A load P is supported by two (2) concentric steel springs. The inner spring consists of 40 turns of 20 mm diameter wire on a mean diameter of 150 mm, the outer spring has 30 turns of 30 mm diameter wire on a mean diameter of 200 mm. Use G= 83000 MPa. a) Determine the maximum load that the inner spring could carry so as not to exceed a shearing stress of 140 MPa. b) Determine the maximum load that the outer spring could carry so as not to exceed a shearing stress of 140 MPa. c) Determine the maximum load that the spring could carry.

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter3: Torsion
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A load P is supported by two (2) concentric steel springs.
The inner spring consists of 40 turns of 20 mm diameter wire
on a mean diameter of 150 mm, the outer spring has 30 turns
of 30 mm diameter wire on a mean diameter of 200 mm. Use
G= 83000 MPa.
a) Determine the maximum load that the inner spring could
carry so as not to exceed a shearing stress of 140 MPa.
b) Determine the maximum load that the outer spring could
carry so as not to exceed a shearing stress of 140 MPa.
c) Determine the maximum load that the spring could carry.
Transcribed Image Text:A load P is supported by two (2) concentric steel springs. The inner spring consists of 40 turns of 20 mm diameter wire on a mean diameter of 150 mm, the outer spring has 30 turns of 30 mm diameter wire on a mean diameter of 200 mm. Use G= 83000 MPa. a) Determine the maximum load that the inner spring could carry so as not to exceed a shearing stress of 140 MPa. b) Determine the maximum load that the outer spring could carry so as not to exceed a shearing stress of 140 MPa. c) Determine the maximum load that the spring could carry.
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