Description Applied Circuit Analysis 1e is intended to present circuit analysis to engineering technology students in a manner that is clearer, more interesting and easier to understand than other texts. This book was written for a two-semester or three-quarter course in linear analysis. The book may also be used for a one-semester course by a proper selection of chapters and sections by the instructor. It is broadly divided into two parts. Part 1, consisting of Chapters 1 to 10, is devoted to dc circuits. Part 2, containing Chapters 11 to 19, deals with ac circuits. The material in two parts is more than sufficient for a two-semester course so the instructor must select which chapters or sections to cover.
Features
In recognition of the requirements by ABET (Accreditation Board for Engineering and Technology) on integrating computer tools, the use of PSpice I and Multisim is encouraged in a student-friendly manner. Appendix C serves as a tutorial on PSpice for Windows, while Appendix D provides an introduction to Multisim.
Ten review questions in the form of multiple-choice objective items are provided at the end of each chapter with answers. The review questions are intended to cover the little "tricks" which the examples and end-of-chapter problems may not cover. They serve as a self-test device and help students determine how well they have mastered the chapter.
Table of Contents PART 1 - DC Circuits Chapter 1 Basic Concepts Chapter 2 Resistance Chapter 3 Power and Energy Chapter 4 Series Circuits Chapter 5 Parallel Circuits Chapter 6 Series-Parallel Circuits Chapter 7 Methods of Analysis Chapter 8 DC Circuit Theorems Chapter 9 Capacitance Chapter 10 Inductance PART 2 - AC Circuits Chapter 11 AC Voltage and Current Chapter 12 Phasors and Impedance Chapter 13 Sinusoidal Steady-State Analysis Chapter 14 AC Power Analysis Chapter 15 Resonance Chapter 16 Filters and Bode Plots Chapter 17 Three-Phase Circuits Chapter 18 Transformers and Coupled Circuits Chapter 19 Two-Port Networks Appendix A Simultaneous Equations and Matrix Inversion Appendix B Complex Numbers Appendix C PSpice for Windows Appendix D Mutlisim Aooendix E MATLAB Appendix F TI-89 Calculators Appendix G Answers to odd-numbered Problems
Matthew N. O. Sadiku, Prairie View A&M University Sarhan M. Musa, Prairie View A&M University Charles K. Alexander, Cleveland State