本文提出的0-∞法
是借助网络与它的变形网络的行列式间的关系来解网络。这种方法主要的优点是原理浅易
规则简便
不须解行列式而根据对网络的观察
就可直接求得它的电压、电流的传输及阻抗。本文中
叙述了十条定理及其应用例题。0-∞法限定在线性、无源、集总、可互易及无变压器的网络应用
在此条件下
它与某些拓扑方法如信号流图及树的方法相比较
0-∞法有一系列的优点。
The 0-∞ method proposed in this paper is a method which solves the network problem by making use of the relations among the determinants of the network and its modifiers.The main merit of the method is simplicity of the rules used. From the appearance of the network
the existing voltage and current transmissions and the driving-point impedances may be found directly without resorting to the network determinants. Necessary theorems and examples were given.The 0-∞ method is limited to linear passive lumped reciprocal netwoks without transformers. Under this restriction
the 0-∞ method has a series of advantages in comparison with some topological methods
such as signal flow graphs and the tree-method.
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