首页> 外文期刊>International Journal for Numerical Methods in Fluids >HIGH-ORDER BEM FORMULATIONS FOR STRONGLY NON-LINEAR PROBLEMS GOVERNED BY QUITE GENERAL NON-LINEAR DIFFERENTIAL OPERATORS. PART 2: SOME 2D EXAMPLES
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HIGH-ORDER BEM FORMULATIONS FOR STRONGLY NON-LINEAR PROBLEMS GOVERNED BY QUITE GENERAL NON-LINEAR DIFFERENTIAL OPERATORS. PART 2: SOME 2D EXAMPLES

机译:由一般非线性微分算子处理的强非线性问题的高阶BEM公式。第2部分:一些2D示例

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摘要

In this paper the general BEM proposed previously by Liao is applied to solve some 2D strongly non-linear differential equations, even including those whose governing equations and boundary conditions do not contain any linear terms. It is shown that the proposed general BEM is really valid for general non-linear problems, so that it can be applied to solve high-dimensional, strongly non-linear problems in engineering.
机译:在本文中,Liao先前提出的通用BEM用于求解某些二维强非线性微分方程,甚至包括其控制方程和边界条件不包含任何线性项的方程。结果表明,所提出的一般边界元法对于一般非线性问题确实有效,因此可以用于解决工程中的高维,强非线性问题。

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