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本文利用RC—Nullor网络将线性有源网络模型化,并建立了模型化后网络节点方程与状态方程的关系式,通过这一关系由网络节点方程求出状态方程。当网络参数发生变化时,通过节点方程的变化来修正状态方程。由于网络的极点可由状态方程的解而求出,这一方法可以用来探索一个网络的极点是如何受元件参数变化的影响,即网络极点对元件参数的灵敏度。
In this paper, the linear active network is modeled by using the RC-Nullor network, and the relationship between the modeled network node equation and the state equation is established. From this relationship, the state equation is obtained from the network node equation. When the network parameters change, through the change of node equation to amend the equation of state. Since the pole of the network can be obtained from the solution of the state equation, this method can be used to explore how the pole of a network is affected by changes in the parameters of the element, that is, the sensitivity of the pole of the network to the parameters of the element.