Stress/strain concentration in shear loadings

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feynman1
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A rectangle (plane strain/stress) is sheared on 3 edges (bottom fixed) so that it becomes a parallelogram. In theory this is pure shear and should undergo uniform deformation throughout the domain. The FEA result for this pure shear loading still shows stress/strain concentration on the bottom corners. Is that normal and how to get rid of them?
Sketch of a rectangle with a horizontal arrow along the top edge pointing right, a vertical arrow on the left edge, a vertical arrow on the right edge, and hatched fixed support along the bottom edge.
 
Arjan82 said:
These corners are singularities
Why should there be such singularities only on the bottom? In theory (uniform solution) the bottom corners aren't any different from the other 2 vertices. The fixed bottom is just the FEA boundary condition to prevent rigid body motions.