A NUMERICAL METHOD FOR THE GENERALIZED BOUSSINESQ EQUATION USING COLLOCATION AND RADIAL BASIS FUNCTIONS

机译：凝聚和径向基函数的广义Boussinesq方程的数值方法

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A generalized Boussinesq (GB) equation is solved by numerical method by applying thin plate spline (TPS), radial basis functions (RBF) based on collocation points. The approach of numerical scheme similar to finite difference methods (FDM). The outcomes of numerical results are obtained and compared with exact solutions to validate the good precision of the present method.

机译：通过应用薄板样条（TPS）和基于搭配点的径向基函数（RBF），通过数值方法求解了广义的Boussinesq（GB）方程。数值方案的方法类似于有限差分法（FDM）。获得数值结果的结果，并将其与精确解进行比较以验证本方法的良好精度。

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来源
《Applied simulation and modelling ; Artificial intelligence and soft computing》|2012年|178-181|共4页
会议地点 Napoli(IT)
作者
Abdur Rashid;
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作者单位

Department or Mathematics,Gomal University,D.I.Khan, Pakistan,;

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会议组织
原文格式 PDF
正文语种 eng
中图分类
关键词
collocation; generalized boussinesq equation; thin plate spline; radial bases function;

机译：搭配;广义boussinesq方程;薄板花键径向基函数;

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4. A NUMERICAL METHOD FOR THE GENERALIZED BOUSSINESQ EQUATION USING COLLOCATION AND RADIAL BASIS FUNCTIONS [C] . Abdur Rashid IASTED international conference on artificial intelligence and soft computing . 2012

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A NUMERICAL METHOD FOR THE GENERALIZED BOUSSINESQ EQUATION USING COLLOCATION AND RADIAL BASIS FUNCTIONS

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