A text book designed to give the engineer a reasonably complete coverage of the mathematical topics needed specifically or collaterally in the analysis or synthesis of electrical networks.

Linear Circuit Analysis provides concise and practical treatment of the basics of circuits suitable for undergraduates. Whilst mathematical rigour is not sacrificed, the book is written in an easily-readable style and also covers many topics from a practical, non-mathematical perspective. For those lecturers that wish to explore other teaching methods, the later chapters offer an introduction to the topological method of analysis. The text is ideal for a first course in circuits as the text starts by recapping basics such as Ohm's law before covering the nodal/mesh approach to circuit analysis. As such it equips students with effective analytical skills which will form a solid basis for the rest of their electronic engineering course.

Created to highlight and detail its most important concepts, this book is a major revision of the author s ownIntroductory Circuit Analysis,completely rewritten to bestow users with the knowledge and skills that should be mastered when learning about dc/ac circuits.KEY TOPICSSpecific chapter topics include Current and Volta≥ Resistance; Ohm s Law, Power and Energy; Series de Circuits; Parallel de Circuits; Series-Parallel Circuits; Methods of Analysis and Selected Topics(dc); Network Theorems; Capacitors; Inductors; Sinusoidal Alternating Waveforms; The Basic Elements and Phasors; Series and Parallel AC Circuits; Series-Parallel AC Networks and the Power Triang≤ AC Methods of Analysis and Theorems; Resonance and Filters; Transformers and Three-Phase Systems; and Pulse Waveforms and the Non-sinusoidal Response.For practicing technicians and engineers.

Every engineering professional needs a practical, convenient mathematics resource, without extensive theory and proofs. Mathematics for Circuits and Filters stresses the fundamental theory behind professional applications, making an excellent, flexible resource that enables easy access to the information needed to deal with circuits and filters. The sections feature frequent examples and illustrations, reinforcing the basic theory. The examples also demonstrate applications of the concepts. References at the end of each section are drawn from not only traditional sources, but from relevant, nontraditional ones as well, including software, databases, standards, seminars, and conferences. This leads advanced researchers quickly to the data they may need for more specialized problems. An international panel of experts developed the chapters for practicing engineers, concentrating on the problems that they encounter the most and have the most difficulty with. Mathematics for Circuits and Filters aids in the engineer's understanding and recall of vital mathematical concepts and acts as the engineer's primary resource when looking for solutions to a wide range of problems.