The state of strain on an element has components εx=−270(10−6)εx=−270(10−6), εy=120(10−6)εy=120(10−6), γxy=130(10−6)γxy=130(10−6). Specify the orientation of the corresponding elements for these states of strain with respect to the original element. -Determine the orientation of principle strains for p1 and p2 -Determine the orientation of maximum in-plane shear strain for s1 and s2
The state of strain on an element has components εx=−270(10−6)εx=−270(10−6), εy=120(10−6)εy=120(10−6), γxy=130(10−6)γxy=130(10−6). Specify the orientation of the corresponding elements for these states of strain with respect to the original element. -Determine the orientation of principle strains for p1 and p2 -Determine the orientation of maximum in-plane shear strain for s1 and s2
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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The state of strain on an element has components εx=−270(10−6)εx=−270(10−6), εy=120(10−6)εy=120(10−6), γxy=130(10−6)γxy=130(10−6). Specify the orientation of the corresponding elements for these states of strain with respect to the original element.
-Determine the orientation of principle strains for p1 and p2
-Determine the orientation of maximum in-plane shear strain for s1 and s2
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