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Theorems for Electrical Circuits

Theorems for Electrical Circuits Theory and Solved Problems

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Lecture Notes in Electrical Engineering

Theorems for Electrical Circuits

Theory and Solved Problems

Alfonso Bachiller Soler | Ramón Cano González | Miguel Angel González Cagigal

Technology & Engineering / Electronics / Circuits / General

This book focuses on the practical application of specific theorems in solving electrical circuits. Specifically, it covers the theorems of Superposition, Thevenin, Norton, and Maximum Power Transfer. The theory is kept concise, yet all the necessary concepts are explained, and plentiful problems are solved in detail. A vast amount of figures is used for a more effective learning. All in all, this book helps undergraduate and graduate students to develop the necessary skills to solve a broad range of transient exercises. It offers a unique complementary text to classical electric circuit textbooks, for students and self-study, as well.

Alfonso Bachiller Soler is a full professor in the Department of Electrical Engineering of the University of Seville, where he teaches courses related to electrotechnics and circuit theory, among others. He received both the Industrial and Aeronautical Engineering degrees, and the Ph.D. degree, from the University of Seville, Spain.

Ramón Cano González is a full professor in the Department of Electrical Engineering of the University of Seville, where he teaches courses related to electrotechnics and circuit theory, among others. He received the Industrial Technical Engineering degree, the Automation and Industrial Electronic Engineering degree, and the Ph.D. degree, from the University of Seville, Spain.

Miguel Ángel González Cagigal is an assistant professor in the Department of Electrical Engineering of the University of Seville, where he teaches courses related to electrotechnics and circuit theory, among others. He received the Industrial Engineering degree, the M.Sc. in Industrial Engineering, the M.Sc. in Electric Energy Systems, and the Ph.D. degree from the University of Seville, Spain.


Publication Date: 30 December 2025
Publisher: Springer Nature Switzerland
Imprint: Springer
ISBN-13: 9783031749117
Format: Paperback / softback
Page Count: 197

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