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Tables of Contents for Engineering Electromagnetics
Chapter/Section Title
Page #
Page Count
Preface
xi
Vector Analysis
1
26
Scalars and Vectors
2
1
Vector Algebra
3
1
The Cartesian Coordinate System
4
2
Vector Components and Unit Vectors
6
3
The Vector Field
9
1
The Dot Product
10
3
The Cross Product
13
2
Other Coordinate Systems: Circular Cylindrical Coordinates
15
5
The Spherical Coordinate System
20
7
Coulomb's Law and Electric Field Intensity
27
26
The Experimental Law of Coulomb
28
3
Electric Field Intensity
31
5
Field Due to a Continuous Volume Charge Distribution
36
2
Field of a Line Charge
38
6
Field of a Sheet Charge
44
2
Streamlines and Sketches of Fields
46
7
Electric Flux Density, Gauss' Law, and Divergence
53
30
Electric Flux Density
54
3
Gauss' Law
57
5
Applications of Gauss' Law: Some Symmetrical Charge Distributions
62
5
Application of Gauss' Law: Differential Volume Element
67
3
Divergence
70
3
Maxwell's First Equation (Electrostatics)
73
1
The Vector Operator ∇ and the Divergence Theorem
74
9
Energy and Potential
83
36
Energy and Potential in a Moving Point Charge in an Electric Field
84
1
The Line Integral
85
6
Definition of Potential Difference and Potential
91
2
The Potential Field of a Point Charge
93
2
The Potential Field of a System of Charges: Conservative Property
95
4
Potential Gradient
99
7
The Dipole
106
4
Energy Density in the Electric Field
110
9
Conductors, Dielectrics, and Capacitance
119
50
Current and Current Density
120
2
Continuity of Current
122
2
Metallic Conductors
124
5
Conductor Properties and Boundary Conditions
129
5
The Method of Images
134
2
Semiconductors
136
2
The Nature of Dielectric Materials
138
6
Boundary Conditions for Perfect Dielectric Materials
144
6
Capacitance
150
4
Several Capacitance Examples
154
3
Capacitance of a Two-Wire Line
157
12
Experimental Mapping Methods
169
26
Curvilinear Squares
170
6
The Iteration Method
176
7
Current Analogies
183
3
Physical Models
186
9
Poisson's and Laplace's Equations
195
29
Poisson's and Laplace's Equations
196
2
Uniqueness Theorem
198
2
Examples of the Solution of Laplace's Equation
200
7
Example of the Solution of Poisson's Equation
207
4
Product Solution of Laplace's Equation
211
13
The Steady Magnetic Field
224
50
Biot-Savart Law
225
7
Ampere's Circuital Law
232
7
Curl
239
7
Stokes' Theorem
246
5
Magnetic Flux and Magnetic Flux Density
251
3
The Scalar and Vector Magnetic Potentials
254
7
Derivation of the Steady-Magnetic-Field Laws
261
13
Magnetic Forces, Materials and Inductance
274
48
Force on a Moving Charge
275
1
Force on a Differential Current Element
276
4
Force Between Differential Current Elements
280
3
Force and Torque on a Closed Circuit
283
5
The Nature of Magnetic Materials
288
4
Magnetization and Permeability
292
5
Magnetic Boundary Conditions
297
2
The Magnetic Circuit
299
7
Potential Energy and Forces on Magnetic Materials
306
2
Inductance and Mutual Inductance
308
14
Time-Varying Fields and Maxwell's Equations
322
26
Faraday's Law
323
6
Displacement Current
329
5
Maxwell's Equations in Point Form
334
2
Maxwell's Equations in Integral Form
336
2
The Retarded Potentials
338
10
The Uniform Plane Wave
348
39
Wave Propagation in Free Space
348
8
Wave Propagation in Dielectrics
356
9
The Poynting Vector and Power Considerations
365
4
Propagation in Good Conductors: Skin Effect
369
7
Wave Polarization
376
11
Plane Waves at Boundaries and in Dispersive Media
387
48
Reflection of Uniform Plane Waves at Normal Incidence
388
7
Standing Wave Ratio
395
5
Wave Reflection from Multiple Interfaces
400
8
Plane Wave Propagation in General Directions
408
3
Plane Wave Reflection at Oblique Incidence Angles
411
10
Wave Propagation in Dispersive Media
421
14
Transmission Lines
435
49
The Transmission-Line Equations
436
6
Transmission-Line Parameters
442
6
Some Transmission-Line Examples
448
4
Graphical Methods
452
8
Several Practical Problems
460
3
Transients on Transmission Lines
463
21
Waveguide and Atenna Fundamentals
484
45
Basic Waveguide Operation
485
3
Plane Wave Analysis of the Parallel-Plate Waveguide
488
9
Parallel-Plate Guide Analysis Using the Wave Equation
497
4
Rectangular Waveguides
501
5
Dielectric Waveguides
506
8
Basic Antenna Principles
514
15
Appendix A Vector Analysis
529
5
Appendix B Units
534
6
Appendix C Material Constants
540
4
Appendix D Origins of the Complex Permittivity
544
7
Appendix E Answers to Selected Problems*
Index
551
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