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Two solid steel shafts (G = 77 GPa) are connected by the gears shown. The support D is fixed, and the bearings allow free rotation of the shaft. The radius of gear B is B = 20 mm, and the radius of gear C is rc = 60 mm, If T₁ = 75 N-m, 1. Draw the torque distribution along shaft DE. 2. Calculate the angle through which end A rotates

Two solid steel shafts (G = 77 GPa) are connected by the gears shown. The support D is fixed, and the bearings allow free rotation of the shaft. The radius of gear B is B = 20 mm, and the radius of gear C is rc = 60 mm, If T₁ = 75 N-m, 1. Draw the torque distribution along shaft DE. 2. Calculate the angle through which end A rotates

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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Two solid steel shafts (G= 77 GPa) are connected by the gears shown. The support D is fixed, and the bearings allow free rotation of the shaft. The radius of gear B is ³ = 20 mm, and the radius of gear C is rc = 60 mm, If T₁ = 75 Nm, 1. Draw the torque distribution along shaft DE. 2. Calculate the angle through which end A rotates E rc = 60 mm 20 mm 500 mm 24 mm 400 mm
Transcribed Image Text:Two solid steel shafts (G= 77 GPa) are connected by the gears shown. The support D is fixed, and the bearings allow free rotation of the shaft. The radius of gear B is ³ = 20 mm, and the radius of gear C is rc = 60 mm, If T₁ = 75 Nm, 1. Draw the torque distribution along shaft DE. 2. Calculate the angle through which end A rotates E rc = 60 mm 20 mm 500 mm 24 mm 400 mm
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