Numerical solution of obstacle variational inequalities associated with second order elliptic opertators is considered. A kind of nonoverlapping domain decom position method, which can be developed by substructuring m...Numerical solution of obstacle variational inequalities associated with second order elliptic opertators is considered. A kind of nonoverlapping domain decom position method, which can be developed by substructuring methods used in en gineering and scientific computing, is proposed. Convergence and convergent rate analysis of the method are given. Moreover, the method is illustrated by numerical experiments.展开更多
文摘Numerical solution of obstacle variational inequalities associated with second order elliptic opertators is considered. A kind of nonoverlapping domain decom position method, which can be developed by substructuring methods used in en gineering and scientific computing, is proposed. Convergence and convergent rate analysis of the method are given. Moreover, the method is illustrated by numerical experiments.
