New development in freefem++

F. Hecht
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引用次数: 2920

Abstract

Abstract -This is a short presentation of the freefem++ software. In Section 1, we recall most of the characteristics of the software, In Section 2, we recall how to to build the weak form of a partial differential equation (PDE) from the strong form. In the 3 last sections, we present different examples and tools to illustrated the power of the software. First we deal with mesh adaptation for problems in two and three dimension, second, we solve numerically a problem with phase change and natural convection, and the finally to show the possibilities for HPC we solve a Laplace equation by a Schwarz domain decomposition problem on parallel computer.
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freef++的新发展
这是一个简短的freef++软件的介绍。在第1节中,我们回顾了软件的大部分特征,在第2节中,我们回顾了如何从强形式构建偏微分方程(PDE)的弱形式。在最后3节中,我们将展示不同的示例和工具来说明该软件的强大功能。首先,我们处理二维和三维问题的网格自适应问题,其次,我们对相变和自然对流问题进行了数值求解,最后,为了展示高性能计算的可能性,我们在并行计算机上通过Schwarz域分解问题求解了拉普拉斯方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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Multiharmonic finite element analysis of a time-periodic parabolic optimal control problem A class of hybrid linear multistep methods with A(ɑ)-stability properties for stiff IVPs in ODEs High performance domain decomposition methods on massively parallel architectures with freefem++ New development in freefem++ Angles between subspaces and their tangents
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