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ransmitted power = 0.050 MW, speed = 500 rpm, Modulus of Elastici %3D a, Modulus of Rigidity = 70 GPa, Ultimate stress = 620 MPa, Com %3D %3D ess = 240 MPa, Yield stress = 440 MPa, Shear stress = 120 MPa, %3D nding moment = 0.5 KN m, diameter of rivet = 10 mm, pitch = 50 mm) %3D %3D %3D . Design the key that is used to connect a shaft with a hub as shown in he diameter of the shaft is 60 mm. Check the whole system.

ransmitted power = 0.050 MW, speed = 500 rpm, Modulus of Elastici %3D a, Modulus of Rigidity = 70 GPa, Ultimate stress = 620 MPa, Com %3D %3D ess = 240 MPa, Yield stress = 440 MPa, Shear stress = 120 MPa, %3D nding moment = 0.5 KN m, diameter of rivet = 10 mm, pitch = 50 mm) %3D %3D %3D . Design the key that is used to connect a shaft with a hub as shown in he diameter of the shaft is 60 mm. Check the whole system.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Use the provided data wherever you need. (transmitted power = 0.050 MW, speed = 500 rpm, Modulus of Elasticity = 220 %3D %3D %3D GPa, Modulus of Rigidity = 70 GPa, Ultimate stress = 620 MPa, Compression stress = 240 MPa, Yield stress = 440 MPa, Shear stress = 120 MPa, F.S. = 4, %3D Bending moment = 0.5 KN m, diameter of rivet = 10 mm, pitch = 50 mm)). %3D Q1. Design the key that is used to connect a shaft with a hub as shown in figure. 1. If the diameter of the shaft is 60 mm. Check the whole system. Q2. For the 50 mm shaft shown in figure. 2. If a torque T and moment M are applied to the shaft, use the suitable theories to design the welding joint. Che the whole system. Q3. For two plates 1 and 2 a riveted system is suggested to connect them. Where the thickness of plate. 1 is 12 mm and plate. 2 is 10 mm. The yield stress and modulus of Elasticity for plate,1 is 300 MPa, and 200 GPa respectively, while for plate, 2 is 400 MPa and 210 GPa respectively. Assume the tensile stress is equal to the compressive stress for both plates. Calculate the efficiency of riveting system. M Figure 1 Figure 2
Transcribed Image Text:Use the provided data wherever you need. (transmitted power = 0.050 MW, speed = 500 rpm, Modulus of Elasticity = 220 %3D %3D %3D GPa, Modulus of Rigidity = 70 GPa, Ultimate stress = 620 MPa, Compression stress = 240 MPa, Yield stress = 440 MPa, Shear stress = 120 MPa, F.S. = 4, %3D Bending moment = 0.5 KN m, diameter of rivet = 10 mm, pitch = 50 mm)). %3D Q1. Design the key that is used to connect a shaft with a hub as shown in figure. 1. If the diameter of the shaft is 60 mm. Check the whole system. Q2. For the 50 mm shaft shown in figure. 2. If a torque T and moment M are applied to the shaft, use the suitable theories to design the welding joint. Che the whole system. Q3. For two plates 1 and 2 a riveted system is suggested to connect them. Where the thickness of plate. 1 is 12 mm and plate. 2 is 10 mm. The yield stress and modulus of Elasticity for plate,1 is 300 MPa, and 200 GPa respectively, while for plate, 2 is 400 MPa and 210 GPa respectively. Assume the tensile stress is equal to the compressive stress for both plates. Calculate the efficiency of riveting system. M Figure 1 Figure 2
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