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A Prismatic Bar (Diameter d0d_{0} = 18 Mm) Is Loaded by Force

Question 33

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A prismatic bar (diameter d0d_{0} = 18 mm) is loaded by force P1P_{\mathrm{1}} A stepped bar (diameters d1d_{1} = 20 mm and d2d_{2} = 25 mm with radius of fillets R = 2mm) is loaded by force P2P_{2} . The allowable axial stress in the
Material is 75 MPa. The ratio P1/P2P_{1} / P_{2} of the maximum permissible loads
That can be applied to the bars, considering stress concentration effects in
The stepped bar, is: (A) 0.9 0.9
(B) 1.2 1.2
(C) 1.4 1.4
(D) 2.1 2.1

 A prismatic bar (diameter  d_{0}  = 18 mm) is loaded by force  P_{\mathrm{1}}  A stepped bar (diameters  d_{1}  = 20 mm and  d_{2}  = 25 mm with radius of fillets R = 2mm) is loaded by force  P_{2}  . The allowable axial stress in the Material is 75 MPa. The ratio  P_{1} / P_{2}  of the maximum permissible loads That can be applied to the bars, considering stress concentration effects in The stepped bar, is: (A)   0.9   (B)   1.2   (C)   1.4   (D)   2.1      FIG. 2-66 Stress-concentration factor K for round bars with shoulder fillets. The dashed line is for a full quarter-circular fillet.    FIG. 2-66 Stress-concentration factor K for round bars with shoulder fillets.
The dashed line is for a full quarter-circular fillet.  A prismatic bar (diameter  d_{0}  = 18 mm) is loaded by force  P_{\mathrm{1}}  A stepped bar (diameters  d_{1}  = 20 mm and  d_{2}  = 25 mm with radius of fillets R = 2mm) is loaded by force  P_{2}  . The allowable axial stress in the Material is 75 MPa. The ratio  P_{1} / P_{2}  of the maximum permissible loads That can be applied to the bars, considering stress concentration effects in The stepped bar, is: (A)   0.9   (B)   1.2   (C)   1.4   (D)   2.1      FIG. 2-66 Stress-concentration factor K for round bars with shoulder fillets. The dashed line is for a full quarter-circular fillet.

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