65:03 Mdocs.google.com/drawFinals 1@File Edit View Tools Help Last edit was made yesterday at 11:49 PM by N.View only.4.1. A 2-in-diameter steel shaft rotates at 240 rpm. If the shearing stress is limited to 12 ksi, determine themaximum horsepower that can be transmitted.2A steel propeller shaft is to transmit 4.5 MW at 3 Hz without exceeding a shearing stress of 50 MPa ortwisting through more than 1* in a length of 26 diameters. Compute the proper diameter if G = 83 GPa{ | || 29%-3.A flexible shaft consists of a 0.20-in diameter steel wire encased in a stationary tube that fits closelyenough to impose a frictional torque of 0.50 lb in/in. Determine the maximum length of the shaft if theshearing stress is not to exceed 20 ks. What will be the angular deformation of one end relative to theother end? G12 x 106 psi.55 mm >>[204 m@1410 ~65 mm +The steel shaft shown in figure below rotates at 4 Hz with 35 kW taken off at A, 20 kW removed at B,and 55 kW applied at C. Using G = 83 GPa, find the maximum shearing stress and the angle of rotation ofgear A relative to gear C2 mShare•Ⓒe?

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1. A 2-in-diameter steel shaft rotates at 240 rpm. If the shearing stress is limited to 12 ksi, determine the maximum horsepower that can be transmitted.

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Chapter2: Loads On Structures

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British Gravitational Bg System Of Units

Measuring is the comparison of a particular physical quantity with its reference value. A unit is a fixed physical quantity. The length is a physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with. 

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docs.google.com/draw
Finals 1
@
File Edit View Tools Help Last edit was made yesterday at 11:49 PM by N.
View only.
4.
1. A 2-in-diameter steel shaft rotates at 240 rpm. If the shearing stress is limited to 12 ksi, determine the
maximum horsepower that can be transmitted.
2
A steel propeller shaft is to transmit 4.5 MW at 3 Hz without exceeding a shearing stress of 50 MPa or
twisting through more than 1* in a length of 26 diameters. Compute the proper diameter if G = 83 GPa
{ | || 29%-
3.
A flexible shaft consists of a 0.20-in diameter steel wire encased in a stationary tube that fits closely
enough to impose a frictional torque of 0.50 lb in/in. Determine the maximum length of the shaft if the
shearing stress is not to exceed 20 ks. What will be the angular deformation of one end relative to the
other end? G12 x 106 psi.
55 mm >>
[20
4 m
@1410 ~
65 mm +
The steel shaft shown in figure below rotates at 4 Hz with 35 kW taken off at A, 20 kW removed at B,
and 55 kW applied at C. Using G = 83 GPa, find the maximum shearing stress and the angle of rotation of
gear A relative to gear C
2 m
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Q.11. A solid steel shaft has to transmit 75 kW at 200 rpm. Taking allowable shear stress as 70 MN/m2. Find suitable diameter for the shaft, if maximum torque transmitted on each revolution exceeds the mean by 30%.
2. For the system shown below, compute the maximum torque it can accommodate if a is 2000mm and b is 150omm. Assume that the bronze segment, has a diameter of o.o75m, t < 60 MPa, and G = 35x10^3 MPa. On the other hand, assume the steel segment has a diameter of 0.05m, t < 80 MPa, and G = 83x10^3 MPa. b A