The state of a plane strain at a point has the components &x = 400 (10-6), ɛy = 200 (10-6) and Yxy -300 (10-6). Determine the principal strains and the maximum in plane shear strain. Select one: E1 = 480 (10-b), ɛ2 = -120 (10-) and Ymax in-plane = -361 (10-6). & = 480 (10-6), E2 = 120 (10) and Ymax in-plane = 361 (10-6). & = 480 (10-6), ɛ2 = 240 (10-6) and Ymax in-plane 361 (10-6). -480 (10-6), E2 = -120 (10-6) and ymax in-plane = -361 (10-6). %3D & = 480 (10-6), E2 = -120 (10-) and Ymax in-plane 361 (10 5).
The state of a plane strain at a point has the components &x = 400 (10-6), ɛy = 200 (10-6) and Yxy -300 (10-6). Determine the principal strains and the maximum in plane shear strain. Select one: E1 = 480 (10-b), ɛ2 = -120 (10-) and Ymax in-plane = -361 (10-6). & = 480 (10-6), E2 = 120 (10) and Ymax in-plane = 361 (10-6). & = 480 (10-6), ɛ2 = 240 (10-6) and Ymax in-plane 361 (10-6). -480 (10-6), E2 = -120 (10-6) and ymax in-plane = -361 (10-6). %3D & = 480 (10-6), E2 = -120 (10-) and Ymax in-plane 361 (10 5).
Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter7: Analysis Of Stress And Strain
Section: Chapter Questions
Problem 7.7.11P: The strains for an element of material in plane strain (see figure) are as follows: x = 480 ×10-6. y...
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