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Simple meshing and efficient numerical analysis of curved surfaces using a new quadrilateral basis function

机译:使用新的四边形基函数对曲面进行简单的网格划分和高效的数值分析

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In this paper, a quadrilateral roof-top type of basis function is presented. Four arbitrary and not necessarily coplanar points establish the associated curved basis function surface. In addition to this, the defined current density is conveniently decomposed into sinusoidally excited strips, vastly reducing the computation time required to determine the associated near zone-field. Moderately curved geometries can be easily meshed by projecting a rectangular grid unto the surface, while fulfilling the objective of quasi-orthogonal current densities on each basis function. To demonstrate the capabilities of the proposed basis function, a case study is presented where the current density induced on the curved surface of a paraboloid is determined using the method of moments. The corresponding results are shown to agree very well with the known correct solution.
机译:在本文中,提出了一种四边形屋顶类型的基函数。四个任意且不一定共面的点建立了相关的弯曲基函数曲面。除此之外,定义的电流密度可以方便地分解成正弦激励带,从而大大减少了确定相关的近场磁场所需的计算时间。通过将矩形网格投影到表面,可以轻松地适度弯曲几何形状,同时满足每个基函数上的准正交电流密度的目标。为了证明所提出的基函数的功能,提出了一个案例研究,其中使用矩量法确定抛物面弯曲表面上感应的电流密度。相应的结果显示出与已知的正确解决方案非常吻合。

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