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| electrical network theory: Electrical Networks John Choma, 1985-03-21 A detailed introduction to modern network theory. Includes computer models of semiconductor devices and circuits, and several computer modeling techniques. Brings together many useful techniques and basic concepts that have previously been scattered throughout other texts and professional journals. Establishes a strong analytical foundation for the analysis, design, and optimization of active and passive linear electrical networks, unifying classical theory and electronic circuit design. Features rigorous theoretical developments and design-oriented examples and exercises. |
| electrical network theory: Linear Network Theory G. I. Atabekov, 2014-05-09 Linear Network Theory presents the problems of linear network analysis and synthesis. This book discusses the theory of linear electrical circuits, which is important for developing the scientific outlook of specialists in radio and electrical engineering. Organized into 13 chapters, this book begins with an overview of circuit theory that operates with electrical quantities, including voltage, charge, and current. This text then examines sinusoidal function as the predominant form of a periodic process in electrical circuits. Other chapters consider the reduction of a series–parallel network to single equivalent impedance, which is one of the main forms of converting circuit diagrams often used in practice. The final chapter deals with the Laplace transformation or operational calculus, which is a combination of methods of mathematical analysis. This book is intended to be suitable for students in the specialized branches of electrical and radio engineering, post-graduates, and engineers extending their theoretical knowledge. |
| electrical network theory: Foundation for Electric Network Theory Myril Baird Reed, 2013-09 |
| electrical network theory: Electrical Network Theory Norman Balabanian, Theodore A. Bickart, 1969 |
| electrical network theory: Mathematical Aspects of Electrical Network Analysis Herbert S. Wilf, Frank Harary, 1971 |
| electrical network theory: Mathematical Models of Electrical Network Systems Andrzej Kłos, 2017-06-28 This book is for all those who are looking for a non-conventional mathematical model of electrical network systems. It presents a modern approach using linear algebra and derives various commonly unknown quantities and interrelations of network analysis. It also explores some applications of algebraic network model of and solves some examples of previously unsolved network problems in planning and operation of network systems. Complex mathematical aspects are illustrated and described in a way that is understandable for non-mathematicians. Discussing interesting concepts and practically useful methods of network analysis, it is a valuable resource for lecturers, students, engineers |
| electrical network theory: Matroid Theory and its Applications in Electric Network Theory and in Statics Andras Recski, 2013-06-29 I. The topics of this book The concept of a matroid has been known for more than five decades. Whitney (1935) introduced it as a common generalization of graphs and matrices. In the last two decades, it has become clear how important the concept is, for the following reasons: (1) Combinatorics (or discrete mathematics) was considered by many to be a collection of interesting, sometimes deep, but mostly unrelated ideas. However, like other branches of mathematics, combinatorics also encompasses some gen eral tools that can be learned and then applied, to various problems. Matroid theory is one of these tools. (2) Within combinatorics, the relative importance of algorithms has in creased with the spread of computers. Classical analysis did not even consider problems where only a finite number of cases were to be studied. Now such problems are not only considered, but their complexity is often analyzed in con siderable detail. Some questions of this type (for example, the determination of when the so called greedy algorithm is optimal) cannot even be answered without matroidal tools. |
| electrical network theory: Matrix and Tensor Analysis in Electrical Network Theory Stanley Austen Stigant, 1964 |
| electrical network theory: Submodular Functions and Electrical Networks H. Narayanan, 1997-05 There is a strong case for electrical network topologists and submodular function theorists being aware of each other's fields. Presenting a topological approach to electrical network theory, this book demonstrates the strong links that exist between submodular functions and electrical networks. The book contains: . a detailed discussion of graphs, matroids, vector spaces and the algebra of generalized minors, relevant to network analysis (particularly to the construction of efficient circuit simulators) . a detailed discussion of submodular function theory in its own right; topics covered include, various operations, dualization, convolution and Dilworth truncation as well as the related notions of prinicpal partition and principal lattice of partitions. In order to make the book useful to a wide audience, the material on electrical networks and that on submodular functions is presented independently of each other. The hybrid rank problem, the bridge between (topological) electrical network theory and submodular functions, is covered in the final chapter. The emphasis in the book is on low complexity algorithms, particularly based on bipartite graphs. The book is intended for self-study and is recommended to designers of VLSI algorithms. More than 300 problems, almost all of them with solutions, are included at the end of each chapter. |
| electrical network theory: Electrical Networks A. Henderson, 2014-05-12 Electrical Networks focuses on the principles, methodologies, practices, and approaches involved in electrical networks, including transformers, polarity, Zobel networks, and Fourier series. The book first elaborates on d.c. currents and voltages and varying currents and voltages. Discussions focus on voltage and current sources, energy and power, voltage and current division, star-delta transformation, direction and polarity, periodical quantities, capacitors and inductors, and energy stored in capacitors and inductors. The manuscript then takes a look at some properties of networks and magnetic coupled inductors. Topics include equivalent circuits for magnetic coupled coils, voltage and the current transformer, mutual induction, impedance transformation, current direction, voltage polarity and the mode of winding, polar diagrams, resonance, and Zobel networks. The publication examines networks containing switches, complex frequency, and Fourier series. Considerations include frequency spectrum, finite Fourier series, capacitor discharges over a resistor, natural oscillations, and discontinuity. The monograph is a valuable source of information for electricians and researchers interested in electrical networks. |
| electrical network theory: Linear Network Theory Clifford D. Ferris, 1962 |
| electrical network theory: Network Analysis and Synthesis Brian D. O. Anderson, Sumeth Vongpanitlerd, 2013-01-30 This comprehensive look at linear network analysis and synthesis explores state-space synthesis as well as analysis, employing modern systems theory to unite classical concepts of network theory. 1973 edition. |
| electrical network theory: Networks, Lines, and Fields John Douglas Ryder, 1955 |
| electrical network theory: Tellegen's Theorem and Electrical Networks Paul Penfield, Robert Spence, Simon Duinker, 1970 B. D. H. Tellegen's theorem is still not as widely known as its utility warrants. The authors of this monograph set out to correct this neglect. |
| electrical network theory: An Introduction to Electrical Circuit Theory Graham Williams, 1977 |
| electrical network theory: AC and DC Network Theory A.J. Pointon, Howarth, 2012-12-06 Whatever the field of human activity-domestic or scientific, work or leisure-it is likely that some knowledge of the behaviour of electrical circuits is required to keep the processes moving, the wheels turning. In many cases, a knowledge of Ohm's law may suffice. In others, an understanding of more complex relationships may be necessary. In this book an attempt is made to provide, in a concise manner, an introduction to the main methods of treating electrical networks, whether they be carrying direct (de) or alternating (ac) electrical currents. Clearly, the range of possible circuits is vast so that the simplifications which are demonstrated in the pages that follow are of great importance to the student. However, to gain the fullest benefit from such a concise presentation, the student must devote some time to the exercises which are provided in Appendix B. The units used throughout the book are those of the International System (or SI). The various quantities which are introduced-such as current and potential and resistance-are summarized in Appendix A together with the symbols used to represent them, the unit associated with each quantity and the formula used to derive that unit from four fundamental or MKSA units. |
| electrical network theory: Applied Graph Theory Wai-Kai Chen, 2014-11-28 Applied Graph Theory: Graphs and Electrical Networks, Second Revised Edition provides a concise discussion of the fundamentals of graph and its application to the electrical network theory. The book emphasizes the mathematical precision of the concepts and principles involved. The text first covers the basic theory of graph, and then proceeds to tackling in the next three chapters the various applications of graph to electrical network theory. These chapters also discuss the foundations of electrical network theory; directed-graph solutions of linear algebraic equations; and topological analysis of linear systems. Next, the book covers trees and their generation. Chapter 6 deals with the realizability of directed graphs with prescribed degrees, while Chapter 7 talks about state equations of networks. The book will be of great use to researchers of network topology, linear systems, and circuitries. |
| electrical network theory: Graph Theory and Its Engineering Applications Wai-Kai Chen, 1997 The intuitive diagrammatic nature of graphs makes them useful in modelling systems in engineering problems. This text gives an account of material related to such applications, including minimal cost flows and rectangular dissection and layouts. A major th |
| electrical network theory: Quantum Techniques In Stochastic Mechanics John C Baez, Jacob D Biamonte, 2018-02-14 We introduce the theory of chemical reaction networks and their relation to stochastic Petri nets — important ways of modeling population biology and many other fields. We explain how techniques from quantum mechanics can be used to study these models. This relies on a profound and still mysterious analogy between quantum theory and probability theory, which we explore in detail. We also give a tour of key results concerning chemical reaction networks and Petri nets. |
| electrical network theory: Network Science Ted G. Lewis, 2011-09-20 A comprehensive look at the emerging science of networks Network science helps you design faster, more resilient communication networks; revise infrastructure systems such as electrical power grids, telecommunications networks, and airline routes; model market dynamics; understand synchronization in biological systems; and analyze social interactions among people. This is the first book to take a comprehensive look at this emerging science. It examines the various kinds of networks (regular, random, small-world, influence, scale-free, and social) and applies network processes and behaviors to emergence, epidemics, synchrony, and risk. The book's uniqueness lies in its integration of concepts across computer science, biology, physics, social network analysis, economics, and marketing. The book is divided into easy-to-understand topical chapters and the presentation is augmented with clear illustrations, problems and answers, examples, applications, tutorials, and a discussion of related Java software. Chapters cover: Origins Graphs Regular Networks Random Networks Small-World Networks Scale-Free Networks Emergence Epidemics Synchrony Influence Networks Vulnerability Net Gain Biology This book offers a new understanding and interpretation of the field of network science. It is an indispensable resource for researchers, professionals, and technicians in engineering, computing, and biology. It also serves as a valuable textbook for advanced undergraduate and graduate courses in related fields of study. |
| electrical network theory: Electrical Technology B. L. Theraja, A. K. Theraja, 1999-07 |
| electrical network theory: Electrical Network Theory K. C. Ng, 1977-03-01 |
| electrical network theory: Electric Networks: Functions, Filters, Analysis Henry Ruston, Joseph Bordogna, 1966 |
| electrical network theory: Elementary Electrical Network Theory David Gorda Tucker, 1964 |
| electrical network theory: Electric Circuit Theory R. Yorke, 2013-10-22 Electric Circuit Theory provides a concise coverage of the framework of electrical engineering. Comprised of six chapters, this book emphasizes the physical process of electrical engineering rather than abstract mathematics. Chapter 1 deals with files, circuits, and parameters, while Chapter 2 covers the natural and forced response of simple circuit. Chapter 3 talks about the sinusoidal steady state, and Chapter 4 discusses the circuit analysis. The fifth chapter tackles frequency response of networks, and the last chapter covers polyphase systems. This book will be of great help to electrical, electronics, and control engineering students or any other individuals who require a substantial understanding of the physical aspects of electrical engineering. |
| electrical network theory: Mathematical Models in Electrical Circuits: Theory and Applications C. A. Marinov, Pekka Neittaanmäki, 1991-09-30 One service mathematics has rendered the 'Et moi, .... si favait su comment en revenir, je n'y seTais point alle.' human race. It has put common sense back Jules Verne where it belongs. on the topmost shelf next to the dusty canister labelled 'discarded n- sense', The series is divergent; therefore we may be Eric T. Bell able to do something with it. O. Heaviside Mathematics is a tool for thought. A highly necessary tool in a world where both feedback and non linearities abound. Similarly, all kinds of parts of mathematics serve as tools for other parts and for other sciences. Applying a simple rewriting rule to the quote on the right above one finds such statements as: 'One service topology has rendered mathematical physics .. .'; 'One scrvice logic has rendered com puter science .. .'; 'One service category theory has rendcred mathematics .. .'. All arguably true. And all statements obtainable this way form part of the raison d'etre of this scries. |
| electrical network theory: Foundation for Electric Network Theory Myril Baird Reed, 1961 |
| electrical network theory: Linear Network Theory Norman Balabanian, Theodore A. Bickart, 1981 |
| electrical network theory: The Foundations of Electric Circuit Theory N. R. Sree Harsha, Sree N. R. : Prakash Harsha (Anupama : Kothari, D. P.), Anupama Prakash, Dwarkadas Pralhaddas Kothari, 2016 Circuit theory is one of the most important tools of the electrical engineer, and it can be derived with suitable approximations from Maxwell's equations. Despite this, university courses treat electromagnetism and circuit theory as two separate subjects and at advanced level, students can lack a basic understanding of the classical electromagnetism applied in the context of electric circuits to fully appreciate and apply circuit theory and understand its limitations. Here the authors build on their graduate teaching experiences and lectures to treat these topics as a single subject and derive and present the important results from circuit analyses, such as Kirchhoff's laws and Ohm's law, using the ideas of the classical electromagnetism.--Prové de l'editor. |
| electrical network theory: Network Analysis Mac Elwyn Van Valkenburg, 1964 |
| electrical network theory: Network Theory N. C. Jagan, C. Lakshminarayana, 2005 This book on network analysis is generally one of the basic texts a student of engineering refers to. While currently available books on the subject adequately cover the different facets the authors feel that there is still a need for a book which provides all the necessary material required by the students of electrical and electronic engineering at one place for a solid foundation in the area of Circuit Theory. The purpose of writing this book is therefore to fulfil this requirement. The material presented in this book can be covered adequately in two semesters. The authors have tried to present the concepts of network analysis in a lucid way so that a student reading this book will be able to understand the subject easily. No prerequisites other than a rudimentary knowledge of physics including the concepts of electricity and magnetism are necessary. |
| electrical network theory: Graph Theory with Applications to Engineering and Computer Science DEO, NARSINGH, 2004-10-01 Because of its inherent simplicity, graph theory has a wide range of applications in engineering, and in physical sciences. It has of course uses in social sciences, in linguistics and in numerous other areas. In fact, a graph can be used to represent almost any physical situation involving discrete objects and the relationship among them. Now with the solutions to engineering and other problems becoming so complex leading to larger graphs, it is virtually difficult to analyze without the use of computers. This book is recommended in IIT Kharagpur, West Bengal for B.Tech Computer Science, NIT Arunachal Pradesh, NIT Nagaland, NIT Agartala, NIT Silchar, Gauhati University, Dibrugarh University, North Eastern Regional Institute of Management, Assam Engineering College, West Bengal Univerity of Technology (WBUT) for B.Tech, M.Tech Computer Science, University of Burdwan, West Bengal for B.Tech. Computer Science, Jadavpur University, West Bengal for M.Sc. Computer Science, Kalyani College of Engineering, West Bengal for B.Tech. Computer Science. Key Features: This book provides a rigorous yet informal treatment of graph theory with an emphasis on computational aspects of graph theory and graph-theoretic algorithms. Numerous applications to actual engineering problems are incorpo-rated with software design and optimization topics. |
| electrical network theory: Linear Network Theory K. F. Sander, 2017-02-21 Linear Network Theory covers the significant algebraic aspect of network theory, with minimal reference to practical circuits. The book begins the presentation of network analysis with the exposition of networks containing resistances only, and follows it up with a discussion of networks involving inductance and capacity by way of the differential equations. Classification and description of certain networks, equivalent networks, filter circuits, and network functions are also covered. Electrical engineers, technicians, electronics engineers, electricians, and students learning the intricacies of network theory will find this book helpful. |
| electrical network theory: Problems in Electrical Network Theory P. R. Bryant, 1960 |
| electrical network theory: Introductory Network Theory Amar G. Bose, Kenneth N. Stevens, 1965 |
| electrical network theory: Electrical Networks John Choma, 1985-03-21 A detailed introduction to modern network theory. Includes computer models of semiconductor devices and circuits, and several computer modeling techniques. Brings together many useful techniques and basic concepts that have previously been scattered throughout other texts and professional journals. Establishes a strong analytical foundation for the analysis, design, and optimization of active and passive linear electrical networks, unifying classical theory and electronic circuit design. Features rigorous theoretical developments and design-oriented examples and exercises. |
| electrical network theory: A First Course in Network Theory Ernesto Estrada (Prof.), Philip A. Knight, 2015 Network theory is a major topic of interdisciplinary research which covers diverse areas including physics, mathematics and sociology. This book covers all the basics and the most commonly used concepts in the field, provides examples of their applications in solving practical problems, and clear indications on how to analyse their results. |
| electrical network theory: Feedback Networks John Choma, Wai-Kai Chen, 2007 This book addresses the theoretical and practical circuit and system concepts that underpin the design of reliable and reproducible, high performance, monolithic feedback circuits. It is intended for practicing electronics engineers and students who wish to acquire an insightful understanding of the ways in which open loop topologies, closed loop architectures, and fundamental circuit theoretic issues combine to determine the limits of performance of analog networks. Since many of the problems that underpin high speed digital circuit design are a subset of the analysis and design dilemmas confronted by wideband analog circuit designers, the book is also germane to high performance digital circuit design. |
| electrical network theory: Fractional-Order Electrical Circuit Theory Bo Zhang, Xujian Shu, 2021-08-16 This book presents a concise and insightful view of the knowledge on fractional-order electrical circuits, which belongs to the subject of Electric Engineering and involves mathematics of fractional calculus. It offers an overview of fractional calculus and then describes and analyzes the basic theories and properties of fractional-order elements and fractional-order electrical circuit composed of fractional-order elements. Therein, the fundamental theorems, time-domain analysis, steady-state analysis, complex frequency domain analysis and state variable analysis of fractional-order electrical circuit are included. The fractional-order two-port networks and generalized fractional-order linear electrical circuits are also mentioned. Therefore, this book provides readers with enough background and understanding to go deeper into the topic of fractional-order electrical circuit, so that it is useful as a textbook for courses related to fractional-order elements, fractional-order electrical circuits, etc. This book is intended for students without an extensive mathematical background and is suitable for advanced undergraduate and graduate students, engineers and researchers who focus on the fractional-order elements, electrical circuits and systems. |
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