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Titulos:
Scattering of electromagnetic waves. Leung Tsang, Jin Au Kong, Kung-Hau Ding.
Idiomas:
eng
ISBN:
1-280-54183-0; 9786610541836; 0-470-35593-X; 0-471-46378-7; 0-471-22430-8
Lugar de Edición:
New York :
Editor:
Wiley,
Fecha de Edición:
c2001.
Notas #:
"A Wiley-Interscience publication."
Notas Formateada:
CONTENTS; PREFACE; CHAPTER 1 MONTE CARLO SIMULATIONS OF LAYERED MEDIA; 1 One-Dimensional Layered Media with Permittivity Fluctuations; 1.1 Continuous Random Medium; 1.2 Generation of One-Dimensional Continuous Gaussian Random Medium; 1.3 Numerical Results and Applications to Antarctica; 2 Random Discrete Layering and Applications; References and Additional Readings; CHAPTER 2 INTEGRAL EQUATION FORMULATIONS AND BASIC NUMERICAL METHODS; 1 Integral Equation Formulation for Scattering Problems; 1.1 Surface Integral Equations; 1.2 Volume Integral Equations; 1.3 Dyadic Green's Function Singularity and Electrostatics2 Method of Moments; 3 Discrete Dipole Approximation (DDA); 3.1 Small Cubes; 3.2 Radiative Corrections; 3.3 Other Shapes; 4 Product of Toeplitz Matrix and Column Vector; 4.1 Discrete Fourier Transform and Convolutions; 4.2 FFT for Product of Toeplitz Matrix and Column Vector; 5 Conjugate Gradient Method; 5.1 Steepest Descent Method; 5.2 Real Symmetric Positive Definite Matrix; 5.3 General Real Matrix and Complex Matrix; References and Additional Readings; CHAPTER 3 SCATTERING AND EMISSION BY A PERIODIC ROUGH SURFACE; 1 Dirichlet Boundary Conditions1.1 Surface Integral Equation; 1.2 Floquet's Theorem and Bloch Condition; 1.3 2-D Green's Function in 1-D Lattice; 1.4 Bistatic Scattering Coefficients; 2 Dielectric Periodic Surface: T-Matrix Method; 2.1 Formulation in Longitudinal Field Components; 2.2 Surface Field Integral Equations and Coupled Matrix Equations; 2.3 Emissivity and Comparison with Experiments; 3 Scattering of Waves Obliquely Incident on Periodic Rough Surfaces: Integral Equation Approach; 3.1 Formulation; 3.2 Polarimetric Brightness Temperatures; 4 Ewald's Method; 4.1 Preliminaries; 4.2 3-D Green's Function in 3-D Lattices4.3 3-D Green's Function in 2-D Lattices; 4.4 Numerical Results; References and Additional Readings; CHAPTER 4 RANDOM ROUGH SURFACE SIMULATIONS; 1 Perfect Electric Conductor (Non-Penetrable Surface); 1.1 Integral Equation; 1.2 Matrix Equation: Dirichlet Boundary Condition (EFIE for TE Case); 1.3 Tapering of Incident Waves and Calculation of Scattered Waves; 1.4 Random Rough Surface Generation; 1.5 Neumann Boundary Condition (MFIE for TM Case); 2 Two-Media Problem; 2.1 TE and TM Waves; 2.2 Absorptivity, Emissivity and Reflectivity; 2.3 Impedance Matrix Elements: Numerical Integrations2.4 Simulation Results; 3 Topics of Numerical Simulations; 3.1 Periodic Boundary Condition; 3.2 MFIE for TE Case of PEC; 3.3 Impedance Boundary Condition; 4 Microwave Emission of Rough Ocean Surfaces; 5 Waves Scattering from Real-Life Rough Surface Profiles; 5.1 Introduction; 5.2 Rough Surface Generated by Three Methods; 5.3 Numerical Results of the Three Methods; References and Additional Readings; CHAPTER 5 FAST COMPUTATIONAL METHODS FOR SOLVING ROUGH SURFACE SCATTERING PROBLEMS; 1 Banded Matrix Canonical Grid Method for Two-Dimensional Scattering for PEC Case
Nota de contenido:
A timely and authoritative guide to the state of the art of wave scatteringScattering of Electromagnetic Waves offers in three volumes a complete and up-to-date treatment of wave scattering by random discrete scatterers and rough surfaces. Written by leading scientists who have made important contributions to wave scattering over three decades, this new work explains the principles, methods, and applications of this rapidly expanding, interdisciplinary field. It covers both introductory and advanced material and provides students and researchers in remote sensing as well as imaging, op
Palabras clave:
Electromagnetic waves; Electromagnetic theory.

Leader:
nam
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Campo 020:
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Campo 020:
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Campo 020:
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Campo 020:
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Campo 100:
1 ^aTsang, Leung.
Campo 245:
10^aScattering of electromagnetic waves.^pNumerical solutions^h[electronic resource] /^cLeung Tsang, Jin Au Kong, Kung-Hau Ding.
Campo 246:
Campo 260:
^aNew York :^bWiley,^cc2001.
Campo 300:
^a1 online resource (732 p.)
Campo 490:
1 ^aWiley series in remote sensing
Campo 500:
^a"A Wiley-Interscience publication."
Campo 505:
0 ^aCONTENTS; PREFACE; CHAPTER 1 MONTE CARLO SIMULATIONS OF LAYERED MEDIA; 1 One-Dimensional Layered Media with Permittivity Fluctuations; 1.1 Continuous Random Medium; 1.2 Generation of One-Dimensional Continuous Gaussian Random Medium; 1.3 Numerical Results and Applications to Antarctica; 2 Random Discrete Layering and Applications; References and Additional Readings; CHAPTER 2 INTEGRAL EQUATION FORMULATIONS AND BASIC NUMERICAL METHODS; 1 Integral Equation Formulation for Scattering Problems; 1.1 Surface Integral Equations; 1.2 Volume Integral Equations
Campo 505:
8 ^a1.3 Dyadic Green's Function Singularity and Electrostatics2 Method of Moments; 3 Discrete Dipole Approximation (DDA); 3.1 Small Cubes; 3.2 Radiative Corrections; 3.3 Other Shapes; 4 Product of Toeplitz Matrix and Column Vector; 4.1 Discrete Fourier Transform and Convolutions; 4.2 FFT for Product of Toeplitz Matrix and Column Vector; 5 Conjugate Gradient Method; 5.1 Steepest Descent Method; 5.2 Real Symmetric Positive Definite Matrix; 5.3 General Real Matrix and Complex Matrix; References and Additional Readings; CHAPTER 3 SCATTERING AND EMISSION BY A PERIODIC ROUGH SURFACE
Campo 505:
8 ^a1 Dirichlet Boundary Conditions1.1 Surface Integral Equation; 1.2 Floquet's Theorem and Bloch Condition; 1.3 2-D Green's Function in 1-D Lattice; 1.4 Bistatic Scattering Coefficients; 2 Dielectric Periodic Surface: T-Matrix Method; 2.1 Formulation in Longitudinal Field Components; 2.2 Surface Field Integral Equations and Coupled Matrix Equations; 2.3 Emissivity and Comparison with Experiments; 3 Scattering of Waves Obliquely Incident on Periodic Rough Surfaces: Integral Equation Approach; 3.1 Formulation; 3.2 Polarimetric Brightness Temperatures; 4 Ewald's Method; 4.1 Preliminaries
Campo 505:
8 ^a4.2 3-D Green's Function in 3-D Lattices4.3 3-D Green's Function in 2-D Lattices; 4.4 Numerical Results; References and Additional Readings; CHAPTER 4 RANDOM ROUGH SURFACE SIMULATIONS; 1 Perfect Electric Conductor (Non-Penetrable Surface); 1.1 Integral Equation; 1.2 Matrix Equation: Dirichlet Boundary Condition (EFIE for TE Case); 1.3 Tapering of Incident Waves and Calculation of Scattered Waves; 1.4 Random Rough Surface Generation; 1.5 Neumann Boundary Condition (MFIE for TM Case); 2 Two-Media Problem; 2.1 TE and TM Waves; 2.2 Absorptivity, Emissivity and Reflectivity
Campo 505:
8 ^a2.3 Impedance Matrix Elements: Numerical Integrations2.4 Simulation Results; 3 Topics of Numerical Simulations; 3.1 Periodic Boundary Condition; 3.2 MFIE for TE Case of PEC; 3.3 Impedance Boundary Condition; 4 Microwave Emission of Rough Ocean Surfaces; 5 Waves Scattering from Real-Life Rough Surface Profiles; 5.1 Introduction; 5.2 Rough Surface Generated by Three Methods; 5.3 Numerical Results of the Three Methods; References and Additional Readings; CHAPTER 5 FAST COMPUTATIONAL METHODS FOR SOLVING ROUGH SURFACE SCATTERING PROBLEMS
Campo 505:
8 ^a1 Banded Matrix Canonical Grid Method for Two-Dimensional Scattering for PEC Case
Campo 520:
^aA timely and authoritative guide to the state of the art of wave scatteringScattering of Electromagnetic Waves offers in three volumes a complete and up-to-date treatment of wave scattering by random discrete scatterers and rough surfaces. Written by leading scientists who have made important contributions to wave scattering over three decades, this new work explains the principles, methods, and applications of this rapidly expanding, interdisciplinary field. It covers both introductory and advanced material and provides students and researchers in remote sensing as well as imaging, op
Campo 650:
0^aElectromagnetic waves^xScattering.
Campo 650:
0^aElectromagnetic theory.
Campo 700:
1 ^aKong, Jin Au,^d1942-
Campo 700:
1 ^aDing, Kung-Hau.
Proveniencia:
^aUniversidad de San Andrés - Biblioteca Max Von Buch
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Institucion:
Universidad de San Andrés
Dependencia:
Biblioteca Max Von Buch

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