Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- A solid brass shaft is loaded as shown below by two torques TB- segments are LAB = 700 mm and LBC 600 mm. A dBc = dAB mm LAB mm B Com dBC For brass, G = 41 GPa. Neglect the effect of any stress concentrations. LBC Determine the smallest diameters dAB and dBC for which an allowable shear stress of 50 MPa is not exceeded. Express each diameter as an integer in units of mm. dAB To 1100 Nm and Tc = 300 Nm. The lengths of the two Determine the magnitude of the total angle of twist in the shaft caused by the two applied torques for the diameters found previously Express your result in units of radians with five decimal places of accuracy. PAC = radarrow_forwardA alm T 1.20 m T B 1.20 m C 3 T The 60 mm diameter shaft is made of 6061-T6 aluminum having an allowable shear stress of Tallow 80 MPa. Find the corresponding angle of twist of disk A relative to disk C. Note: You will need to calculate the maximum allowable torque T first. Provide your answer for angle of twist in radians with 3 significant figures after the decimal point.arrow_forwardShow complete process and FBDarrow_forward
- 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 downvotedarrow_forwardMember ABCD is a hollow circular steel shaft with a 4 inch outer diameter and a 3 inch inner diameter. It is rigidly attached to the wall at A. Externaly applied torques are TB of 1338 lb-ft, Tc of 1117 lb-ft, and TD of 884 lb-ft. Firstly obtain the internal torque generated, then calculate and input the maximum shear stress in section BC of the shaft: (f v max) = ___________ lb/in.2. Pay attention to unit conversion and calculate your answer to 1 decimal place.arrow_forwardWrite legibly, provide manual step by step solution, and diagram for below given problem. A flange bolt coupling has 10 steel coupling 1 inch diameter bolts evenly tighten around a 16.34in. bolt circle. Determine the torque capacity of the connection if the allowable shearing stress in the bolt is 7.3ksi? Ans. 39,034.94 ft-lbarrow_forward
- I am struggling with this questionarrow_forwardDetermine 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.arrow_forwardI need the answer as soon as possiblearrow_forward
- A steel shaft is to be manufactured either as a solid circular solid bar or as a circular tube. The shaft is required to transmit a torque of 1200N-m without exceeding an allowable shear stress of 40MPa or an allowable rate twist of 0.75deg/m. The shear modulus of steel is 78GPa. Compute the required diameter of the solid shaft & compute the required outer diameter of the hollow shaft if its thickness is 1/10 of its outer diameter.arrow_forwardWhat is the maximum shearing stress developed a solid steel shaft is subjected to a torque of 28 kN.m. The shaft will not twist through more than 10 degrees in a 6 m length ? Use G=83 GPa.arrow_forward2. 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 wallarrow_forward
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