Linear Network Theory
eBook - PDF

Linear Network Theory

  1. 644 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Linear Network Theory

About this book

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.

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Yes, you can access Linear Network Theory by G. I. Atabekov, P. K. M'Pherson in PDF and/or ePUB format, as well as other popular books in Technology & Engineering & Mathematics General. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. Front Cover
  2. Linear Network Theory
  3. Copyright Page
  4. Table of Contents
  5. FOREWORD
  6. NOTATION
  7. CHAPTER I. BASIC DEFINITIONS AND CONCEPTS
  8. CHAPTER II. BASIC RELATIONSHIPS IN SINUSOIDAL-CURRENT CIRCUITS
  9. CHAPTER III. NETWORK REDUCTION AND TRANSFORMATION
  10. CHAPTER IV. METHODS OF SOLVING NETWORKS
  11. CHAPTER V. LOCI METHOD
  12. CHAPTER VI. TWO-TERMINAL NETWORKS
  13. CHAPTER VII. FOUR-TERMINAL NETWORKS
  14. CHAPTER VIII. RESONANT CIRCUITS. FILTERS
  15. CHAPTER IX. CIRCUITS WITH DISTRIBUTED PARAMETERS
  16. CHAPTER X. NONSINUSOIDAL PERIODIC WAVES (FOURIER SERIES)
  17. CHAPTER XI. TRANSIENT ANALYSIS (CLASSIC METHOD)
  18. CHAPTER XII. THE FOURIER INTEGRAL
  19. CHAPTER XIII. THE LAPLACE TRANSFORMATION
  20. APPENDIX I: ELEMENTS OF COMPLEX VARIABLE THEORY
  21. APPENDIX II: BASIC PROPERTIES OF THE FOURIER TRANSFORMATION
  22. APPENDIX III: BASIC PROPERTIES OF THE LAPLACE TRANSFORMATION
  23. APPENDIX IV: LAPLACE TRANSFORMS
  24. REFERENCES
  25. INDEX