Question

mechanical engg

A helical-coil compression spring is to be designed to exert a static force of 100 lb when the spring is compressed 2.0 inches. The spring must fit inside a cylindrical hole. The following information is given for your calculation. Spring index, C Clearance between the spring and the hole Diameter of the hole, dhole Fractional overrun to closure, ? 10 0.25 inch 2.25 inches 0.15 The spring is made of music wire A228 with m = 0.145 and A =201 kpsi•??$. Assume maximum allowable torsional shear strength for the spring is 45% of ultimate tensile strength (Ssy = 0.45Sut). (a) Determine the spring rate, k of this spring (5 points) (b) Determine the coil diameter D and the wire diameter d of the spring (5 points) (c) Determine the maximum shear stress of the spring (10 points) (d) Determine the yielding safety factor, ns at the solid height (5 points

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Answer #1

solution: ذ ; F=10016 c=8; clearance=0.25 dnote=2.25 in. y=2.0 in. , {=0,15 A 228 m= 0.145, A = 201 ssy -0.4sut A Sut = dm susolution: ذ ; F=10016 c=8; clearance=0.25 dnote=2.25 in. y=2.0 in. , {=0,15 A 228 m= 0.145, A = 201 ssy -0.4sut A Sut = dm su

answered by: ANURANJAN SARSAM
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