it is subjected to
a torque (M,) at (B) , as shown in
(Fig.2) . Derive an expression for d
distance(X)so that reactive torques-
at (A) and (C) are equal.Then, find
maximum angle of twisting (max).
G - constant
Mt
y pis (Fig. 2)
Transcribed Image Text:Q2: A circular shaft (ABC) is fixed at both ends , and it is subjected to a torque (M,) at (B) , as shown in (Fig.2) . Derive an expression for d distance(X)so that reactive torques- at (A) and (C) are equal.Then, find maximum angle of twisting (max). G - constant Mt y pis (Fig. 2)
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