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The galerkin approximation of a kind of nonlinear operator equation for boundary value problem

机译:一类非线性边值问题算子方程的Galerkin逼近。

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摘要

Based on the coupling method of the FEM and BEM, a kind of nonlinear operator equation is discussed in this paper. First the weak formulation of the nonlinear operator equation is given. The sufficient condition for the uniqueness and existence of the weak solution is obtained. By the Galerkin method, the condition for the existence and uniquencess of the discrete operator equation and the error estimation are presented.
机译:基于有限元和边界元的耦合方法,讨论了一种非线性算子方程。首先给出了非线性算子方程的弱公式。获得了弱解的唯一性和存在性的充分条件。通过Galerkin方法,给出了离散算子方程存在和唯一性的条件以及误差估计。

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