Applied circuit analysis
著者
書誌事項
Applied circuit analysis
Wiley, c1988
- : pbk
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注記
Includes index
内容説明・目次
- 巻冊次
-
ISBN 9780471604983
内容説明
A treatment of the major aspects of circuit analysis is offered in this book. Simple ideas are developed into broader concepts - for example, Thevenin's theorem is introduced via a preliminary example of conventional analysis. Discussion of state variables, presented early in the text, gives physical meaning to the mathematical development. Superposition is presented as a unifying principle in discussions of the formulation of loop, node, and state equations, Thevenin's theorem, convolution, Fourier series analysis and zero state responses. An introduction is given to frequency response, filters and resonance from several points of view. Also included is treatment of stability and a presentation of basic graph theory which facilitates systematic formulation of network equations, their sufficiency and solvability. The book contains solved examples, end-of-chapter problems, and tables of trigonometric functions, integrals, and transforms.
目次
- Preliminaries
- Basic Units and Variables
- Resistance, Kirchhoff's Laws
- Node and Loop Analysis
- Graphs and Networks
- Some Basic Resistive Circuits
- Network Theorems and Techniques
- Dynamic Elements
- First-Order RC and RL Circuits
- Second-Order Circuits
- Higher-Order Circuits
- Sinusoidal Steady-State Analysis
- Resonance and Frequency Response
- Power in the Sinusoidal Steady State
- Transformers
- Three-Phase Circuits
- The Laplace Transform
- Laplace Transform in Network Analysis
- Generalized Theorems and Properties of Networks
- Frequency Response and Filters
- Stability
- State Variable Analysis
- The Fourier Series
- The Fourier Transform
- Appendix A: Matrices and Determinants
- Appendix B: Complex Numbers
- Appendix C: Scaling
- Appendix D: Selected Hints and Answers.
- 巻冊次
-
: pbk ISBN 9780471611486
内容説明
A thorough treatment of all major aspects of circuit analysis is offered in this book. Simple ideas are developed into broader concepts (eg Thevenin's theorem is introduced via a preliminary example of conventional analysis). Discussion of state variables, presented early in the text, gives physical meaning to the mathematical development. Superposition is presented as a unifying principle in discussions of the formulation of loop, node, and state equations; Thevenin's theorem; convolution; Fourier series analysis; and zero state responses. An introduction is given to frequency response, filters, and resonance from several points of view. Also included is an in- depth treatment of stability and a presentation of basic graph theory which facilitates systematic formulation of network equations, their sufficiency and solvability. Solved examples, end-of-chapter problems, and tables of trigonometric functions, integrals, and transforms are contained.
目次
- Preliminaries
- Basic Units and Variables
- Resistance, Kirchhoff's Laws
- Node and Loop Analysis
- Graphs and Networks
- Some Basic Resistive Circuits
- Network Theorems and Techniques
- Dynamic Elements
- First-Order RC and RL Circuits
- Second-Order Circuits
- Higher-Order Circuits
- Sinusoidal Steady-State Analysis
- Resonance and Frequency Response
- Power in the Sinusoidal Steady State
- Transformers
- Three-Phase Circuits
- The Laplace Transform
- Laplace Transform in Network Analysis
- Generalized Theorems and Properties of Networks
- Frequency Response and Filters
- Stability
- State Variable Analysis
- The Fourier Series
- The Fourier Transform. Appendices: Matrices and Determinants
- Complex Numbers
- Scaling
- Selected Hints and Answers.
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