分元法与补元法的进一步研究
A FURTHER STUDY OF THE SEGMENTATION AND THE DESEGMENTATION METHODS
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摘要: 本文进一步研究了分元法与补元法在平面电路中的应用,导出了分元法广义节点电压方程。比较了分元法、补元法采用点匹配时二者的计算精度,用实例研究了将其用于短路型平面电路中的问题。Abstract: The applications of the segmentation and the desegmentation methods to the planar circuits, particularly, to the ones with short boundaries, are further studied. In addition, a general node voltage equation of segmentation method for a planar circuit which can he segmented into many segments is derivd.
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大越孝敬,三好旦六著,王积勤,杨逢春译,平面电路,科学出版社,1982, pp. 160-163.[2]R.Sorrentino, IEEE Trans. on MTT, MTT-33(1985)10, 1057-1066.[3]P.C.Sharma, K. C. Gupta, IEEE Trans. on MTT, MTT-29(1981)10, 1094-1097.[4]大越孝敬,三好旦六著,王积勤,杨逢春译,平面电路,科学出版社,1982, pp.20-26.[5]单家方,胡清兰,电子科学学刊,11(1989)2, 144-146.[6]A. Benalla, K. C. Gupta, IEEE Trans. on MTT, MTT-34(1986)6, 733-736.[7]R.Chadha, K. C. Gupta, IEEE Trans. on MTT, MTT-29(1981)1, 71-74. -
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