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Trefftz Radial Basis Functions (trbf)

机译:Trefftz径向基函数(trbf)

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摘要

The TRBF's are radial functions satisfying governing equation in the domain. They can be used as interpolation functions of the field variables especially in boundary methods. In present paper discrete dipoles are used to simulate composite material reinforced by stiff particles using with boundary point collocation method which does not require any meshing and any integration. The better the interpolation function satisfies also the boundary conditions, the more efficient it is. In examples it is shown that a triple dipole (which is a TRBF) located into the center of the particle can approximate the inter-domain boundary conditions very good, if the particles are not very close to each other and their size is not very different. In general problem the model can be used as very good start point for international improvements in refined model. Composite reinforced by short fibres with very large aspect ratio continuous TRBF were developed. They enable to reduce problem considerably and to simulate complicated interactions for investigation such composites.
机译:TRBF是满足域控制方程的径向函数。它们可以用作字段变量的插值函数,尤其是在边界方法中。在本文中,离散的偶极子被用于使用边界点配置方法来模拟由刚性粒子增强的复合材料,该方法不需要任何网格划分和任何积分。插值函数也满足边界条件越好,效率越高。在示例中显示,如果粒子彼此之间的距离不是非常近并且它们的大小相差不大,则位于粒子中心的三重偶极子(TRBF)可以很好地近似域间边界条件。 。总的来说,该模型可以用作改进模型的国际改进的很好的起点。开发了长径比非常大的连续TRBF短纤维增强的复合材料。它们可以大大减少问题并模拟复杂的相互作用以研究此类复合材料。

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