摘要
该文首先研究了任意形状导体的AutoCAD自动建模,得出了基于三角形面片的任意形状导体表面的模型.接着着重研究了利用矩量法求解任意形状导体的理论基础,推导出了任意三角形自作用单元的解析公式以及互作用单元的数值解。最后,给出了一些二维,三维的任意导体的数值结果,并且给出了这些数值结果的Richardson外推值,计算结果与文献以及精确解都吻合的比较好,从而说明了该方法的有效性和准确性。
The auto-modeling of an arbitrary shaped conducting body is studied by the software AutoCAD firstly, and the surface model of the conducting body is achieved on base of many basic triangle meshes. Then the basic theory of the solution for the capacitance of an arbitrary shaped conducting body is presented by method of moment, and the closed-form of diagonal matrix elements and the numerical result of off-diagonal matrix elements arc deduced. Finally, some examples of two-dimensional and three-dimensional bodies are given, at the same time the Richardson's extrapolations of these numerical results are calculated. The results agree well with the corresponding close-form and the reference value in literature. Thus the method's accuracy and high efficiency are illuminated.
出处
《电子与信息学报》
EI
CSCD
北大核心
2004年第2期332-336,共5页
Journal of Electronics & Information Technology
