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図書

図書
edited by S.M. Rao
出版情報: San Diego ; Tokyo : Academic Press, 1999  xi, 372 p. ; 26 cm
シリーズ名: Academic Press series in engineering
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Preface
Acknowledgments
Contributors
Introduction / Miller1.:
An Initial Exploration of Time Domain Phenomena / 1.1:
The Infinite-Length Wire Antenna / 1.1.1:
The Finite-Length Wire Antenna / 1.1.2:
The Finite-Length Wire Scatterer / 1.1.3:
Late-Time Radiation from an Impulsively Excited Perfect Conductor / 1.1.4:
Some Special Capabilities of Time Domain Models / 1.1.5:
Modeling Chocies in CEM / 1.2:
Why Model in the Time Domain? / 1.2.1:
Evolution of Time Domain Modeling / 1.2.2:
Some General References / 1.2.3:
General Aspects of Time Domain Modeling / 1.3:
Model Development / 1.3.1:
Explicit vs Implicit Solution / 1.3.2:
Excitation Requirements / 1.3.3:
TD Solution / 1.3.4:
Time Domain Integral Equation Modeling / 1.4:
Some Representative TDIEs / 1.4.1:
A Prototype TDIE Model / 1.4.2:
Alternate Forms for a TDIE Solution / 1.4.3:
Excitation of a TDIE Model / 1.4.4:
Physical Implication of a TDIE Explicit Model / 1.4.5:
A Near-Neighbor TD Approximation / 1.4.6:
Time Domain Differential Equation Modeling / 1.5:
Space-Time Sampling of TDDE / 1.5.1:
Some Spatial-Mesh Alternatives / 1.5.2:
Mesh Closure Conditions / 1.5.3:
Handling Small Features in DE Models / 1.5.4:
Obtaining Far Fields from DE Models / 1.5.5:
Variations of TDDE Models / 1.5.6:
Comparison of TDDE and TDIE Models / 1.5.7:
Specific Issues Related to Time Domain Modeling / 1.6:
Increasing the Stability of the Time-Stepping Solution / 1.6.1:
Exploiting EM Singularities / 1.6.2:
Signal Processing as a Part of TD Modeling / 1.6.3:
Total-Field and Scattered-Field Formulations / 1.6.4:
Handling Frequency Dispersion and Loading in TD Models / 1.6.5:
Handling Medium and Component Nonlinearities or Time Variations in TD Models / 1.6.6:
Hybrid TD Models / 1.6.7:
The Concept of Pseudo-Time in Iterative FD Solutions / 1.6.8:
Exploiting Symmetries in TD Modeling / 1.6.9:
Concluding Remarks / 1.7:
Bibliography
Wire Structures: TDIE Solution / Rao ; Sarkar2.:
Basic Analysis / 2.1:
Analysis of a Straight Wire / 2.2:
Method of Moments Solution / 2.2.1:
Conjugate Gradient Method Solution / 2.2.2:
Numerical Example / 2.2.3:
Analysis of an Arbitrary Wire / 2.3:
Moment Method Solution / 2.3.1:
Conjugate Gradient Method / 2.3.2:
Numerical Examples / 2.3.3:
Implicit Solution Scheme / 2.4:
Application to Arbitrary Wire / 2.4.1:
Numerical Implementation / 2.4.2:
Analysis of Multiple Wires and Wire Junctions / 2.4.3:
Infinite Conducting Cylinders: TDIE Solution / Vechinski2.6:
Integral Equation Formulation / 3.1:
Discretization Scheme / 3.2:
TM Incidence: EFIE Formulation / 3.3:
Explicit Solution Procedure / 3.3.1:
Implicit Solution Procedure / 3.3.2:
TE Incidence: EFIE Formulation / 3.3.3:
TE Incidence: HFIE Formulation / 3.4.1:
Finite Conducting Bodies: TDIE Solution / 3.5.1:
Numerical Solution Scheme / 4.1:
Explicit Numerical Method / 4.2.1:
Implicit Numerical Method / 4.2.2:
Efficiency Considerations / 4.2.3:
Far-Scattered Fields / 4.2.4:
Near-Scattered Fields / 4.3.1:
Extrapolation of Time Domain Response / 4.5:
Matrix Pencil Method / 4.5.1:
Total Least Squares Matrix Pencil / 4.5.2:
Dielectric Bodies: TDIE Solution / 4.5.3:
Two-Dimensional Cylinders / 5.1:
Numerical Solution Procedure / 5.2.1:
Three-Dimensional Bodies / 5.2.2:
Finite-Difference Time Domain Method / Umashankar5.3.1:
Introduction to FDTD / 6.1:
Pulse Propagation in a Lossy, Inhomogeneous, Layered Medium / 6.2:
Propagation of Half-Sine Pulse / 6.2.1:
Remote Sensing of Inhomogeneous, Lossy, Layered Media / 6.3:
Profile Inversion Results / 6.3.1:
Key Elements of FDTD Modeling Theory / 6.4:
FDTD Formulation for Two-Dimensional Closed-Region Problems / 6.5:
FDTD Formulation for TM and TE Cases / 6.5.1:
Hollow Rectangular Waveguide / 6.5.2:
Dielectric Slab-Loaded Rectangular Waveguide / 6.5.3:
Shielded Microstrip Lines / 6.5.4:
FDTD Formulation for Two-Dimensional Open-Region Problems / 6.6:
Absorbing Radiation Boundary Condition / 6.6.1:
Second-Order Radiation Boundary Condition / 6.6.2:
Plane Wave Source Condition / 6.7:
Near- to Far-Field Transformation / 6.8:
FDTD Modeling of Curved Surfaces / 6.9:
Perfectly Conducting Object: The TE Case / 6.9.1:
Perfectly Conducting Object: The TM Case / 6.9.2:
Homogeneous Dielectric Object: The TE Case / 6.9.3:
FDTD Formulation for Three-Dimensional Closed-Region Problems / 6.10:
Three-Dimensional Full-Wave Analysis / 6.10.1:
Compact Two-Dimensional FDTD Algorithm / 6.10.2:
Evaluation of Dispersion Characteristics / 6.10.3:
FDTD Formulation for Three-Dimensional Open-Region Problems / 6.11:
Three-Dimensional Plane Wave Source Condition / 6.11.1:
Near- to Far-Field Transformation for the Three-Dimensional Case / 6.12:
RCS of a Flat-Plate Scatterer / 6.12.1:
Computer Resources and Modeling Implications / 6.13:
Transmission Line Modeling Method / Gothard ; German6.14:
The Two-Dimensional TLM / 7.1:
Time Domain Wave Equation / 7.1.1:
Time Domain Transmission Line Equation / 7.1.2:
Equating Maxwell's and the Circuit Equations / 7.1.3:
General Scattering Matrix Theory / 7.1.4:
Applying Scattering Theory to the Free-Space Shunt T-Line / 7.1.5:
Modeling Inhomogeneous Lossy Media / 7.1.6:
Excitation of the TLM Mesh and Metallic Boundaries / 7.1.7:
TLM Mesh Truncation Conditions / 7.1.8:
Discretization of the TLM Spatial Grid / 7.1.9:
TLM Output / 7.1.10:
The Series Node and Duality / 7.1.11:
Outline of the Algorithm for Two-Dimensional TLM Code / 7.1.12:
Three-Dimensional TLM / 7.2:
Special Features in TLM / 7.3:
Frequency-Dependent Material / 7.3.1:
Alternative Meshing Schemes / 7.3.2:
Antenna Array / 7.4:
Electromagnetic Scattering / 7.4.2:
Finite-Element Time Domain Method / Roy ; Salazar-Palma ; Djordjevic7.5:
Incident Field / 8.1:
Transverse Magnetic Case / 8.2:
Formulation / 8.2.1:
Finite-Element Procedure / 8.2.2:
Time-Stepping Procedure / 8.2.3:
Numerical Results / 8.2.4:
Transverse Electric Case / 8.3:
Finite-Volume Time Domain Method / Bonnet ; Ferrieres ; Michielsen ; Klotz ; Roumiguieres8.3.1:
Maxwell's Equations as a Hyperbolic Conservative System / 9.1:
The Conservative Form of Maxwell's Equations / 9.1.1:
Characteristics and Wavefront Propagation / 9.1.2:
An Elementary Form of the Finite-Volume Method / 9.1.3:
Finite-Volume Discretization of Maxwell's Equations / 9.2:
Spatial Discretizations / 9.2.1:
Temporal Discretization / 9.2.2:
Consistency and Stability / 9.2.3:
Hybridization of the FVTD Method with Other Models and Methods / 9.3:
Thin-Wire Models in the FVTD Method / 9.3.1:
Hybridization of the FVTD and the FDTD Methods / 9.3.2:
Another Approach of the Finite-Volume Approach / 9.3.3:
Dielectric Structures / 9.4:
Thin Screens with Finite Conductivity / 9.4.2:
Thin Wires / 9.4.3:
Index / 9.5:
Preface
Acknowledgments
Contributors
2.

図書

図書
C. Constanda, J. Saranen and S. Seikkala (editors)
出版情報: Harlow, Essex : Longman, 1997  2 v. ; 25 cm
シリーズ名: Pitman research notes in mathematics series ; 374-375
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3.

図書

図書
by Ravi P. Agarwal, Donal O'Regan and Patricia J.Y. Wong
出版情報: Dordrecht ; Boston, Mass. : Kluwer Academic Publishers, c1999  xi, 416 p. ; 25 cm
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4.

図書

図書
V.K. Dzyadyk
出版情報: Utrecht : VSP, 1995  325 p. ; 25 cm
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5.

図書

図書
Wolfgang Hackbusch
出版情報: Basel ; Boston : Birkhäuser Verlag, c1995  xiv, 359 p. ; 24 cm
シリーズ名: International series of numerical mathematics ; v. 120
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6.

図書

図書
[revised by] Joseph R. Mautz ; [by] N. Morita, N. Kumagai
出版情報: Boston : Artech House, c1991  xi, 342 p. ; 24 cm
シリーズ名: The Artech House antenna library / Helmut E. Schrank, series editor
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目次情報: 続きを見る
Preface
Fundamentals of Electromagnetic Field Analysis / Chapter 1:
Basic Equations for Electromagnetic Fields / 1.1:
The Vector Potential, the Scalar Potential, and the Hertz Vectors / 1.2:
Electromagnetic Fields in Regions That Are Uniform in One Direction / 1.3:
Boundary Conditions and the Radiation Condition / 1.4:
Green's Functions and the Dirac Delta Function / 1.5:
Free-space Green's Functions / 1.6:
Green's Function for the Three-Dimensional Scalar Helmholtz Equation / 1.6.1:
Green's Function for the Two-Dimensional Scalar Helmholtz Equation / 1.6.2:
Green's Function for Laplace's Equation / 1.6.3:
Solutions of the Scalar Helmholtz Equation / 1.7:
Expressions in Cartesian Coordinates / 1.7.1:
Expressions in Cylindrical Coordinates / 1.7.2:
Expressions in Spherical Coordinates / 1.7.3:
Plane Waves / 1.8:
Expression in Spherical Coordinates / 1.8.1:
Scattering by Simply Shaped Objects / 1.9:
The Dielectric Circular Cylinder / 1.9.1:
The Perfectly Conducting Circular Cylinder / 1.9.2:
The Dielectric Sphere / 1.9.3:
The Perfectly Conducting Sphere / 1.9.4:
Reflection and Refraction at a Plane Surface / 1.10:
TM Wave Incidence / 1.10.1:
TE Wave Incidence / 1.10.2:
Electromagnetic Fields in the Vicinity of a Wedge / 1.11:
The Dielectric Wedge / 1.11.1:
The Perfectly Conducting Wedge / 1.11.2:
References
Integral Representations / Chapter 2:
Scalar Field Problems / 2.1:
The Derivation / 2.1.1:
Two-Dimensional Scattering Problems / 2.1.2:
Electrostatic Field Problems / 2.1.3:
Vector Field Problems / 2.2:
Transformation of Three-Dimensional Expressions into Two-Dimensional Expressions / 2.3:
Vectorial Integral Representations in the Cross-sectional Plane / 2.3.1:
Integral Representations for the Axial Field Components / 2.3.2:
Dielectric Waveguide Mode Fields / 2.4:
Fields in Terms of the Source Distributions / 2.5:
Derivation Based on the Reciprocity Theorem / 2.6:
Far Fields and Scattering Cross Sections / 2.7:
Three-Dimensional Problems / 2.7.1:
Two-Dimensional Problems / 2.7.2:
Reciprocity Between Incident and Scattered Waves / 2.8:
Integral Representations Applied to the Problem of Reflection and Refraction at a Plane Interface / 2.9:
Local Rectangular Coordinates / Appendix 2A:
Derivatives of the Unit Vectors of a Curvilinear Coordinate System / Appendix 2B:
Integral Equations / Chapter 3:
Integral Representations with the Observation Point on the Boundary / 3.1:
A Limiting Procedure for Three-Dimensional Scalar Field Problems / 3.1.1:
A Limiting Procedure for Two-Dimensional Scalar Field Problems / 3.1.2:
Integral Representations with the Observation Point on the Boundary for Scalar Field Problems / 3.1.3:
Treatment of the Second Partial Derivative of the Green's Function / 3.1.4:
Integral Representations with the Observation Point on the Boundary for Vector Field Problems / 3.1.5:
Fundamental Integral Equations / 3.2:
General Formulation / 3.2.1:
Scattering by a Perfectly Conducting Cylinder: TM Wave Incidence / 3.2.2:
Scattering by a Perfectly Conducting Cylinder: TE Wave Incidence / 3.2.3:
Scattering by a Dielectric Cylinder: TM Wave Incidence / 3.2.4:
Scattering by a Dielectric Cylinder: TE Wave Incidence / 3.2.5:
A Perfectly Conducting Body in an Electrostatic Field / 3.2.6:
A Dielectric Body in an Electrostatic Field / 3.2.7:
Guided Modes of a Dielectric Waveguide / 3.2.8:
Modes of a Closed Waveguide / 3.2.9:
Integral Equations When There are Conditions on Other Boundaries / 3.3:
Involvement of Resonant Solutions / 3.4:
General Theory / 3.4.1:
The Perfectly Conducting Cylinder / 3.4.2:
The Dielectric Cylinder / 3.4.3:
A Summary on Resonant Solutions / 3.4.4:
Methods of Eliminating Resonant Solutions / 3.5:
Utilization of the Extended Boundary Condition / 3.5.1:
A Method for Combining Interior and Exterior Field Expressions / 3.5.2:
A Combined-Field Solution / 3.5.3:
A Combined-Source Solution / 3.5.4:
Integration over the Infinitesimal Area Around an Apex / Appendix 3A:
The Numerical Solution of Integral Equations / Chapter 4:
The Discretization of Integral Equations and the Boundary Element Method / 4.1:
The Method of Moments / 4.2:
General Concepts / 4.2.1:
The Expansion Functions / 4.2.2:
The Weighting Functions / 4.2.3:
Ways to Obtain a Matrix Equation from Fundamental Integral Equations / 4.3:
The Pulse Function Expansion: A Constant Element Approximation / 4.3.1:
The Triangle Function Expansion: A Linear Element Approximation / 4.3.2:
The Numerical Solution of the Matrix Equation / 4.4:
The Method of the Generalized Inverse of Matrices / 4.4.1:
The Conjugate Gradient Method / 4.4.2:
The Direct Iterative Method / 4.4.3:
Notes on the Calculation of Physical Quantities and Computer Programming / 4.5:
Integration Over the Arc-Shaped Boundary Element Containing the Observation Point / Appendix 4A:
The Conjugate Gradient Method for Solving a Matrix Equation When the Elements of the Matrix Are Complex Numbers / Appendix 4B:
Some Useful Formulas / Appendix A:
Index
Preface
Fundamentals of Electromagnetic Field Analysis / Chapter 1:
Basic Equations for Electromagnetic Fields / 1.1:
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