首页 | 本学科首页   官方微博 | 高级检索  
     

半无穷空间中电学边值问题的数值研究
引用本文:周学秋,沈欣碧,韩庆书. 半无穷空间中电学边值问题的数值研究[J]. 北京联合大学学报(自然科学版), 1996, 0(3)
作者姓名:周学秋  沈欣碧  韩庆书
作者单位:北京联合大学应用文理学院
摘    要:采用边界元方法对半无穷空间中几种高频传输线问题进行了研究,通过对称性问题中与静电镜像法结果的对比说明研究方法的正确性,并把此方法用于非对称双输线的研究中。有结果表明:每条传输线周围的等位线比起同心或偏心圆来已有变形,且随着电位值的增大等位线的变形更厉害,而形变较大的部位朝着另一条导线的方向。这显然是由于两导线间的相互作用不可忽略而至。

关 键 词:边界元方法;电位;单输线;双输线

A Study of Electric Boundary Quantity in Semi-infinite Space
Zhou Xueqiu, Shen Xinbi, Han Qingshu. A Study of Electric Boundary Quantity in Semi-infinite Space[J]. Journal of Beijing Union University, 1996, 0(3)
Authors:Zhou Xueqiu   Shen Xinbi   Han Qingshu
Abstract:A study is made on the performance of high frequency transmission line in the semi-infinite space by applying boundary element method. This method has been verified through the comparison with the results of the method of images in symmetric space. The results using this method in the study of dissymmetric double transmission line show that each transmission line surrounding equipotential curve is out of shape equicentre circle of disequicentre circle. The distortion of equipotential curve has worsened with the increasing of electric potential and the worst distorted part is oriented to the other line.
Keywords:boundary element method  electric potential  single transmission line  double transmission line
本文献已被 CNKI 等数据库收录!
设为首页 | 免责声明 | 关于勤云 | 加入收藏

Copyright©北京勤云科技发展有限公司  京ICP备09084417号