The strain components at a point in a body are given as: Exx = 12 ms, Eyy = 4 ms, and engineering shear strain Yxy = -6 ms In the above, "ms" stands for millistrain or mm/m (a) Determine the magnitude of the principal strains, using Mohr's circle. (b) Determine the angle that the major principal strain makes from the x direction, using Mohr's circle. (c) Determine the maximum shear strain magnitude and its orientation from the x direction, using Mohr's circle.
The strain components at a point in a body are given as: Exx = 12 ms, Eyy = 4 ms, and engineering shear strain Yxy = -6 ms In the above, "ms" stands for millistrain or mm/m (a) Determine the magnitude of the principal strains, using Mohr's circle. (b) Determine the angle that the major principal strain makes from the x direction, using Mohr's circle. (c) Determine the maximum shear strain magnitude and its orientation from the x direction, using Mohr's circle.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The strain components at a point in a body are given as:
Exx = 12 ms, Eyy = 4 ms, and engineering shear strain Yxy = -6 ms
In the above, "ms" stands for millistrain or mm/m
(a) Determine the magnitude of the principal strains, using Mohr's circle.
(b) Determine the angle that the major principal strain makes from the x direction, using Mohr's
circle.
(c) Determine the maximum shear strain magnitude and its orientation from the x direction,
using Mohr's circle.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F95a8226b-958a-417a-9a92-d41844bbbd07%2Fb1c3d7c2-e29f-4128-900f-30acde637b35%2Fxnuqnea_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The strain components at a point in a body are given as:
Exx = 12 ms, Eyy = 4 ms, and engineering shear strain Yxy = -6 ms
In the above, "ms" stands for millistrain or mm/m
(a) Determine the magnitude of the principal strains, using Mohr's circle.
(b) Determine the angle that the major principal strain makes from the x direction, using Mohr's
circle.
(c) Determine the maximum shear strain magnitude and its orientation from the x direction,
using Mohr's circle.
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the question is asking to use mohr's circle
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