Stokes特征值问题的类Wilson非协调元逼近

Approximation of Quasi-Wilson Nonconforming Element for Stokes′ Eigenvalue Problem

利用紧算子谱逼近理论 ,给出了 Stokes特征值问题的类 Wilson非协调元逼近及其误差估计 。

By using the special approximation theory of compact operator,the approximation of Stokes′ eigenvalue problem and its error estimates are studied, and the convergence behavior which is as same as that of traditional conforming finite elements, is obtained.