This book offers an excellent and practically oriented introduction to the basic concepts of modern circuit theory. It builds a thorough and rigorous understanding of the analysis techniques of electric networks, and also explains the essential procedures involved in the synthesis of passive networks. Written specifically to meet the needs of undergraduate students of electrical and electronics engineering, electronics and communication engineering, instru-mentation and control engineering, and computer science and engineering, the book provides modularized coverage of the full spectrum of network theory suitable for a one-semester course.
A balanced emphasis on conceptual understanding and problem-solving helps students master the basic principles and properties that govern circuit behaviour. A large number of solved examples show students the step-by-step processes for applying the techniques presented in the text. A variety of exercises with answers at the chapter ends allow students to practice the solution methods.
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Besides students pursuing courses in engineering, the book is also suitable for self-study by those preparing for AMIE and competitive examinations.
This book is recommended in Assam Engineering College, Assam, Royal School of Engineering & Technology, Assam, Assam Don Bosco University, Assam, Girijananda Chowdury Institute of Management and Technology, Assam, West Bengal University of Technology (WBUT) for B.Tech.
An objective-type question bank at the end of book is designed to see how well the students have mastered the material presented in the text.Preface.
Acknowledgements.
1. Fundamentals of Circuits.
2. Kirchhoff's Laws.
3. DC Network Theorems.
4. DC Transients.
5. Single-Phase AC Circuits.
6. Resonance.
7. Three-Phase Systems.
8. Fourier Series and Fourier Transform.
9. Laplace Transform.
10. Application of Laplace Transform.
11. Analysis of Special Signal Waveforms.
12. Application of Kirchhoff's Laws and Network Theorems to AC Circuits.
13. Coupled Circuits.
14. Two-Port Networks.s
15. Properties of Network Functions.
16. Network Graph Theory.
17. Analogous Systems.
18. State Variable Approach.
19. Transmission Lines.
20. Passive Filters.
21. Attenuators.
22. Equalizers.
23. Active Filters.
24. Synthesis of Passive Networks.
Appendix A. Phasors in AC Circuits.
Appendix B. PSpice Commands.
Objective-type Questions.
Bibliography..
Index.
Circuit Theory Analysis and Synthesis By Abhijit Chakrabarti provide a complete, detailed and lucid analysis of the circuit theory.
Circuit Theory Analysis and Synthesis By Abhijit Chakrabarti is an extremely useful book, not just for the students of engineering, but also for those aiming to take various competitive exams. The book contains a detailed theoretical analysis of the topic, and also includes numerous solved examples. To help students preparing for their GATE, AMIE, IETE, and other professional and competitive exams, these problems have been based on the question papers of these exams. There are 23 chapters in the book.
Book Details
Book Name – Circuit Theory Analysis and Synthesis By Abhijit Chakrabarti
Author – Abhijit Chakrabarti
Publisher – Dhanpat Rai & Co.
Language – English
Paperback – 1014 Pages
Book Contents
Synthesis And Analysis Paper
There are 23 chapters in the book. These includeNetwork Theorems, Circuit Elements, Resonance and Selectivity, Network Analysisby Kirchhoff’s, Analysis of RLC Circuits, Analysis of 3 Phase Circuits,Analysis of Coupled Circuits, Special Signal Waveforms’ Analysis, Analysis ofTwo Port Network, Power Relations in AC Circuits, Application of NetworkTheorems in AC Circuits, Transient Response of Passive Circuits, Network Functionsand their Properties, Fourier Analysis, Graph Theory, Application of LaplaceTransformation in Circuit Analysis, Fundamentals of Active Filter, PassiveFilters, State Variable Analysis, Circuit Simulation (Computer Aided) UsingPSpice, and Review Problems.There are also 4 Appendices. These are Complex Numbers and theirOperational Aspects, Complex Frequency, The Fourier Integral and Transform, andIntroduction to Matrix Algebra and Vectors. At the end of each chapter, thereare unsolved problems which can be used for practice. The author has provideduseful hints for these problems to help readers.