QL3P2 Determine an appropriate size for a square cross-section solid steel shaft, in inches to four significant digits, to transmit a torque T = 29,178 lb-in if the maximum allowable shear stress is 15 kpsi. Note: for b = c or b/c = 1, = 0.208 Show your answer in the form: b = ---- in

What is the minimum diameter of a solid steel shaft that will not twist through more than 3 in a 6 m length when subjected to a torque of 12 kN-m? (b) what maximum stress is developed in the shaft? Use G-83 GPa. Remember the angle of twist (0) calculated using the equations is in radians. Incorrect solution will be downvoted

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Determine the minimum diameter that can be used for a solid circular steel shaft  which is  limited to an allowable shear stress of  70 MPa and a maximum angle of twist of 1.5o (degrees) per meter length.  Applied maximum torque is 25 KN-m and the overall shaft length is 1.25 meters. Shear modulus = G= 80 GPa      Note: When using torsion stress formulas, you must convert the angle of twist from degrees  to radians.

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2. The diameters of the solid shafts are: AB is 0.6 in, A B D BC is 0.75 in. and CD is 0.9 in. The applied torques are: TĄ = 400 in lb, Tg = 1200 in Ib, Tc = 500 in İb. Determine the maximum shear stress in each of the three shafts. TA TB Ans: TmaxAB = 9431 psi, TmarBC = 9658 psi, TmaxCD = 9082 psi Te Fixed to wall

1. The rotating solid steel shaft is simply supported by bearings at points B and C and is driven by a gear (not shown) which meshes with the spur gear at D, which has a 150-mm pitch diameter. The force F from the driver gear acts at a pressure angle of 20 degree. The shaft transmits a torque to point A of TA =340 N.m. The shaft is machined from steel with S,=420 MPa, Km2.5, S=134MPA and N=2. Draw shear and bending diagrams and calculate diameter of shaft. 250 mm 100 mm

A hollow steel shaft transmits 600 kW at 500 rpm. The maximum shear stress is 62.4 MPa. Find the outside and inside diameter of the shaft, if the outer diameter is twice of inside diameter, assuming that the maximum torque is 20% greater than the mean torque The answer is 100mm and 50 mm. can you help me this calculation and i give the answer already. and write with pen. tqvm

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Please help :( given: T(sub B) = 80.11, T = 5.67 kN-m