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Application Incompatible Element in Mixed Fast Multipole Boundary Element Method

机译:混合快速多极边界元法中不兼容元的应用

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摘要

Based on fast multipole boundary element method (FM-BEM) and mixed variational inequality, a new method named mixed fast multipole boundary element method (MFM-BEM) was presented in this paper. In order to improve calculation time and accuracy, incompatible elements as interpolation functions were used in the algorithm. Elements were optimized by mixed incompatible elements and compatible elements. On the one hand, the difficult to satisfy precise coordinate was avoided which caused by compatible elements; on the other hand, the merits of MFM-BEM were retained. Through analysis of example, it was conclusion that calculation time and accuracy were improved by MFM-BEM, calculation continuity was also better than traditional FM-BEM. With increasing of degree of freedom, calculation time of MFM-BEM grew slower than the time of traditional FM-BEM. So MFM-BEM provided a theoretical basis for solving large-scale engineering problems.
机译:基于快速多极边界元方法(FM-BEM)和混合变分不等式,提出了一种新的混合快速多极边界元方法(MFM-BEM)。为了提高计算时间和准确性,算法中使用了不兼容元素作为插值函数。通过混合不兼容元素和兼容元素来优化元素。一方面,避免了由兼容元件引起的难以满足精确坐标的情况;另一方面,保留了MFM-BEM的优点。通过实例分析,得出结论:MFM-BEM提高了计算时间和精度,计算连续性也优于传统的FM-BEM。随着自由度的增加,MFM-BEM的计算时间增长得比传统FM-BEM的时间慢。因此,MFM-BEM为解决大规模工程问题提供了理论基础。

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