摘要

In this paper, we apply EQ (1) (rot) nonconforming finite element to approximate Signorini problem. If the exact solution , the error estimate of order O(h) about the broken energy norm is obtained for quadrilateral meshes satisfying regularity assumption and bi-section condition. Furthermore, the superconvergence results of order are derived for rectangular meshes. Numerical results are presented to confirm the considered theory.