A shaft of diameter d is guided in rotation at A (bearing 1) and C (bearing 2) and carries two wheels supporting the indicated loads, The radius of wheel B is 200 mm, and of wheel D is 100mm. The shaft is made of steel. F2 = 6000 N. Dimensions are in mm. Calculate the diameter (mm) of the shaft considering an allowable stress of 270 MPa for a stress composed of bending and torsion.

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Q: n outside diameter of 70 m and :

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Q: A solid circular shaft of a diameter 100 mm is subjected to an axial stress of 50 MPa. t is further…

A: Given: d=100 mm σ=50 MPa T=10 kN-m

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A: A 24 mm diameter solid steel shaft supports loads PA = 1010N, PC = 3360N and PF = 860N Assume LAB…

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Q: 2. A steel shaft rotating at 600 rpm is supported by two bearings as shown. E=30 Mşi, d=1.0" (inch),…

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Q: -1-60 in. and L2= ne the maximum shear stresses T₁, ne the rotation angle DA of gear i in.,…

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Q: For each part of the shaft, determine the torsion T and calculate the corresponding maximum…

A: The diameter of the shaft is d=2 in

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Q: Two loads P act as shown, one parallel to (x0) and another parallel to z0; each load P equals 2.5…

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Q: neter of the shaft from stat = 5. Bending moment and tion speed of the shaft if ed in the…

A: In horizontal Plane: Now TorqueA= (500-75) × 82                  = 1700 lb.in TA= TB   (Power is…

Q: Please read the instructions carefully and do what are asks. Illustrate and show the COMPLETE…

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Q: A simple torsion-bar spring is shown. The shear stress in the steel [G=11,500 ksi] shaft is not to…

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Q: sections B and C, respectively with a bending load P on section B. Design the diameters at sections…

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Q: The solid circular shaft shown (Figure 1) has diameter 54 mm and length L₁ = 4.2 m. Let the positive…

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Q: shaft transmits 75 kW power at 300 r.p.m. The distance between the two bearing is 3000 mm. It is…

A: Given that ,Power P=75kWspeed N=300 r.p.m Distance b/w bearing =300mm=3mshear stress for shaft…

Q: M, M. M, dcD - 24 mm dục = 20 mm B dAB = 16 mm A stepped shaft carrying discs is loaded in torsion…

A: givenM1=+79.9Nm  clockwise M2=-182.8Nm   Anticlockwise M3=-68.6Nm   Anticlockwise

Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.