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The state of strain of the element has components of €x = 500(106), y = 300(106), Yxy = -200(10). Determine the equivalent state of strain on an element at the same point oriented 45° CW with respect to the original element. Eydyt dy Y 2 y Yxy 2 -dx- €xdx ·x

The state of strain of the element has components of €x = 500(106), y = 300(106), Yxy = -200(10). Determine the equivalent state of strain on an element at the same point oriented 45° CW with respect to the original element. Eydyt dy Y 2 y Yxy 2 -dx- €xdx ·x

Materials Science And Engineering Properties
Materials Science And Engineering Properties
1st Edition
ISBN:9781111988609
Author:Charles Gilmore
Publisher:Charles Gilmore
Chapter3: The Structure Of Real Materials
Section: Chapter Questions
Problem 22CQ
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The state of strain of the element has components of €x = 500(106), y = 300(106), Yxy=-200(10-6). Determine the equivalent state of strain on an element at the same point oriented 45° CW with respect to the original element. Eydy! dy Yxy 2 y Yxy 2 -dx- €xdx ·x
Transcribed Image Text:The state of strain of the element has components of €x = 500(106), y = 300(106), Yxy=-200(10-6). Determine the equivalent state of strain on an element at the same point oriented 45° CW with respect to the original element. Eydy! dy Yxy 2 y Yxy 2 -dx- €xdx ·x
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