Fundamental of Electric Circuits – Charles Alexander, Matthew Sadiku – 5th Edition

Description

Alexander and Sadiku’s fifth edition of Fundamentals of Electric Circuits continues in the spirit of its successful previous editions, with the objective of presenting circuit analysis in a manner that is clearer, more interesting, and easier to understand than other, more traditional texts.

Students are introduced to the sound, six-step problem solving methodology in chapter one, and are consistently made to apply and practice these steps in practice problems and homework problems throughout the text. A balance of theory, worked examples and extended examples, practice problems, and real-world applications, combined with over 468 new or changed homework problems for the fifth edition and robust media offerings, renders the fifth edition the most comprehensive and student-friendly approach to linear circuit analysis.

This edition retains the Design a Problem feature which helps students develop their design skills by having the student develop the question as well as the solution. There are over 100 Design a Problem exercises integrated into the problem sets in the book.

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  • Part 1 DC Circuits

    1 Basic Concepts
    2 Basic Laws
    3 Methods of Analysis
    4 Circuit Theorems
    5 Operational Amplifiers
    6 Capacitors and Inductors
    7 First-Order Circuits
    8 Second-Order Circuits

    Part 2 AC Circuits

    9 Sinusoids and Phasors
    10 Sinusoidal Steady-State Analysis
    11 AC Power Analysis
    12 Three-Phase Circuits
    13 Magnetically Coupled Circuits
    14 Frequency Response

    Part 3 Advanced Circuit Analysis

    15 Introduction to the Laplace Transform
    16 Applications of the Laplace Transform
    17 The Fourier Series
    18 Fourier Transform
    19 Two-Port Networks

    Appendix A Simultaneous Equations and Matrix Inversion
    Appendix B Complex Numbers
    Appendix C Mathematical Formulas
    Appendix D PSpice for Windows
    Appendix E MATLAB
    Appendix F KCIDE
    Appendix G Answers to Odd-Numbered Problems
  • Citation

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