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Introduction to Modern Network Synthesis by M.E. Van Valkenburg: A Classic Textbook on Electrical Engineering
If you are looking for a comprehensive and rigorous introduction to the theory and practice of network synthesis, you may want to check out Introduction to Modern Network Synthesis by M.E. Van Valkenburg. This textbook, first published in 1960, covers topics such as network functions, network theorems, filter design, approximation methods, passive and active networks, and more. It is suitable for advanced undergraduate and graduate students of electrical engineering, as well as professionals who want to refresh their knowledge or learn new techniques.
The book is available for free download in PDF format from the Internet Archive[^1^]. You can also read it online or borrow it for 14 days. The PDF file has 564 pages and is about 23 MB in size. The book is in English and has a clear and concise style. It includes numerous examples, exercises, figures, and tables to illustrate the concepts and methods discussed.
Introduction to Modern Network Synthesis by M.E. Van Valkenburg is a classic textbook that has stood the test of time and remains relevant and useful for anyone interested in network synthesis. Whether you are a student, a teacher, or a practitioner of electrical engineering, you will find this book to be a valuable resource and reference.In this article, we will review some of the main topics and concepts covered in Introduction to Modern Network Synthesis by M.E. Van Valkenburg. We will also provide some links to other resources that may help you learn more about network synthesis.
A network function is a mathematical expression that relates the input and output voltages or currents of a network. It can be written in various forms, such as polynomial, rational, or frequency domain. A network function can be used to analyze the behavior and performance of a network, such as its frequency response, stability, and sensitivity. A network function can also be used to synthesize a network that meets certain specifications, such as a desired frequency response or impedance.
In Introduction to Modern Network Synthesis, Van Valkenburg introduces the concept of network functions and explains how to derive them from circuit diagrams or terminal equations. He also discusses the properties and limitations of network functions, such as causality, realizability, and reciprocity. He shows how to manipulate and simplify network functions using algebraic and graphical methods.
A network theorem is a general principle or rule that applies to any linear network. It can be used to simplify the analysis or synthesis of a network by reducing its complexity or finding equivalent circuits. Some of the common network theorems are Ohm's law, Kirchhoff's laws, Thevenin's theorem, Norton's theorem, superposition theorem, reciprocity theorem, maximum power transfer theorem, and Tellegen's theorem.
In Introduction to Modern Network Synthesis, Van Valkenburg presents and proves some of the most important network theorems and illustrates their applications with examples. He also introduces some advanced network theorems, such as Foster's theorem, Cauer's theorem, Bott-Duffin theorem, and Brune's theorem. He explains how these theorems can be used to synthesize networks with prescribed properties or characteristics.
A filter is a network that selectively passes or attenuates signals of different frequencies. It can be used to enhance or suppress certain components of a signal or to separate signals of different frequency bands. Filters are widely used in communication systems, signal processing, audio engineering, and many other fields. Filters can be classified into different types based on their frequency response, such as low-pass, high-pass, band-pass, band-stop, all-pass, etc.
In Introduction to Modern Network Synthesis, Van Valkenburg devotes several chapters to the design of filters using network synthesis techniques. He explains how to specify the desired frequency response of a filter using parameters such as cutoff frequency, bandwidth, attenuation, ripple, phase shift, etc. He also describes how to design filters using various approximation methods, such as Butterworth approximation, Chebyshev approximation, elliptic approximation, etc. He shows how to realize filters using passive or active components, such as resistors, capacitors, inductors, op-amps, etc. 061ffe29dd