If a circular beam consists of two separate metals, both having

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SUMMARY

The discussion focuses on determining the overall combined twist of a composite circular beam made of two separate metals with different inner and outer diameters, subjected to torque. The formula used is Twist = (TL)/(GJ), where T is Torque, L is Length, G is Modulus of Rigidity, and J is the Resistance to Twisting. The user has values for all variables but seeks guidance on calculating the combined twist for both sections of the shaft. The conversation emphasizes the importance of showing attempts to solve the problem to receive assistance.

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Ry122
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If a circular beam consists of two separate metals, both having different inner and outer diameters, and one engulfs the other, how is the amount of twist able to be determined when the beam is connected at both ends to walls to form a composite shaft and is subjected to a torque?
I Know that Twist=(TL)/(GJ)
Where T = Torque
L = Length of Shaft
G = Modulus Of Rigidity
and J = Resistance to Twisting

I have values for all of these variables for both sections of the shaft, but how do I determine
what the overall combined twist for both sections of the shaft is?
 
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Ry122: What happened to that template? The PF rules state, "You must make use of the homework template. You must show you have attempted to answer your question in order to receive help." Make an attempt, then someone might check your math.
 


Its just a conceptual question regarding torsion and composites though, I am not having any problems with the math hence no calculations have been given.
 

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