Using superposition for the bar shown, determine the minimum diameter of a steel shaft for which the maximum deflection is 1.95 mm, given that FA = 390 N, FB = 440 N, and FC = 390 N. The dimensions shown are given in mm. 0 by -250250250250 A FA B FB C Fc D The minimum diameter of the steel shaft is mm.

Solve for M/I

Two torque as shown are applied on a compound shaft of aluminum segment and a steel. Determine the maximum permissible value of T subjected to the following conditions: T, s 90MPA, T. S 65MPA and the angle of rotation of the free end limited to 11°. Use GS 84 GPa and Ga = 27 GPa. %3D %3D 75 mm Aluminum Steel 50 mm 2 m 1.5 m

What is the maximum concentrated load that can be applied at the end of an embedded hollow pipe, made of AISI 1020 steel? Take 10.16 cm for the outside diameter, and 6.35 cm for the inside diameter. The length of the pipe is 183 cm. Its maximum deflection must not exceed 5.08 cm. Neglect the weight of the pipe. Answer 22816 N

A pump is driven from an engine crank-shaft by the mechanism as shown in Figure . The pump piston shown at F is 250 mm in diameter and the crank speed is 100 r.p.m. The dimensions of various links are as follows: OA = 150 mm ; AB mm; DE = 500 mm. Determine for the position shown: 1. The velocity of the cross-head E, 2. The rubbing velocity of the pins A and B which are 50 mm diameter. 3.The acceleration of the cross-head E. 45 A 300 600 mm ; BC = 350 mm ; CD = 150 %3D 450 100 1111 All dimensions in mm.

An aluminum bar of cross-section 450 ??² is acted upon by the forces as shown in the figure. Determine the total elongation of the bar. Use ? = 70 ???.