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400 mm The d = 80 mm diameter shaft is made of steel. 600 mm B 15 kN-m/m If it is subjected to the triangular distributed load, determine the angle of twist of end A with respect to C. Take G == 75 GPa. PA/C = 0.00119

400 mm The d = 80 mm diameter shaft is made of steel. 600 mm B 15 kN-m/m If it is subjected to the triangular distributed load, determine the angle of twist of end A with respect to C. Take G == 75 GPa. PA/C = 0.00119

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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NL ENG 400 mm The d = 80 mm diameter shaft is made of steel. 600 mm B 15 kN-m/m If it is subjected to the triangular distributed load, determine the angle of twist of end A with respect to C. Take G = 75 GPa. %3D $A/C= 0.00119 English NL ENG First determine the torque in the shaft. Consider the a- axis from A to C. For 0 < a < 0.6 m. T(x) = 0 0 Correct response: 12.5 x² kNm with a in m Don't forget to type * to multiply. Click the ? button for shortcut keys. For 0.6 m < a < 1m T(z) = 9 0 Correct response: 4.5 kNm with æ in m Don't forget to type * to multiply. Click the ? button for shortcut keys. English NL ENG Now you can determine the angle of twist of end A. A/C = 1.2 Correct response: 0.512938 t 2.0%°
Transcribed Image Text:NL ENG 400 mm The d = 80 mm diameter shaft is made of steel. 600 mm B 15 kN-m/m If it is subjected to the triangular distributed load, determine the angle of twist of end A with respect to C. Take G = 75 GPa. %3D $A/C= 0.00119 English NL ENG First determine the torque in the shaft. Consider the a- axis from A to C. For 0 < a < 0.6 m. T(x) = 0 0 Correct response: 12.5 x² kNm with a in m Don't forget to type * to multiply. Click the ? button for shortcut keys. For 0.6 m < a < 1m T(z) = 9 0 Correct response: 4.5 kNm with æ in m Don't forget to type * to multiply. Click the ? button for shortcut keys. English NL ENG Now you can determine the angle of twist of end A. A/C = 1.2 Correct response: 0.512938 t 2.0%°
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