Shown is a shaft mounted in bearings at A and D and having pulleys at B and C. The forces shown on the pulley surfaces r

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Shown Is A Shaft Mounted In Bearings At A And D And Having Pulleys At B And C The Forces Shown On The Pulley Surfaces R 1 (76.54 KiB) Viewed 33 times

Shown is a shaft mounted in bearings at A and D and having pulleys at B and C. The forces shown on the pulley surfaces represent the belt tensions. 6-in D 300 lbf 50 lbf 27 lbf 360 lbfD C.6 in 8-in D. in 8 in Static force analysis yields the following results for the bearing reactions in xy and xz planes. dy plane xz plane Foy = 127 lbf 387 lbf = 223 lbf K B 8" 8" 6" A D A D 8" 8" 6" B FA = 106 lbf 350 lbf FD, = 281 lbf 2.a. 2.b. Based on the static analysis along with the results of Part 1, find Xm in xy-plane and calculate the absolute maximum deflection Ymax. Take E = 29700 ksi. Also, find the slopes of the deflection curve y(x) at A and D. Similarly, find xm in xz-plane and calculate the absolute maximum deflection Zmax. Also, find the slopes of the deflection curve z(x) at A and D. Find yo, yc, Zg, and zc. 2.c. The total deflection and total slope can be calculated as follows: Total Deflection 8 = Vy2 + z2 = Total Slope 0= J(0,)* +(0,12 +