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A Practical Introduction to Electrical Circuits represents a fresh approach to the subject which is compact and easy to use, yet offers a comprehensive description of the fundamentals, including Kirchhoff's laws, nodal and mesh analysis, Thevenin and Norton's theorems, and maximum power transfer for both DC and AC circuits, as well as transient analysis of first- and second-order circuits. Advanced topics such as mutual inductance and transformers, operational amplifier circuits, sequential switching, and three-phase systems reinforce the fundamentals. Approximately one hundred solved examples are included within the printed copy. Extra features online include over two hundred additional problems with detailed, step-by-step solutions, and 40 self-service quizzes with solutions and feedback.
List of contents
1. Beginning Concepts and Resistive Circuits. 2. Nodal Analysis. 3. Operational Amplifier Circuits. 4. Mesh Analysis. 5. Thevenin's and Norton's Theorems. 6. First-Order Circuits. 7. Second-Order Circuits. 8. Sinusoidal Steady-State Analysis. 9. Frequency Response. APPENDIX A: Resistor Color Code. APPENDIX B: Sandard Values of 5% Resistors. APPENDIX C: Standard Values of 10% Capacitors. APPENDIX D: Electrolytic Capacitors. APPENDIX E: Electrolytic Capacitors. APPENDIX F: Complex Numbers. APPENDIX G: Cramer's Method.
About the author
John Ayers has been engaged in teaching and academic research for over three decades at the University of Connecticut, where he is a University Teaching Fellow. Ayers considers electrical circuits to be one of his passions. He earned the BSEE from the University of Maine in 1984 and the MSEE and PhDEE from Rensselaer Polytechnic Institute in 1987 and 1990, respectively. His industrial experience includes Fairchild Semiconductor, National Semiconductor, Phillips Laboratories, and Epitax Engineering. Ayers has authored nine books as well as hundreds of research papers, and is the recipient of eight awards for excellence and innovation in teaching
Summary
A Practical Introduction to Electrical Circuits represents a fresh approach to the subject which is compact and easy to use, yet offers a comprehensive description of the fundamentals, including Kirchhoff’s laws, nodal and mesh analysis
