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补充上一贴 eBook :Electromagnetic Fields【Second Ed ..
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补充上一贴 eBook :Electromagnetic Fields【Second Edition】by Jean G. Van Bladel
离线
myshuixiang
路は曼曼として其れ修远なり
UID :14202
注册:
2008-06-23
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2024-04-10
发帖:
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七级仿真大师
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发表于: 2008-12-07 21:25:49
由于上一贴附件链接有问题,我在这里送上。
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eBook :Electromagnetic Fields【Second Edition】by Jean G. Van Bladel
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Jean G. Van Bladel
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IEEE Antennas and Propagation Society, Sponsor
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IEEE Press Series on Electromagnetic Wave Theory
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Donald G. Dudley, Series Editor
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Contents
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Preface xiii
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1. Linear Analysis 1
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1.1 Linear Spaces 2
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1.2 Linear Transformations 5
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1.3 The Inversion Problem 8
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1.4 Green’s Functions 11
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1.5 Reciprocity 14
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1.6 Green’s Dyadics 17
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1.7 Convergence of a Series 19
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1.8 Eigenfunctions 20
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1.9 Integral Operators 23
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1.10 Eigenfunction Expansions 26
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1.11 Discretization 30
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1.12 Matrices 33
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1.13 Solution of Matrix Equations:
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Stability 36
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1.14 Finite Differences 38
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1.15 Perturbations 43
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2. Variational Techniques 51
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2.1 Stationary functionals 52
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2.2 A Suitable Functional for the
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String Problem 53
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2.3 Functionals for the General
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L Transformation 55
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2.4 Euler’s Equations of Some
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Important Functionals 58
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2.5 Discretization of the Trial
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Functions 60
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2.6 Simple Finite Elements for
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Planar Problems 62
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2.7 More Finite Elements 65
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2.8 Direct Numerical Solution of
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Matrix Problems 69
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2.9 Iterative Numerical Solution
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of Matrix Problems 70
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3. Electrostatic Fields in the Presence
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of Dielectrics 77
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3.1 Volume Charges in Vacuum 77
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3.2 Green’s Function for
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Infinite Space 80
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3.3 Multipole Expansion 83
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3.4 Potential Generated by a
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Single Layer of Charge 86
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3.5 Potential Generated by a
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Double Layer of Charge 91
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3.6 Potential Generated by a
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Linear Charge 94
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3.7 Spherical Harmonics 98
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3.8 Dielectric Materials 102
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3.9 Cavity Fields 105
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3.10 Dielectric Sphere in an
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External Field 108
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3.11 Dielectric Spheroid in an
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Incident Field 111
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3.12 Numerical Methods 115
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4. Electrostatic Fields in the Presence
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of Conductors 125
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4.1 Conductivity 125
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4.2 Potential Outside a
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Charged Conductor 127
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4.3 Capacitance Matrix 133
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4.4 The Dirichlet Problem 134
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4.5 The Neumann Problem 137
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4.6 Numerical Solution of the
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Charge Density Problem 139
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4.7 Conductor in an External
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Field 142
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4.8 Conductors in the Presence
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of Dielectrics 146
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4.9 Current Injection into a
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Conducting Volume 148
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4.10 Contact Electrodes 153
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4.11 Chains of Conductors 158
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5. Special Geometries for the
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Electrostatic Field 167
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5.1 Two-Dimensional Potentials
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in the Plane 167
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5.2 Field Behavior at a
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ConductingWedge 171
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5.3 Field Behavior at a
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DielectricWedge 175
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5.4 Separation of Variables in
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Two Dimensions 177
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5.5 Two-Dimensional Integral
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Equations 181
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5.6 Finite Methods in
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Two Dimensions 185
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5.7 Infinite Computational
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Domains 188
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5.8 More Two-Dimensional
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Techniques 192
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5.9 Layered Media 196
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5.10 Apertures 199
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5.11 Axisymmetric Geometries 203
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5.12 Conical Boundaries 207
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6. Magnetostatic Fields 221
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6.1 Magnetic Fields in Free
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Space: Vector Potential 221
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6.2 Fields Generated by
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Linear Currents 224
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6.3 Fields Generated by
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Surface Currents 227
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6.4 Fields at Large Distances
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from the Sources 229
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6.5 Scalar Potential in
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Vacuum 232
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6.6 Magnetic Materials 234
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6.7 Permanent Magnets 236
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6.8 The Limit of Infinite
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Permeability 239
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6.9 Two-Dimensional Fields
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in the Plane 244
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6.10 Axisymmetric Geometries 249
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6.11 Numerical Methods:
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Integral Equations 251
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6.12 Numerical Methods:
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Finite Elements 253
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6.13 Nonlinear Materials 258
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6.14 Strong Magnetic Fields and
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Force-Free Currents 260
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7. Radiation in Free Space 277
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7.1 Maxwell’s Equations 277
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7.2 TheWave Equation 280
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7.3 Potentials 282
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7.4 Sinusoidal Time Dependence:
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Polarization 286
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7.5 Partially Polarized Fields 290
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7.6 The Radiation Condition 293
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7.7 Time-Harmonic Potentials 296
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7.8 Radiation Patterns 300
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7.9 Green’s Dyadics 303
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7.10 Multipole Expansion 307
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7.11 Spherical Harmonics 313
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7.12 Equivalent Sources 320
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7.13 LinearWire Antennas 327
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7.14 CurvedWire Antennas:
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Radiation 333
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7.15 Transient Sources 337
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8. Radiation in a Material
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Medium 357
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8.1 Constitutive Equations 357
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8.2 PlaneWaves 370
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8.3 Ray Methods 377
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8.4 Beamlike Propagation 388
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8.5 Green’s Dyadics 392
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8.6 Reciprocity 397
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