Consider the loaded shaft illustrated in Figure Q4 (i). The shaft is simply supported at A and D. The shoulder fillet radius is 0.3 cm at B and C. If the shaft is subjected to a force of F-800 N,...


Consider the loaded shaft illustrated in Figure Q4 (i). The<br>shaft is simply supported at A and D. The shoulder fillet<br>radius is 0.3 cm at B and C.<br>If the shaft is subjected to a force of F-800 N, determine the<br>following:<br>(a)<br>The reaction forces at the two ends of the shaft A and D.<br>(b)<br>The bending moments at shoulder fillets B andC.<br>(c)<br>The nominal stresses at shoulder fillets B and C.<br>(d)<br>The stress concentration factor at shoulder fillet B.<br>(e)<br>The maximum stress in the shaft taking into account stress<br>concentrations.<br>800 N<br>T-0.3 can<br>A<br>d, - 3 cm<br>d, = 5 cm<br>d, - 3 cm<br>5 cm<br>8 cm<br>8 cm<br>12 cm<br>Figure Q4 (i)<br>The reference parameters are shown in Figure Q4 (ii) in the<br>page that follows. For 0.002 srlds 0.3 and 1.01 s Dlds 6.0,<br>the stress concentration factor for bar bending is given as:<br>kn<br>-4.4<br>= 0.632 + 0.377<br>-0.14 – 0.363(P/a)

Extracted text: Consider the loaded shaft illustrated in Figure Q4 (i). The shaft is simply supported at A and D. The shoulder fillet radius is 0.3 cm at B and C. If the shaft is subjected to a force of F-800 N, determine the following: (a) The reaction forces at the two ends of the shaft A and D. (b) The bending moments at shoulder fillets B andC. (c) The nominal stresses at shoulder fillets B and C. (d) The stress concentration factor at shoulder fillet B. (e) The maximum stress in the shaft taking into account stress concentrations. 800 N T-0.3 can A d, - 3 cm d, = 5 cm d, - 3 cm 5 cm 8 cm 8 cm 12 cm Figure Q4 (i) The reference parameters are shown in Figure Q4 (ii) in the page that follows. For 0.002 srlds 0.3 and 1.01 s Dlds 6.0, the stress concentration factor for bar bending is given as: kn -4.4 = 0.632 + 0.377 -0.14 – 0.363(P/a)" + 0.503(P/a) 1- 2.39(P/a) + 3.368(2la)* -0.5 The nominal stress is: 32M %3D nd3

Jun 11, 2022
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