节点文献
全符号网络函数的割裂分析法
Cutting Method for All-Symbolic Network Functions
【摘要】 本文提出了一种形成一般线性网络的全符号网络函数的新的树值算法—割裂分析法.此方法基于图分块的思想,具有现有的全符号网络函数树值法的主要优点,完全不存在冗余项问题,正、负符号的判断也较为简洁,另外也为较大型网络的分析提供了依据.
【Abstract】 In this paper, a new and efficient tree-enumeration method (the cutting method) is presented to generate network functions in all symbolic forms for a general linear network. This method, based on the idea of graph partitioning, has all the main advantages of the existing topological methods for generating all-symbolic network functions. It does not involve in any cancellation term problem, and is very simple in the sign evaluation. Furthermore,it provides an efficient method for the analysis of the large-scale network.
【关键词】 电网络;
网络图论;
树;
割裂分析法/符号网络函数;
【Key words】 electric networks; network graph theory; tree; cutting method/symbolic network functions;
【Key words】 electric networks; network graph theory; tree; cutting method/symbolic network functions;
- 【文献出处】 湖南大学学报(自然科学版) ,Journal of Hunan University (Natural Science) , 编辑部邮箱 ,1992年01期
- 【分类号】TM131.1;
- 【下载频次】14