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A carbon steel shaft AB is fixed with two gears and is applied with 4 torque as shown in Figure 1. The G value of carbon steel is 80 GPa. The outer diameter of the shaft is 40 mm. Shaft AC and shaft DB are hollow with inner diameter of 20 mm, while shaft CD is solid. 300 Nm so0 N 200 Nm 400 Nm 300 mm 400 mm 500 mm Figure 1. a) For each section of the shafts, determine the maximum shearing stress. b) For each gear, determine its angle of twist. c) Determine the angle of twist of end B with respect to A

A carbon steel shaft AB is fixed with two gears and is applied with 4 torque as shown in Figure 1. The G value of carbon steel is 80 GPa. The outer diameter of the shaft is 40 mm. Shaft AC and shaft DB are hollow with inner diameter of 20 mm, while shaft CD is solid. 300 Nm so0 N 200 Nm 400 Nm 300 mm 400 mm 500 mm Figure 1. a) For each section of the shafts, determine the maximum shearing stress. b) For each gear, determine its angle of twist. c) Determine the angle of twist of end B with respect to A

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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A carbon steel shaft AB is fixed with two gears and is applied with 4 torque as shown in Figure 1. The G value of carbon steel is 80 GPa. The outer diameter of the shaft is 40 mm. Shaft AC and shaft DB are hollow with inner diameter of 20 mm, while shaft CD is solid. 300 N m 500 N-m 200 N-m 400 N-m 300 mm 400 mm S00 mm Figure 1. a) For each section of the shafts, determine the maximum shearing stress. b) For each gear, determine its angle of twist. c) Determine the angle of twist of end B with respect to A
Transcribed Image Text:A carbon steel shaft AB is fixed with two gears and is applied with 4 torque as shown in Figure 1. The G value of carbon steel is 80 GPa. The outer diameter of the shaft is 40 mm. Shaft AC and shaft DB are hollow with inner diameter of 20 mm, while shaft CD is solid. 300 N m 500 N-m 200 N-m 400 N-m 300 mm 400 mm S00 mm Figure 1. a) For each section of the shafts, determine the maximum shearing stress. b) For each gear, determine its angle of twist. c) Determine the angle of twist of end B with respect to A
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