75 N.mC125 N.m2 m1mA steel shaft is fixed at A and is subjected to the torques as shown. Segment AB hasa diameter of 50 mm, segment BC has a diameter of 30 mm and G- 77 GPa.[1] Determine the internal torque in segment AB, show units.[2] Determine the internal torque in segment BC, show units.[3] Determine the angle of twist in degrees for segment AB, show units.

Given data: dAB=50 mmdBC=30 mmG=77 GPa Need to determine the torque in segment AB, BC and angle of…

Answered: 75 N.m C 125 N.m 2 m 1m A steel shaft…

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

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Draw the intemal torque diagram .
STRENGTH OF MATERIALS (Please write the complete solutions and FBD/Free-Body Diagram legibly. No long explanation needed. Rate/Thumbs up will be given. Answer in 3 Decimal Places) A steel 0.75-in diameter shaft (G= 12,000 ksi) is subjected to the following torques in lb-ft: TA = 10; TB = 30; TC = 70; TD = 50. The directions of the applied torques are indicated in the figure The bearings shown allow the shaft to turn freely. The length of each segment is equal to 38 in. (a) Plot a torque diagram showing the internal torque in segments (1), (2) and (3) of the shaft. Show the FBD of each segment using a double-headed arrow to represent each torgue. Determine (b) the maximum shear stress magnitude in the shaft. (c) the rotation angle of pulley C with respect to pulley A.
Torsian in a Bolid wY Awollow tube The figure above shows a rig which is used to find the angle of twist for a shaft. A torque is applied to the shaft by applying a force to the torque arm, as shov on the right hand side of the figure above. Given Load applied to end of torque arm = 90 N Length of torque moment arm = 150 mm Length of shaft(L) = 300 mm Young's modulus of steel = 205 kN/mm22 Modulus of rigidity 84 kN/mm22 Solid shaft diameter = 15 mm
A circular shaft of the dimensions shown in the following figure is subjected to three torques : T1 = 28 k-in, T2 = -8 k-in and T3 = 10 k-in. (a) What is the angle of twist of the right end due to the applied torque? (b) Plot the angle of twist diagram along the shaft. Let, G= 12×106 psi.
6. Please solve carefully/ellaborately, include the units and draw the diagram. Your works will be appreciated much, Thanks!
Please I want answer of that question from these choices
A 18 mm diameter, solid circular shaft is made of a metal with a shear modulus, G = 19,515 MPa. The shaft is 1.9 m long. If a torque of 9 Nm is applied to one end of the shaft, what is the angle of rotation in the shaft in radians? Answer to 3 decimal places and assume the angle is in a positive direction.
A static shaft is subjected to torques at A, B, and C. It has a diameter of 58 mm and is made from 2014-T6 aluminum. If the maximum allowable magnitude of the angle of twist of C relative to A is 0.04 rad, what is the maximum value for the torque T? A aT T cc i❀O 2021 Cathy Zupke parameter value 1.4 1.6 0.6 L₁ L2 α B units m m [-] (1-a )T The maximum value for T is 1.56 X kN.m.
A solid 0.64-in.-diameter shaft is subjected to the torques shown. The bearings shown allow the shaft to turn freely. Determine the shear stress magnitude in shaft (1). 10 lb-ft 50 lb-ft 70 Ib-ft | (1) 30 lb-ft A (3) B D 3150 psi O 2524 psi 1876 psi O 2331 psi O 2932 psi
3) Two circular shafts (shown in Figure) made of the same material and have the same length are subjected to a torque Tequals 150 lb.ft, the angle of twist for the hollow shaft equals that of the solid shaft. A-1/3 C-5.4 B-1 D-3 D=10 in solid shaft D=10 in d=9 in O hollow shaft
The axis ABCD receives a torque of 500Nm from the motor and transmits movement to other devices, by means of belts and pulleys connected at B and C. If it is known that the torques exerted on pulleys B and C are as shown In the figure, determine the minimum radius the shaft must have. You should consider that at point D of the motor there is a bearing that acts as a support for the shaft as at point A. The material of the shaft and its allowable shear stress are indicated in the drawing.Determine:to. Free-Body diagram.b. Shear force diagrams.c. Bending moment diagrams.d. Identification of the critical point of the axis.e. Calculation of the axis radius. tperm=80MPa
Problem 3.2, don’t do any other question, just problem 3.2

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