Computational electromagnetics|RISS 상세보기

목차 (Table of Contents)

CONTENTS
Chapter 1 Introduction = 1
1.1 Historical Sketch = 1
1.1.1 High-Frequency Diffraction Theory = 2
1.1.2 Wave Interactions at Low and Moderate Frequencies = 3

CONTENTS
Chapter 1 Introduction = 1
1.1 Historical Sketch = 1
1.1.1 High-Frequency Diffraction Theory = 2
1.1.2 Wave Interactions at Low and Moderate Frequencies = 3
1.1.3 Hybrid and Iterative Formulations = 4
1.1.4 Finite-Difference Formulation = 6
1.1.5 Finite-Element Formulation = 7
1.1.6 Overall Perspective = 8
1.2 Synopsis of Contemporary Approaches = 9
1.2.1 Categorization of Approaches = 9
1.2.2 Direct Time-Domain Techniques = 11
1.2.3 Direct Frequency-Domain Techniques = 11
1.2.4 High-Frequency Diffraction Techniques = 13
1.3 Assessment of General Applicability = 14
Chapter2 Maxwell's Equations = 19
2.1 Charge Density Distributions = 19
2.1.1 Electric Current Density = 23
2.1.2 Electric Current Density Distributions = 25
2.2 Continuity Equation = 29
2.3 Maxwell's Equations―Time Domain = 31
2.4 Summary of Electromagnetic Field Equations―Time Domain = 37
2.5 Gauss's Law for Electromagnetic Fields = 42
2.6 Electromagnetic Boundary Conditions = 43
2.6.1 Boundary Conditions for Tangential Components = 44
2.6.2 Boundary Conditions for Normal Components = 50
2.7 Power and Energy Stored = 55
2.8 Plane Wave Solution = 60
2.8.1 Wave Equation = 61
2.9 Solution to the Wave Equation = 66
2.10 Vector Plane Wave Fields = 76
2.11 Properties of Plane Wave Fields = 79
2.11.1 Intrinsic Impedance of the Medium = 81
2.12 One-Dimensional Field Problem = 84
2.12.1 Electromagnetic Fields in a Lossy Medium = 93
2.12.2 Finite-Difference Numerical Solution = 95
2.12.3 Propagation of a Half-Sine Pulse = 101
2.13 Frequency Domain = 104
2.14 Sources in Frequency Domain = 109
2.14.1 Electric Current Density = 109
2.14.2 Continuity Equation = 111
2.15 Maxwell's Equations in the Frequency Domain = 112
2.16 Boundary Conditions in the Frequency Domain = 115
2.17 Power and Energy Stored in Frequency Domain = 118
2.18 Helmholtz Equation = 123
2.19 Solution to the Helmholtz Equation = 128
2.20 Propagation Constant = 133
2.21 Electromagnetic Potentials = 134
2.21.1 Static Equations = 141
2.22 Solution for Potentials = 142
2.22.1 Potential Superposition Integrals = 148
2.23 Electric Dipole Fields = 151
2.24 Maxwell's Equations with Magnetic Sources = 156
2.24.1 Magnetic Source Distributions = 157
2.24.2 Continuity Equation = 159
2.25 Maxwell's Equations in Frequency Domain = 160
2.25.1 Electromagnetic Boundary Conditions = 161
2.26 Helmholtz Equations with Magnetic Sources = 165
2.27 Electromagnetic Potentials with Magnetic Sources = 170
2.28 Solution for Potentials with Magnetic Sources = 176
Chapter 3 Two-Dimensional Perfectly Conducting Objects: TM Polarization = 181
3.1 General Field Equations = 183
3.1.1 Fields in Terms of Potentials = 189
3.2 Transverse Magnetic Polarization = 193
3.3 Field Equations in the Spectral Domain = 197
3.4 Solution for the Magnetic Vector Potential = 202
3.5 Electric Field Integral Equation―TM Case = 208
3.6 Equivalent Electric Current Sources = 215
3.6.1 EFIE―Perfect Conductor = 219
3.7 Method of Moments = 220
3.8 Perfectly Conducting Circular Cylinder = 222
3.8.1 Thin Conducting Wire = 231
3.8.2 Near- and Far-Field Distributions = 232
3.8.3 An Alternative Formulation = 237
3.9 Arbitrary Cross Section TM Excitation = 241
3.9.1 Expansion Functions = 244
3.9.2 Weighting Functions = 247
3.9.3 Reduction of EFIE to a Matrix Equation = 249
3.9.4 Square Conducting Cylinder = 257
3.10 Thin-Strip Conducting Scatterer = 278
3.10.1 Convergence Data = 285
3.11 Electrically Large Objects = 288
3.11.1 Spatial Decomposition Technique = 289
3.11.2 Matrix Condition Number = 302
3.12 Analysis of Apertures = 304
3.12.1 Aperture Equivalences = 305
3.13 Two-Dimensional Aperture = 316
3.13.1 Aperture Integral Equation―TE Case = 320
Chapter 4 Two-Dimeiiaional Perfectly Conducting Object: TE Polarization = 327
4.1 General Field Equations = 328
4.1.1 Field Equations in the Spectral Domain = 329
4.1.2 Fields and Potentials = 333
4.1.3 Transformed Fields in Transverse Coordinates = 335
4.2 Transverse Electric Polarization = 337
4.2.1 Transverse Electric Fields = 339
4.3 Solution for Vector and Scalar Potentials = 342
4.4 Integral Equations―TE Case = 345
4.5 Equivalent Electric Current Sources = 351
4.5.1 MFIE―Perfect Conductor = 358
4.5.2 EFIE￣Perfect Conductor = 361
4.6 Perfectly Conducting Circular Cylinder = 362
4.6.1 Alternative Formulation = 372
4.6.2 Scattered Near- and Far-Field Distributions = 374
4.7 Arbitrary Cross Section―EFIE-TE Excitation = 380
4.7.1 Expansion Functions = 383
4.8 Reduction to Matrix Equation = 386
4.8.1 Square Conducting Cylinder = 397
4.8.2 Thin-Strip Conducting Scatterer = 408
4.9 Arbitrary Cross Section―MFIE Excitation = 416
4.9.1 Reduction to a Matrix Equation = 418
4.9.2 EFIE and MFIE Validations = 423
4.10 SDT Approach―TE Case = 426
4.11 Analysis of Apertures = 436
4.11.1 Aperture Equivalences = 437
4.12 Two-Dimensionat Aperture = 441
4.12.1 Aperture Integral Equation―TM Case = 445
Chapter 5 Two-Dimensional Homogeneous Dielectric Object: TM and TE Polarizations = 451
5.1 General Field Equations = 454
5.2 Field Equations in the Spectral Domain = 461
5.2.1 TM and TE Polarizations = 463
5.3 Formulation of Integral Equations = 470
5.4 Eiectromagnetic Equivalence = 475
5.4.1 Exterior Equivalence = 479
5.4.2 Interior Equivalence = 485
5.5 Combined Integral Equations = 492
5.5.1 CFIE―TM CASE = 497
5.6 Dielectric Circular Cylinder―TM Excitation = 508
5.6.1 Scattered Field Distribution = 517
5.7 Arbitrary Cross Section―CFIE-TM Excitation = 523
5.7.1 Expansion Functions = 527
5.8 Reduction to Partitioned Matrix Equation = 531
5.9 Numerical Results―TM Case = 553
5.10 Scattered Field Distributions = 560
5.10.1 Far-Field Distribution = 564
5.11 CFIE―TE Case = 569
5.12 Dielectric Circular Cylinder―TE Excitation = 561
5.12.1 Duality of the TM and TE Cases = 590
5.12.2 Scattered Field Distributions = 591
5.13 Arbitrary Cross Section―CFIE-TE Excitation = 595
5.14 Partitioned Matrix Equation = 599
5.15 Numerical Results―TE Case = 604
5.15.1 Far-Field Distribution = 607
5.16 Anisotropic Scatterer = 614
5.16.1 Interior Equivalence = 618
5.16.2 Potential Integrals―Anisotropic Medium = 623
5.16.3 CFIE―Anisotropic Case = 624
Chapter 6 Two-Dimensional Conducting and Dielectric Layered Object: TM and TE Polarizations = 627
6.1 Formulation of Integral Equations = 630
6.2 Electromagnetic Equivalence―Layered Case = 634
6.2.1 Exterior Equivalence―Layer 1 = 635
6.2.2 Interior Equivalence―Layer 2 = 638
6.2.3 Inferior Equivalence―Layer 3 = 641
6.3 Combined Field Integral Equations―Layered Case = 643
6.3.1 CFIE―TM Case = 646
6.4 Layered Dielectric Circular Cylinder = 653
6.4.1 Circular Multilayer Loading = 658
6.5 Circular Conductor with Layered Dielectric = 663
6.5.1 Solution by Back Substitution = 670
6.5.2 Numerical Solution―Layered Case = 672
6.6 Layered Arbitrary Cross Section―TM Excitation = 681
6.7 Numerical Solution―Arbitrary Layered Case = 682
6.7.1 CFIE―TE Case = 696
Appendix A Vector Identities = 697
A.1 Vector Operations = 697
A.2 Mixed Vector Operations and Derivatives = 698
A.3 Differential Operator = 698
A.4 Transformation of Vectors = 700
A.5 Coordinate Representations = 701
A.6 Integral Relationships = 703
Appendix B Bessel Functions = 705
B.1 Basic Equation = 705
B.2 Integral Representation = 705
B.3 Series Representation = 706
B.4 Coordinate Transformation = 707
Bibliography = 709
Index = 711

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	Computational Electromagnetics	판매중	416,560원	374,900원 (10%)	18,750포인트 (5%)

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