The figure shows a triangular shaped thin plate OABC with pointB at the middle of AC. The following displacements are applied on the plate:Point – 0: (uz ,u,) = (0, 0)Point – A: (u,,u,) = (+0.01, –0.01)Point – B: (u, ,u,) = (+0.01, +0.01)Point – C: (uz ,u,) = (-0.01, –0.01)В%3D1.0Find the strain and rotation tensors.1.0A[Noe &y = ) and wny =61dui , dujƐij *du_ du

Here, α & β are combined effect of shear and rotation. In 2-D elements,…

The figure shows a triangular shaped thin plate OABC with point B at the middle of AC. The following displacements are applied on the plate: Point – 0: (u, ,u,) = (0,0) Point – A: (u, ,u,) = (+0.01, –0.01) Point – B: (u, ,u,) = (+0.01, +0.01) Point – C: (uz ,u,) = (-0.01, –0.01) В 1.0 Find the strain and rotation tensors. 1.0 A du, du [Note: Eij = ; and Wij 1 du du (ôx; ' ðx;/ (dx; ðx;/

The figure shows a triangular shaped thin plate OABC with point B at the middle of AC. The following displacements are applied on the plate: Point – 0: (u, ,u,) = (0,0) Point – A: (u, ,u,) = (+0.01, –0.01) Point – B: (u, ,u,) = (+0.01, +0.01) Point – C: (uz ,u,) = (-0.01, –0.01) В 1.0 Find the strain and rotation tensors. 1.0 A du, du [Note: Eij = ; and Wij 1 du du (ôx; ' ðx;/ (dx; ðx;/

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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