Engineering Electromagnetics and Waves

Engineering Electromagnetics and Waves is designed for upper-division college and university engineering students, for those who wish to learn the subject through self-study, and for practicing engineers who need an up-to-date reference text. The student using this text is assumed to have completed typical lower-division courses in physics and mathematics as well as a first course on electrical engineering circuits.   This book provides engineering students with a solid grasp of electromagnetic fundamentals and electromagnetic waves by emphasizing physical understanding and practical applications. The topical organization of the text starts with an initial exposure to transmission lines and transients on high-speed distributed circuits, naturally bridging electrical circuits and electromagnetics. Teaching and Learning Experience This program will provide a better teaching and learning experience–for you and your students. It provides: Modern Chapter Organization Emphasis on Physical Understanding Detailed Examples, Selected Application Examples, and Abundant Illustrations Numerous End-of-chapter Problems, Emphasizing Selected Practical Applications Historical Notes on the Great Scientific Pioneers Emphasis on Clarity without Sacrificing Rigor and Completeness Hundreds of Footnotes Providing Physical Insight, Leads for Further Reading, and Discussion of Subtle and Interesting Concepts and Applications

Table of Contents:
1 Introduction 1 1.1 Lumped versus Distributed Electrical Circuits 5 1.2 Electromagnetic Components 14 1.3 Maxwell’s Equations and Electromagnetic Waves 15 1.4 Summary 17     2 Transient Response of Transmission Lines 23 2.1 Heuristic Discussion of Transmission Line Behavior and Circuit Models 25 2.2 Transmission Line Equations and Wave Solutions 29 2.3 Reflection at Discontinuities 36 2.4 Transient Response of Transmission Lines with Resistive Terminations 47 2.5 Transient Response of Transmission Lines with Reactive Terminations 60 vi Contents 2.6 Time-Domain Reflectometry 70 2.7 Transmission Line Parameters 75 2.8 Summary 78   3 Steady-State Waves on Transmission Lines 99 3.1 Wave Solutions Using Phasors 101 3.2 Voltage and Current on Lines with Short- or Open-Circuit Terminations 105 3.3 Lines Terminated in an Arbitrary Impedance 117 3.4 Power Flow on a Transmission Line 138 3.5 Impedance Matching 147 3.6 The Smith Chart 164 3.7 Sinusoidal Steady-State Behavior of Lossy Lines 176 3.8 Summary 193   4 The Static Electric Field 211 4.1 Electric Charge 213 4.2 Coulomb’s Law 218 4.3 The Electric Field 226 4.4 The Electric Potential 239 4.5 Electric Flux and Gauss’s Law 257 4.6 Divergence: Differential Form of Gauss’s Law 268 4.7 Metallic Conductors 276 4.8 Poisson’s and Laplace’s Equations 291 4.9 Capacitance 297 4.10 Dielectric Materials 305 4.11 Electrostatic Boundary Conditions 321 4.12 Electrostatic Energy 328 4.13 Electrostatic Forces 337 4.14 Microelectromechanical Systems (MEMS) 343 4.15 Summary 354 Contents vii   5 Steady Electric Currents 367 5.1 Current Density and the Microscopic View of Conduction 368 5.2 Current Flow, Ohm’s Law, and Resistance 374 5.3 Electromotive Force and Kirchhoff’s Voltage Law 381 5.4 The Continuity Equation and Kirchhoff’s Current Law 385 5.5 Redistribution of Free Charge 387 5.6 Boundary Conditions for Steady Current Flow 389 5.7 Duality of J and D: The Resistance—Capacitance Analogy 395 5.8 Joule’s Law 400 5.9 Surface and Line Currents 402 5.10 Summary 404   6 The Static Magnetic Field 415 6.1 Amp`ere’s Law of Force 417 6.2 The Biot—Savart Law and Its Applications 424 6.3 Amp`ere’s Circuital Law 438 6.4 Curl of the Magnetic Field: Differential Form of Amp`ere’s Law 446 6.5 Vector Magnetic Potential 459 6.6 The Magnetic Dipole 467 6.7 Divergence of B, Magnetic Flux, and Inductance 473 6.8 Magnetic Fields in Material Media 491 6.9 Boundary Conditions for Magnetostatic Fields 504 6.10 Magnetic Forces and Torques 508 6.11 Summary 517   7 Time-Varying Fields and Maxwell’s Equations 7.1 Faraday’s Law 534 7.2 Induction Due to Motion 546 7.3 Energy in a Magnetic Field 556 7.4 Displacement Current and Maxwell’s Equations 568 viii Contents 7.5 Review of Maxwell’s Equations 579 7.6 Summary 584   8 Waves in an Unbounded Medium 595 8.1 Plane Waves in a Simple, Source-Free, and Lossless Medium 596 8.2 Time-Harmonic Uniform Plane Waves in a Lossless Medium 604 8.3 Plane Waves in Lossy Media 615 8.4 Electromagnetic Energy Flow and the Poynting Vector 635 8.5 Polarization of Electromagnetic Waves 653 8.6 Arbitrarily Directed Uniform Plane Waves 667 8.7 Nonplanar Electromagnetic Waves 673 8.8 Summary 674   9 Reflection, Transmission, and Refraction of Waves at Planar Interfaces 689 9.1 Normal Incidence on a Perfect Conductor 690 9.2 Normal Incidence on a Lossless Dielectric 700 9.3 Multiple Dielectric Interfaces 708 9.4 Normal Incidence on a Lossy Medium 721 9.5 Oblique Incidence upon a Perfect Conductor 734 9.6 Oblique Incidence at a Dielectric Boundary 747 9.7 Total Internal Reflection 765 9.8 Oblique Incidence on a Lossy Medium 777 9.9 Summary 787   10 Parallel-Plate and Dielectric Slab Waveguides 811 10.1 Waves between Parallel Metal Plates 814 10.2 Dielectric Waveguides 844 10.3 Wave Velocities and Waveguide Dispersion 864 10.4 Summary 876 Contents ix   11 Field—Matter Interactions and Metamaterials 885 11.1 Wave Propagation in Ionized Gases (Plasmas) 887 11.2 Frequency Response of Dielectrics and Conductors 899 11.3 Metamaterials 906 11.4 Summary 924 A Vector Analysis 929 A.1 Vector Components, Unit Vectors, and Vector Addition 930 A.2 Vector Multiplication 932 A.3 Cylindrical and Spherical Coordinate Systems 935 A.4 Vector Identities 943 B Uniqueness Theorem 947 C Derivation of Ampe` re’s Circuital Law from the Biot—Savart Law 951 Symbols and Units for Basic Quantities 955 General Bibliography 961 Answers to Odd-Numbered Problems 963 Index 975

About the Author :
UMRAN S. INAN is Professor of Electrical Engineering at Stanford University, where he serves as Director of the Space, Telecommunications, and Radioscience (STAR) Laboratory. He has received the 1998 Stanford University Tau Beta Pi Award for Excellence in Undergraduate Teaching, and actively conducts research in electromagnetic waves in plasmas, lightning discharges, ionospheric physics, and very low frequency remote sensing. Dr. Inan has served as the Ph.D. thesis advisor for 13 students and is a senior member of IEEE, a member of Tau Beta Pi, Sigma Xi, the American Geophysical Union, the Electromagnetics Academy, and serves as Secretary of U.S. National Committee of the International Union of Radio Science (URSI). AZIZ S. INAN is Associate Professor of Electrical Engineering at the University of Portland, where he has also served as Department Chairman. A winner of the University's faculty teaching award, he conducts research in electromagnetic wave propagation in conducting and inhomogeneous media. He is a member of Tau Beta Pi and IEEE.