Maxwell方程的非协调三角形P1mod元逼近

Nonconforming Ttiangular P1mod Finite Element Method for Approximating Maxwell′s Equations

给出了用非协调三角形P1^mod有限元方法逼近Maxwell方程的收敛性分析,得到了与协调线性元相同的最优误差估计.

The main aim of this paper is to study the convergence analysis of the Pmod1 nonconforming triangular finite element method for approximating the Maxwell＇s equations.The optimal error estimates are derived,which are the same as that of the conforming linear element.