Circuit Theory And Network Analysis


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Circuit theory and Network Analysis


Circuit theory and Network Analysis

Author: Mr. Rohit Manglik

language: en

Publisher: EduGorilla Publication

Release Date: 2024-01-24


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Teaches techniques like mesh and nodal analysis, network theorems, and transient response of RLC circuits.

Electric Circuits and Networks


Electric Circuits and Networks

Author: K. S. Suresh Kumar

language: en

Publisher: Pearson Education India

Release Date: 2008-08-05


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Electric Circuits and Networks is designed to serve as a textbook for a two-semester undergraduate course on basic electric circuits and networks. The book builds on the subject from its basic principles. Spread over seventeen chapters, the book can be taught with varying degree of emphasis on its six subsections based on the course requirement. Written in a student-friendly manner, its narrative style places adequate stress on the principles that govern the behaviour of electric circuits and networks.

Classical Circuit Theory


Classical Circuit Theory

Author: Omar Wing

language: en

Publisher: Springer Science & Business Media

Release Date: 2008-09-18


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Classical circuit theory is a mathematical theory of linear, passive circuits, namely, circuits composed of resistors, capacitors and inductors. Like many a thing classical, it is old and enduring, structured and precise, simple and elegant. It is simple in that everything in it can be deduced from ?rst principles based on a few physical laws. It is enduring in that the things we can say about linear, passive circuits are universally true, unchanging. No matter how complex a circuit may be, as long as it consists of these three kinds of elements, its behavior must be as prescribed by the theory. The theory tells us what circuits can and cannot do. As expected of any good theory, classical circuit theory is also useful. Its ulti mate application is circuit design. The theory leads us to a design methodology that is systematic and precise. It is based on just two fundamental theorems: that the impedance function of a linear, passive circuit is a positive real function, and that the transfer function is a bounded real function, of a complex variable.