SITUATION 17: A 3 meter cantilever hollow circular bar 6 mm thick with outer diameter of 300 mm is subjected to a torque of 25 kNm at free end and G= 35GN/m?. 50. Determine the maximum stress due to torque. а. 24.8 MPа C. 18.6 MPa b. 31.3 MPa d. 48.7 MPa 51. Determine the maximum angle of twist. a. 1.025° C. 2.240° b. 1.948° d. 2.508° 52. If the bar is solid, find the torsional stress a. 4.72 MPa C. 8.6 MPa b. 3.3 MPa d. 6.7 MPa

Principles of Geotechnical Engineering (MindTap Course List)
9th Edition
ISBN:9781305970939
Author:Braja M. Das, Khaled Sobhan
Publisher:Braja M. Das, Khaled Sobhan
Chapter14: Lateral Earth Pressure: Curved Failure Surface
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SITUATION 17:
A 3 meter cantilever hollow circular bar
6 mm thick with outer diameter of 300
mm is subjected to a torque of 25 kNm
at free end and G = 35GN/m?.
50. Determine the maximum stress due
to torque.
а. 24.8 МPа
c. 18.6 MPa
b. 31.3 MPа
d. 48.7 MPa
51. Determine the maximum angle of
twist.
a. 1.025°
C. 2.240°
b. 1.948°
d. 2.508°
52. If the bar is solid, find the torsional
stress
а. 4.72 МPа
c. 8.6 MPa
b. 3.3 MPа
d. 6.7 MPa
6 mm thick
L=3m
d=288 D=300 mm
T=25 kNm
Transcribed Image Text:SITUATION 17: A 3 meter cantilever hollow circular bar 6 mm thick with outer diameter of 300 mm is subjected to a torque of 25 kNm at free end and G = 35GN/m?. 50. Determine the maximum stress due to torque. а. 24.8 МPа c. 18.6 MPa b. 31.3 MPа d. 48.7 MPa 51. Determine the maximum angle of twist. a. 1.025° C. 2.240° b. 1.948° d. 2.508° 52. If the bar is solid, find the torsional stress а. 4.72 МPа c. 8.6 MPa b. 3.3 MPа d. 6.7 MPa 6 mm thick L=3m d=288 D=300 mm T=25 kNm
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