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曲线振子的矩量法计算与分析
The Computing and Analysis of the Curve Dipole by the Moment Method
【摘要】 介绍采用矩量法计算曲线振子的一种方法。在二维坐标系中.对X坐标进行均匀分段.用二分法确定曲线的初始坐标.利用复化辛浦生积分公式.求得了高斯曲线振子的电流数值解。并且计算了天线的特性参数,得到了很好的输入阻抗收敛值.同时给出了天线输入阻抗和增益随参数A、B的变化曲线。
【Abstract】 t is presented in this paper the computing of curve dipole by the moment method. In 2-DCoordination. the coordinate was evenly divided. the primal coordinate of the curve was determined by one-half method. and then numeric solution of the Gaws curve dipole was given by the complex Simpson integral equation.Furthermore. the characteric parameters of the antenna were calculated.and the convergence solution of the input resistance and the gain varied by parameter A and B was given.
- 【文献出处】 现代电子技术 ,MODERN ELECTRONIC TECHNIQUE , 编辑部邮箱 ,1995年01期
- 【分类号】O242
- 【被引频次】2
- 【下载频次】70