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Resistance formulae of a multipurpose n-step network and its application in LC network

机译:多用途n阶网络的电阻公式及其在LC网络中的应用

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摘要

We consider a multipurpose n-step network with cross resistors that is a profound problem that has not been resolved before. This network contains a number of different types of resistor network model. This problem is resolved by three steps: First of all, we simplify a complex graphics into a simple equivalent model; next, we use Kirchhoff's laws to analyse the network and establish a nonlinear difference equation; and finally, we construct the method of equivalent transformation to obtain the general solution of the nonlinear difference equation. In this paper, we created a new concept of negative resistance for the needs of the equivalent conversion and obtain two general resistance formulae of a multipurpose ladder network of cross resistors. As applications, several interesting specific results are produced. In particular, an n-step impedance LC network is discussed. Our method and the results are suitable for the research of complex impedance network as well. Copyright (c) 2017 John Wiley & Sons, Ltd.
机译:我们认为带有交叉电阻的多用途n步网络是一个尚未解决的重大问题。该网络包含许多不同类型的电阻器网络模型。这个问题可以通过三个步骤来解决:首先,我们将复杂的图形简化为简单的等效模型。接下来,我们使用基尔霍夫定律分析网络并建立非线性差分方程。最后,我们构造了等效变换的方法以获得非线性差分方程的一般解。在本文中,我们根据等效转换的需要创建了负电阻的新概念,并获得了交叉电阻器多功能梯形网络的两个通用电阻公式。作为应用,产生了一些有趣的特定结果。特别地,讨论了n阶阻抗LC网络。我们的方法和结果也适用于复杂阻抗网络的研究。版权所有(c)2017 John Wiley&Sons,Ltd.

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