300 mm B 600 mm 400 N·m 600 mm 200 N·m 800 N·m The 50-mm-diameter A992 steel shaft is subjected to the torques shown. Determine the angle of twist of the end A. - change the steel shaft from a solid cross-section into a tubular cross-section - keep the outside diameter = 50 mm and the inside diameter = 35.5 mm - Change the externally applied torque of 200 Nm at point D to 1336 N.m. - Find the shaft's maximum shear stress value and distinctly identify its location. - show an internal torque diagram for the entire length of the shaft.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Please read instructions carefully. Especially ”change the steel shaft from solid cross-section to tubular cross section’’.
300 mm
B
600 mm
400 N·m
600 mm
200 N·m
800 N·m
The 50-mm-diameter A992 steel shaft is subjected to the torques shown. Determine the angle of
twist of the end A.
- change the steel shaft from a solid cross-section into a tubular cross-section
- keep the outside diameter = 50 mm and the inside diameter = 35.5 mm
- Change the externally applied torque of 200 Nm at point D to 1336 N.m.
- Find the shaft's maximum shear stress value and distinctly identify its location.
- show an internal torque diagram for the entire length of the shaft.
Transcribed Image Text:300 mm B 600 mm 400 N·m 600 mm 200 N·m 800 N·m The 50-mm-diameter A992 steel shaft is subjected to the torques shown. Determine the angle of twist of the end A. - change the steel shaft from a solid cross-section into a tubular cross-section - keep the outside diameter = 50 mm and the inside diameter = 35.5 mm - Change the externally applied torque of 200 Nm at point D to 1336 N.m. - Find the shaft's maximum shear stress value and distinctly identify its location. - show an internal torque diagram for the entire length of the shaft.
Expert Solution
Step 1: Step 1

given data,

change solid steel shaft into the tabular cross section

d subscript 0 equals o u t e r space d i a m e t e r equals 50 m m
d subscript i equals o u t e r space d i a m e t e r equals 35.5 m m
t o r q u e space a t space p o i n t space D equals 1336 space N. m
t o r q u e space a t space p o i n t space A equals 800 space N. m
t o r q u e space a t space p o i n t space C equals negative 400 space N. m

Find

Angle of twist at A

Maximum shear stress value

internal torque diagram


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