Please use this identifier to cite or link to this item: https://scholar.ptuk.edu.ps/handle/123456789/616
Title: Resistance formulae of a multipurpose n-step network and its application in LC network
Authors: Tan, Z Z
Asad, J. H.
owaidat, M Q
Keywords: complex network
equivalent transform
nonlinear difference equation
Kirchhoff’s laws
negative resistance
Issue Date: 2017
Publisher: Wiley-Blackwell
Abstract: 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
URI: https://scholar.ptuk.edu.ps/handle/123456789/616
Appears in Collections:Applied science faculty



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