The solid steel shaft shown below has a diameter of 20 mm and fixed to rigid wall at A and B. If it is subjected to the two torques as shown in the figure below, determine the reactions at the fixed supports A and B. Draw the required free body diagrams. A 500 N-m D 0.3 m 800 N-m 1.5 m В 9.2 m

= 1.3-18 A stepped shaft ABC consisting of two solid，circular segments is subjected to uniformly distrib uted torque i，acting over segment 1 and concentrated torqueT₂applied at C，as shown in the figure。Seg ment 1 of the shaft has a diameter ofd₁= 57 mm and length ofL₁= 0.75 m; segment 2 has a diameterd₂= 44 mm and lengthL₂= 0.5 m。Torque intensity1₁3100 N m / m andT₂= 1100 N·m。（a）Find reaction torque T at support A.（b）Find the internal torque T（x）at two locations：

6-26. The loading on a control torque tube for an aileron of an airplane may be idealized by a uniformly varying torque Tx = kx in-lb/in, where k is a constant(see the figure). Determine the angle of twist of the free end. Assume IpG to be constant.

The solid-circular member AC, having a diameter D and a shear modulus of 69 GPa, is subjected to the torques 2T and 3T at points A and B, respectively. If tlow = 35 MPa and (Pacallow =2°, determine the maximum permissible value of the torque T. Use the table given below and your student ID to find the values of L,, L,, and D. L1 L2 A 3T 2T Student L, D L, (m) ID (m) (mm) 1131731 0.6 78

A steel stepped shaft ABCD fixed at A is subjected to three torques at points B, C and D, with magnitudes T₁ = 40 kip-in, T₂ = 50 kip-in and Ts= 30 kip-in and directions as shown in Figure 1.1. The segments AB and BC are solid with diameters dx = 3 in and dec = 2 in respectively, while segment CD is hollow with an outer diameter dan 1.5 in and a wall thickness of 0.25 in. The shear modulus of elasticity is equal to G=11.6x10³ ksl. T₁ T₂ 4 = 20 in A B L₂ = 20 in Figure 1.1 a) Draw the torsion moment diagram for the shaft and calculate how long should segment CD be so that the angle of twist between points B and D is equal to zero. T₁ 4₂-25 in b) If Ts is dropped, a fixed support is added at point D (as shown in Figure 1.2) and the length of segment CD is equal to 15 in, find the support reactions at points A and D and the maximum shear stress developed in segment BC. The magnitudes of the torques at points B and Care the same as in part a). B C L₂= 25 in T₂ * Figure 1.2 Hollow C Hollow…

How do we find the moment and torque equation?

An aluminum shaft with a constant diameter of 50 mm is loaded by torques applied to gears attached to it as shown in the figure. Using G = 28 GPa, determine the relative angle of twist of gear D relative to gear A. Note: SHOW FBD AND DETAILED SOLUTION

The A36 steel shafts as shown in the figure below are made from two segments: solid segment AC with diameter = 1 in and a hollow segment CB with an outside diameter = 2 in and inside diameter = 1 in. The shaft is fixed at both ends. Determine the magnitude of the applied torque T (lb-in) if the reaction at A is 600 lb-in clockwise.

Please don't give an incorrect solution. Important problem, Include the FBD.

Problem Statement Based on Problem 5-11 from the textbook. Determine the reactions at the supports. W=3.9kN/m a=2.3m b=5.0m Theta 30 degrees a W B