Q.2 Two circular2T2TTsteel shafts AB and(AaluminunfsteelsteelCDwith40mmdiameter is attached– 2x2xand aluminum shaft BC with a 20mm diameter. Theshaft is fixed at point A. Using the below valuescalculate the followingsx= 1.2 (m) T= 6 (kN.m)Gst=75 GPa Ga=25 GPaa) Calculate internal Torque in AB, BC, and CDobeying the sign convention.b) Calculate angle of twist of C with respect to Bc) Calculate angle of twist of D with respect to Bd) Calculate maximum shear stresses in AB, BCand CD

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Q.2 Two circular steel shafts AB and 2T 2T aluminun D steel steel CD with 40mm diameter is attached - 2x - + x + 2x – 2x and aluminum shaft BC with a 20mm diameter. The shaft is fixed at point A. Using the below values calculate the followings x= 1.2 (m) T= 6 (kN.m) G=75 GPa Ga-25 GPa a) Calculate internal Torque in AB, BC, and CD obeying the sign convention. b) Calculate angle of twist of C with respect to B c) Calculate angle of twist of D with respect to B

Q.2 Two circular steel shafts AB and 2T 2T aluminun D steel steel CD with 40mm diameter is attached - 2x - + x + 2x – 2x and aluminum shaft BC with a 20mm diameter. The shaft is fixed at point A. Using the below values calculate the followings x= 1.2 (m) T= 6 (kN.m) G=75 GPa Ga-25 GPa a) Calculate internal Torque in AB, BC, and CD obeying the sign convention. b) Calculate angle of twist of C with respect to B c) Calculate angle of twist of D with respect to B

Steel Design (Activate Learning with these NEW titles from Engineering!)

6th Edition

ISBN:9781337094740

Author:Segui, William T.

Publisher:Segui, William T.

Chapter3: Tension Members

Section: Chapter Questions

Problem 3.3.1P

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Concept explainers

Pressurized pipe flow

A 15-kilometer-long pipe with a pipe diameter of one meter transports water at a speed of one meter per second. The pipe has a friction coefficient of 0.005. Calculate the frictional head loss?

Question

Q.2 Two circular
2T
2T
T
steel shafts AB and
(A
aluminunf
steel
steel
CD
with
40mm
diameter is attached
– 2x
2x
and aluminum shaft BC with a 20mm diameter. The
shaft is fixed at point A. Using the below values
calculate the followings
x= 1.2 (m) T= 6 (kN.m)
Gst=75 GPa Ga=25 GPa
a) Calculate internal Torque in AB, BC, and CD
obeying the sign convention.
b) Calculate angle of twist of C with respect to B
c) Calculate angle of twist of D with respect to B
d) Calculate maximum shear stresses in AB, BC
and CD

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Step 1 Torque in AB, BC and CD

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Step 2 Angle of Twist of C with respect to B

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Step 3 Angle of twist of D with respect to B

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