电磁场与电磁波（英文版）（第2版）
1 ELECTROMAGNETIC FIELD THEORY
1.1 Introduction
1.2 Field Concept
1.3 Vector Analysis
1.4 Differential and Integral Formulations
1.5 Static Fields
1.6 Time-Varying Fields
1.7 Applications of Time-Varying Fields
1.8 Numerical Solutions
1.9 Further Study
2 VECTOR ANALYSIS
2.1 Introduction
2.2 Scalar and Vector Quantities
2.3 Vector Operations
2.4 The Coordinate Systems
2.5 Scalar and Vector Fields
2.6 Differential Elements of Length, Surface, and Volume
2.7 Line, Surface, and Volume Integrals
2.8 The Gradient of a Scalar Function
2.9 Divergence of a Vector Field
2.10 The Curl of a Vector Field
2.11 The Laplacian Operator
2.12 Some Theorems and Field Classifications
2.13 Vector Identities
2.14 Summary
2.15 Review Questions
2.16 Problems
3 ELECTROSTATICS
3.1 Introduction
3.2 Coulomb’s Law
3.3 Electric Field Intensity
3.4 Electric Flux and Electric Flux Density
3.5 The EIectric Potential
3.6 Electric Dipole
3.7 Materials in an Electric Field
3.8 Energy Stored in an EIectric Field
3.9 Boundary Conditions
3.10 Capacitor and Capacitance
3.11 Poisson’s and Laplace’s Equations
3.12 Method of Images
3.13 Summary
3.14 Review Questions
3.15 Problems
4 STEADY ELECTRIC CURRENTS
4.1 Introduction
4.2 Nature of Current and Current Density
4.3 Resistance of a Conductor
4.4 The Equation Of Continuity
4.S Relaxation Time
4.6 Joule’s Law
4.7 Steady Current in a Diode
4.8 Boundary Conditions for Current Density
4.9 Analogy Between D and J
4.10 The Electromotive Force
4.11 Summary
4.12 Review Questions
4.13 Problems
1 ELECTROMAGNETIC FIELD THEORY
1.1 Introduction
1.2 Field Concept
1.3 Vector Analysis
1.4 Differential and Integral Formulations
1.5 Static Fields
1.6 Time-Varying Fields
1.7 Applications of Time-Varying Fields
1.8 Numerical Solutions
1.9 Further Study
2 VECTOR ANALYSIS
2.1 Introduction
2.2 Scalar and Vector Quantities
2.3 Vector Operations
2.3.1 Vector Addition
2.3.2 Vector Subtraction
2.3.3 Multiplication of a Vector by a Scalar
2.3.4 Product of Two Vectors
2.4 The Coordinate Systems
2.4.1 Rectangular Coordinate System
2.4.2 Cylindrical Coordinate System
2.4.3 Spherical Coordinate System
2.5 Scalar and Vector Fields
2.6 Differential Elements of Length, Surface, and Volume
2.7 Line, Surface, and Volume Integrals
2.8 The Gradient of a Scalar Function
2.9 Divergence of a Vector Field
2.10 The Curl of a Vector Field
2.11 The Laplacian Operator
2.12 Some Theorems and Field Classifications
2.13 Vector Identities
2.14 Summary
2.15 Review Questions
2.16 Problems
3 ELECTROSTATICS
3.1 Introduction
3.2 Coulomb’s Law
3.3 Electric Field Intensity
3.3.1 Electric Field Intensity Due to Charge Distributions
3.4 Electric Flux and Electric Flux Density
3.4.1 Definition of Electric Flux
3.4.2 Gauss’s Law
3.5 The EIectric Potential
3.6 Electric Dipole
3.7 Materials in an Electric Field
3.8 Energy Stored in an EIectric Field
3.9 Boundary Conditions
3.10 Capacitor and Capacitance
3.11 Poisson’s and Laplace’s Equations
3.12 Method of Images
3.13 Summary
3.14 Review Questions
3.15 Problems
4 STEADY ELECTRIC CURRENTS
4.1 Introduction
4.2 Nature of Current and Current Density
4.3 Resistance of a Conductor
4.4 The Equation Of Continuity
4.S Relaxation Time
4.6 Joule’s Law
4.7 Steady Current in a Diode
4.8 Boundary Conditions for Current Density
4.9 Analogy Between D and J
4.10 The Electromotive Force
4.11 Summary
4.12 Review Questions
4.13 Problems
5 MAGNETOSTATICS
6 APPLICATIONS OF STATIC FIELDS
7 TIME-VARYING ELECTROMAGNETIC FIELDS
8 PLANE WAVE PROPAGATION
9 TRANSMISSION LINES
10 WAVEGUIDES AND CAVITY RESONATORS
11 ANTENNAS
12 COMPUTER-AIDED ANALYSIS OF ELECTROMAGNETIC FIELDS
APPENDIX A SMITH CHART AND ITS APPLICATIONS
APPENDIX B COMPUTER PROGRAMS FOR VARIOUS PROBLEMS
APPENDIX C USEFUL MATHEMATICAL TABLES
INDEX
1.1 Introduction
1.2 Field Concept
1.3 Vector Analysis
1.4 Differential and Integral Formulations
1.5 Static Fields
1.6 Time-Varying Fields
1.7 Applications of Time-Varying Fields
1.8 Numerical Solutions
1.9 Further Study
2 VECTOR ANALYSIS
2.1 Introduction
2.2 Scalar and Vector Quantities
2.3 Vector Operations
2.4 The Coordinate Systems
2.5 Scalar and Vector Fields
2.6 Differential Elements of Length, Surface, and Volume
2.7 Line, Surface, and Volume Integrals
2.8 The Gradient of a Scalar Function
2.9 Divergence of a Vector Field
2.10 The Curl of a Vector Field
2.11 The Laplacian Operator
2.12 Some Theorems and Field Classifications
2.13 Vector Identities
2.14 Summary
2.15 Review Questions
2.16 Problems
3 ELECTROSTATICS
3.1 Introduction
3.2 Coulomb’s Law
3.3 Electric Field Intensity
3.4 Electric Flux and Electric Flux Density
3.5 The EIectric Potential
3.6 Electric Dipole
3.7 Materials in an Electric Field
3.8 Energy Stored in an EIectric Field
3.9 Boundary Conditions
3.10 Capacitor and Capacitance
3.11 Poisson’s and Laplace’s Equations
3.12 Method of Images
3.13 Summary
3.14 Review Questions
3.15 Problems
4 STEADY ELECTRIC CURRENTS
4.1 Introduction
4.2 Nature of Current and Current Density
4.3 Resistance of a Conductor
4.4 The Equation Of Continuity
4.S Relaxation Time
4.6 Joule’s Law
4.7 Steady Current in a Diode
4.8 Boundary Conditions for Current Density
4.9 Analogy Between D and J
4.10 The Electromotive Force
4.11 Summary
4.12 Review Questions
4.13 Problems
1 ELECTROMAGNETIC FIELD THEORY
1.1 Introduction
1.2 Field Concept
1.3 Vector Analysis
1.4 Differential and Integral Formulations
1.5 Static Fields
1.6 Time-Varying Fields
1.7 Applications of Time-Varying Fields
1.8 Numerical Solutions
1.9 Further Study
2 VECTOR ANALYSIS
2.1 Introduction
2.2 Scalar and Vector Quantities
2.3 Vector Operations
2.3.1 Vector Addition
2.3.2 Vector Subtraction
2.3.3 Multiplication of a Vector by a Scalar
2.3.4 Product of Two Vectors
2.4 The Coordinate Systems
2.4.1 Rectangular Coordinate System
2.4.2 Cylindrical Coordinate System
2.4.3 Spherical Coordinate System
2.5 Scalar and Vector Fields
2.6 Differential Elements of Length, Surface, and Volume
2.7 Line, Surface, and Volume Integrals
2.8 The Gradient of a Scalar Function
2.9 Divergence of a Vector Field
2.10 The Curl of a Vector Field
2.11 The Laplacian Operator
2.12 Some Theorems and Field Classifications
2.13 Vector Identities
2.14 Summary
2.15 Review Questions
2.16 Problems
3 ELECTROSTATICS
3.1 Introduction
3.2 Coulomb’s Law
3.3 Electric Field Intensity
3.3.1 Electric Field Intensity Due to Charge Distributions
3.4 Electric Flux and Electric Flux Density
3.4.1 Definition of Electric Flux
3.4.2 Gauss’s Law
3.5 The EIectric Potential
3.6 Electric Dipole
3.7 Materials in an Electric Field
3.8 Energy Stored in an EIectric Field
3.9 Boundary Conditions
3.10 Capacitor and Capacitance
3.11 Poisson’s and Laplace’s Equations
3.12 Method of Images
3.13 Summary
3.14 Review Questions
3.15 Problems
4 STEADY ELECTRIC CURRENTS
4.1 Introduction
4.2 Nature of Current and Current Density
4.3 Resistance of a Conductor
4.4 The Equation Of Continuity
4.S Relaxation Time
4.6 Joule’s Law
4.7 Steady Current in a Diode
4.8 Boundary Conditions for Current Density
4.9 Analogy Between D and J
4.10 The Electromotive Force
4.11 Summary
4.12 Review Questions
4.13 Problems
5 MAGNETOSTATICS
6 APPLICATIONS OF STATIC FIELDS
7 TIME-VARYING ELECTROMAGNETIC FIELDS
8 PLANE WAVE PROPAGATION
9 TRANSMISSION LINES
10 WAVEGUIDES AND CAVITY RESONATORS
11 ANTENNAS
12 COMPUTER-AIDED ANALYSIS OF ELECTROMAGNETIC FIELDS
APPENDIX A SMITH CHART AND ITS APPLICATIONS
APPENDIX B COMPUTER PROGRAMS FOR VARIOUS PROBLEMS
APPENDIX C USEFUL MATHEMATICAL TABLES
INDEX
BHAG SINGH GURU 凯特灵大学电子与计算机工程系教授、IEEE会员，发表过30多篇关于旋转电机和电磁场的论文，并与他人合写过两本著作。
HUSEYIN R·HIZIROGLU 凯特灵大学电子与计算机工程系教授、IEEE高级会员，受到多项联合国发展计划资助，在IEEE讨论会和学报上发表过多篇论文。他还与BHAG SINGH GURU合著了《电动机与变压器》一书。
HUSEYIN R·HIZIROGLU 凯特灵大学电子与计算机工程系教授、IEEE高级会员，受到多项联合国发展计划资助，在IEEE讨论会和学报上发表过多篇论文。他还与BHAG SINGH GURU合著了《电动机与变压器》一书。
本书简明易懂，贴近读者，深受广大师生欢迎。
本书包含许多实例、问题、章末小结和适当的背景材料。书中首先介绍静电磁场和静磁场的基本概念，继而讲解麦克斯韦尔方程、电磁传播、电磁传输和电磁辐射。另外，还增加了关于有限元法和有限差分法的章节以及关于史密斯圆图的详细附录。
本书包含许多实例、问题、章末小结和适当的背景材料。书中首先介绍静电磁场和静磁场的基本概念，继而讲解麦克斯韦尔方程、电磁传播、电磁传输和电磁辐射。另外，还增加了关于有限元法和有限差分法的章节以及关于史密斯圆图的详细附录。
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