PROBLEM 1. A flanged bolt coupling is used to connect two solid shafts. Each shaft has a diameter of 90mm and are made of different materials. The steel shaft has a G 83 GPa and the bronze shaft has a G= 35 GPa. If the allowable shearing stress in the shaft and the bolts is 60 MPa and the angle of twist in the shafts is limited to 0.5 deg/m, how many 10 mm diameter steel bolts must be used in a 300mm diameter bolt circle so that the coupling will be as strong as the weaker shaft?

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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PROBLEM 1.
A flanged bolt coupling is used to connect two solid shafts. Each shaft has a
diameter of 90mm and are made of different materials. The steel shaft has a G = 83
GPa and the bronze shaft has a G= 35 GPa. If the allowable shearing stress in the shaft
and the bolts is 60 MPa and the angle of twist in the shafts is limited to 0.5 deg/m, how
many 10 mm diameter steel bolts must be used in a 300mm diameter bolt circle so
that the coupling will be as strong as the weaker shaft?
PROBLEM 2
A rigid bar, hinged at one end and carrying the uniformly varying load as
shown, is supported by two identical springs with length of 800 mm. Each spring
consists of 20 turns of 10mm wire and have a mean diameter of 150mm. Compute the
maximum shearing stress in the springs. Neglect the mass of the bar.
200 mm
2o kN
400 mm
250 mm I50 ma
Transcribed Image Text:PROBLEM 1. A flanged bolt coupling is used to connect two solid shafts. Each shaft has a diameter of 90mm and are made of different materials. The steel shaft has a G = 83 GPa and the bronze shaft has a G= 35 GPa. If the allowable shearing stress in the shaft and the bolts is 60 MPa and the angle of twist in the shafts is limited to 0.5 deg/m, how many 10 mm diameter steel bolts must be used in a 300mm diameter bolt circle so that the coupling will be as strong as the weaker shaft? PROBLEM 2 A rigid bar, hinged at one end and carrying the uniformly varying load as shown, is supported by two identical springs with length of 800 mm. Each spring consists of 20 turns of 10mm wire and have a mean diameter of 150mm. Compute the maximum shearing stress in the springs. Neglect the mass of the bar. 200 mm 2o kN 400 mm 250 mm I50 ma
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