摘要
运用系统动力学研究复杂系统,通常必须了解该系统的流图的反馈回路的结构,而目前计算反馈回路的方法比较复杂,通过将强简化流率基本入树的每棵树转换成树向量,树向量构成矩阵,并定义矩阵相关元素的运算,可比较简单地算出流图的各阶反馈回路的条数,从而揭示流图的反馈回路结构的性质.
When we researcb complex system based on system dynamics, we must know the feed back loop's structure of flow diagraph, but the way of calculating the feed back loop is relatively complex, so in the paper, the branchs of strong simplied RATE Variable Fundamental In-tree are transformed to one special matrix, we define some operation, then can easily obtain all feed back loop number of flow diagraph and open out the feed back loop's structure of flow diagraph.
出处
《数学的实践与认识》
CSCD
北大核心
2006年第2期284-290,共7页
Mathematics in Practice and Theory
关键词
流率基本人树
慢简化流率基本人树
反馈回路
流图
矩阵
rate variable fundamental in-tree
strong simplied rate variable fundamental intree
feed back loop
flow diagraph
matrix