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Elements of Electromagnetics

ISBN-10: 019513477X
ISBN-13: 9780195134773
Edition: 3rd 2001 (Revised)
List price: $121.50
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Description: Thoroughly updated and revised, this third edition of Sadiku's Elements of Electromagnetics is designed for the standard sophomore/junior level electromagnetics course taught in departments of electrical engineering. It takes a two-semester approach  More...

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Book details

List price: $121.50
Edition: 3rd
Copyright year: 2001
Publisher: Oxford University Press, Incorporated
Publication date: 8/31/2000
Binding: Hardcover
Pages: 784
Size: 8.00" wide x 9.50" long x 1.25" tall
Weight: 3.410
Language: English

Thoroughly updated and revised, this third edition of Sadiku's Elements of Electromagnetics is designed for the standard sophomore/junior level electromagnetics course taught in departments of electrical engineering. It takes a two-semester approach to fundamental concepts and applications in electromagnetics beginning with vecotr analysis-which is then applied throughout the text. A balanced presentation of time-varying fields and static fields prepares students for employment in today's industrial and manufacturing sectors. Mathematical theorems are treated separately from physical concepts. Students, therefore, do not need to review any more mathematics than their level of proficiency requires. Sadiku is well-known for his excellent pedagogy, and this edition refines his approach even further. Student-oriented pedagogy comprises: chapter introductions showing how the forthcoming material relates to the previous chapter, summaries, boxed formulas, and multiple choice review questions with answers allowing students to gauge their comprehension. Many new problems have been added throughout the text, as well as a new chapter on "Modern Topics" covering microwaves, electromagnetic interference and compatability, and optical fibers. This book is appropriate for sophomore/junior level students in electrical engineering. It will also be accompanied by a Solutions Manual, available free to adopters of the main text.

Matthew N. O. Sadiku is a professor at Prairie View A & M University, Prairie View, Texas. Before joining Prairie View, he taught at Florida Atlantic University, Boca Raton and Temple University, Philadelphia. He is the author of over 240 professional articles and over 50 books including Secrets of Successful Marriages, How to Discover God's Will for Your Life, and commentaries on Romans, Ephesians, and Galatians. His books are used worldwide, and some of them have been translated into French, Korean, Chinese, Italian, and Spanish. He can be reached via email at sadiku@ieee.org

Preface
A Note to the Student
Vector Analysis
Vector Algebra
Introduction
A Preview of the Book
Scalars and Vectors
Unit Vectors
Vector Addition and Subtraction
Position and Distance Vectors
Vector Multiplication
Components of a Vector
Coordinate Systems and Transformation
Introduction
Cartesian Coordinates (x, y, z)
Circular Cylindrical Coordinates (p, o, z)
Spherical Coordinates (r, O, z)
Constant-Coordinate Surfaces
Vector Calculus
Introduction
Differential Length, Area, and Volume
Line, Surface, and Volume Integrals
Del Operator
Gradient of a Scalar
Divergence of a Vector and Divergence Theorem
Curl of a Vector and Stokes's Theorem
Laplacian of a Scalar
Classification of Vector Fields
Electrostatics
Electrostatic Fields
Introduction
Coulomb's Law and Field Intensity
Electric Fields due to Continuous Charge Distributions
Electric Flux Density
Gauss's Law--Maxwell's Equation
Applications of Gauss's Law
Electric Potential
Relationship between E and V--Maxwell's Equation
An Electric Dipole and Flux Lines
Energy Density in Electrostatic Fields
Electric Fields in Material Space
Introduction
Properties of Materials
Convection and Conduction Currents
Conductors
Polarization in Dielectrics
Dielectric Constant and Strength
Linear, Isotropic, and Homogeneous Dielectrics
Continuity Equation and Relaxation Time
Boundary Conditions
Electrostatic Boundary-Value Problems
Introduction
Poisson's and Laplace's Equations
Uniqueness Theorem
General Procedure for Solving Poisson's or Laplace's Equation
Resistance and Capacitance
Method of Images
Magnetostatics
Magnetostatic Fields
Introduction
Biot-Savart's Law
Ampere's Circuit Law--Maxwell's Equation
Applications of Ampere's Law
Magnetic Flux Density--Maxwell's Equation
Maxwell's Equations for Static EM Fields
Magnetic Scalar and Vector Potentials
Derivation of Biot-Savart's Law and Ampere's Law
Magnetic Forces, Materials, and Devices
Introduction
Forces due to Magnetic Fields
Magnetic Torque and Moment
A Magnetic Dipole
Magnetization in Materials
Classification of Magnetic Materials
Magnetic Boundary Conditions
Inductors and Inductances
Magnetic Energy
Magnetic Circuits
Force on Magnetic Materials
Waves and Applications
Maxwell's Equations
Introduction
Faraday's Law
Transformer and Motional EMFs
Displacement Current
Maxwell's Equations in Final Forms
Time-Varying Potentials
Time-Harmonic Fields
Electromagnetic Wave Propagation
Introduction

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