Please help with all, Thank you in advance, will give thumbs up A hallow cylindrical steel shaft is 1.5m long and has an innerand outer diameter respectively equal to 40 and 60mm. The bar ismade of AISI 1006 CD steel Syt = 280Mpa, Sut = 330MP.. A factor ofsafety of 2.5 is specified. Find the maximum permissible torquethat can be applied to the shaft. Use the maximum distortionenergy theory%3D60 mm40Load AnalysisStress AnalysisI.I.I.Stress ElementPrincipal Stresses/Mohr CircleDesign theory/Estimate max permissibleIV.V.

For solution refer below images.

Answered: 60 mm 40 mm 15m

Engineering

Mechanical Engineering

60 mm 40 mm 15m

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

See similar textbooks

Similar questions

a solid shaft is transmitting 1 mw at 240 rpm determine the daimeter of shaft exceed the mean of torque 20% take maximum shear alloy stress as 55mpa
Given: l1=1,3l; l2=1,9l; l3=1,2l; M1=-0,6M; M2=-1,6M; M3=1,9M. Parameter of length l=40cm; cross section diameters: d=41mm; d0=26mm. The shaft is made of steel with yielding shear stress τY=250MPa; factor of safety n=1,6. Find: the allowable value of load parameter (in Nm) MA = ?
The material of a certain transmission shaft uses AISI 1030 HR, its yield strength is 260 MPa, the transmission torque of this shaft is 160 N·m, and it is subjected to a uniform axial tension of 0.5 kN. Please calculate according to the Distortion energy theory. The minimum shaft diameter with a safety factor n of 2.5 (to 2 decimal places).
A 3-m steel shaft is to transmit 100 kW at 300 rpm. It carries two gears each weighing 1.9 kN supported at a distance of 1 meter from each ends. Assuming an allowable shaft bending stress of 117 MPa, determine the diameter of the shaft in mm using ASME code (assume Km = 1.0 and Kt = 1.0)
A shaft is loaded in bending and torsion such that Ma = 62 N · m, Ta = 48 N · m, Mm = 54 N · m, and Tm = 25 N · m. For the shaft, Su = 700 MPa and Sy = 560 MPa, and a fully corrected endurance limit of Se = 210 MPa is assumed. Let Kf = 2.2 and Kfs = 1.8. With a design factor of 2.0 determine the minimum acceptable diameter of the shaft in mm using the DE-Goodman criterion.
A propeller shaft for a small yacht is made ofa solid steel bar 104 mm in diameter. The allowablestress in shear is 48 MPa, and the allowable rate oftwist is 2.08 in 3.5 meters.(a) Assuming that the shear modulus of elasticityis G = 80 GPa, determine the maximum torqueTmax that can be applied to the shaft.(b) Repeat part (a) if the shaft is now hollow withan inner diameter of 5d/8. Compare Tmax valuesto corresponding values from part (a).
A solid circular shaft has a diameter of d mm and is made from steel, which fail when tested in simple tension test at a stress of 150 MPa. The shaft was subjected by bending moment and torque which are 22.2 kNm and 44.4 kNm respectively. Calculate the minimum allowable shaft diameter, d according to:- (a) Tresca failure criterion (b) Von Mises theory of elastic failure
The following shaft, having a diameter of 20 mm, is made of steel (Sut = 520 MPa, Se = 260 MPa) and is subjected to a fully reversed transverse force F = 120 N and a fully reversed torque T = 60 N.m. The shaft is fixed at its left end. Find the factor of safety at A for infinite lifetime using the modified Goodman diagram.
A Hollow power transmission shaft of length ‘L’ 1103 mm, outer diameter ‘D’ 73mm and inner diameter 'd' 50. is required to transmit a power of P 60kW at a speed of 2950rpm. The modulus of rigidity of hardened carbon steel, which the shaft is made of, is 79.5 GPa Calculate the maximum shear stress in the shaft material?
Given: l1=2l; l2=1,2l; l3=1,5l; M1=-1,7M; M2=0M; M3=1,4M. Parameter of length l=40cm; parameter of load М=410Nm. The shaft is made of steel with yielding shear stress τY=190MPa; factor of safety n=1,9. Find: the diameter (in mm) of cross section from strength calculation d = ?
A hollow shaft has an inner diameter of 0.035 m and an outerdiameter of 0.06 m. Compute for the torque if the shear stress isnot to exceed 120 MPa in Nm.
A torsion dynamometer is fitted on a turbine shaft to measure the angle of twist. It is observed that the shaft twists 1.5° in a length of 5 metres at 500 r.p.m. The shaft is solid and has a diameter of 200 mm. If the modulus of rigidity for the shaft material is 85 GPa, find the power transmitted by the turbine.