Linear circuit analysis : time domain, phasor, and laplace transform approaches
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書誌事項
Linear circuit analysis : time domain, phasor, and laplace transform approaches
(The Oxford series in electrical and computer engineering)
Oxford University Press, 2001
2nd ed
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注記
Includes index
内容説明・目次
内容説明
This text is designed for the standard introductory electric circuits course taught in virtually all electrical engineering departments. This text covers all of the standard topics in a traditional order. The unique strengths of the projects are that: * Unique pedagogical features including case studies and real-world problems are the strongest aspects of this book. * Extensive use of modern computer packages (PSpice, MATLAB, etc.) for problem solutions. * More than 1000 end of chapter exercises are included.
目次
- 1. Introduction and Basic Concepts
- 2. Kirchhoff's Current & Voltage Laws and Series-Parallel Resistive Circuits
- 3. Nodal and Loop Analysis
- 4. The Operational Amplifier
- 5. Linearity, Superposition, and Source Transformations
- 6. Thevenin, Norton, and Maximum Power Transfer Theorems
- 7. Inductors, Capacitors and Duality
- 8. First Order RL and RC Circuits
- 9. Second Order Linear Circuits
- 10. Sinusoidal Steady State Analysis by Phasor Methods
- 11. Sinusoidal Steady State Power Calculations
- 12. Balanced Three-Phase Circuits
- 13. Laplace Transform Analysis, 1: Basics
- 14. Laplace Transform Analysis, 2: Circuit Applications
- 15. Laplace Transform Analysis 3: Transfer Function Applications
- 16. Time Domain Circuit Response Computations: The Convolution Method
- 17. Resonant and Bandpass Circuits
- 18. Magnetically Coupled Circuits and Transformers
- 19. Two-Ports
- 20. Analysis of Interconnected Two-Ports
- 21. Principles of Basic Filtering
- 22. Fourier Series with Applications to Electronic Circuits
- APPENDICES
- A1. Matrice
- A2. Software Assisted Problems
- A3/B1 Use of SPICE in Linear Circuits
- B2 Software Assisted Problems
- B3 Introduction to Magnetic Circuit Analysis
- Photo Credits
- Index
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