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Computational methods for electromagnetic and optical systems / John M. Jarem, Partha P. Banerjee.
Author
Jarem, John M., 1948-
[Browse]
Format
Book
Language
English
Εdition
2nd ed.
Published/Created
Boca Raton, FL : CRC Press, c2011.
Description
xv, 416 p. : ill. ; 27 cm.
Availability
Available Online
Taylor & Francis eBooks Complete
SCI-TECHnetBASE
Ebook Central Perpetual, DDA and Subscription Titles
O'Reilly Online Learning: Academic/Public Library Edition
Copies in the Library
Location
Call Number
Status
Location Service
Notes
Harold P. Furth Plasma Physics Library - Stacks
QC760 .J47 2011
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Details
Subject(s)
Electromagnetism
—
Mathematics
[Browse]
Electromagnetism
—
Industrial applications
[Browse]
Optics
—
Mathematics
[Browse]
Optics
—
Industrial applications
[Browse]
Related name
Banerjee, Partha P.
[Browse]
Series
Optical science and engineering (CRC Press) ; 149.
[More in this series]
Optical science and engineering ; 149
Summary note
"This text introduces and examines a variety of spectral computational techniques - including k-space theory, Floquet theory and beam propagation - that are used to analyze electromagnetic and optical problems. The book also presents a solution to Maxwell's equations from a set of first order coupled partial differential equations"--Provided by publisher.
Bibliographic references
Includes bibliographical references and index.
Contents
3.3.1.Constitutive Relations and Frequency Dependence
3.3.2.Constitutive Relations for Chiral Media
3.4.Plane Wave Propagation through Linear Homogeneous Isotropic Media
3.4.1.Dispersive Media
3.4.2.Chiral Media
3.5.Power Flow, Stored Energy, Energy Velocity, Group Velocity, and Phase Velocity
3.6.Metamaterials and Negative Index Media
3.6.1.Beam Propagation in NIMs
3.7.Propagation through Photonic Band Gap Structures: The Transfer Matrix Method
3.7.1.Periodic PIM-NIM Structures
3.7.2.EM Propagation in Complex Structures
Problems
References
4.1.Introduction
4.2.State Variable Analysis of an Isotropic Layer
4.2.1.Introduction
4.2.2.Analysis
4.2.3.Complex Poynting Theorem
4.2.4.State Variable Analysis of an Isotropic Layer in Free Space
4.2.5.State Variable Analysis of a Radar Absorbing Layer
4.2.6.State Variable Analysis of a Source in Isotropic Layered Media
4.3.State Variable Analysis of an Anisotropic Layer
4.3.1.Introduction
4.3.2.Basic Equations
4.3.3.Numerical Results
4.4.One-Dimensional k-Space State Variable Solution
4.4.1.Introduction
4.4.2.k-Space Formulation
4.4.3.Ground Plane Slot Waveguide System
4.4.4.Ground Plane Slot Waveguide System, Numerical Results
5.1.Introduction
5.2.H-Mode Planar Diffraction Grating Analysis
5.2.1.Full-Field Formulation
5.2.2.Differential Equation Method
5.2.3.Numerical Results
5.2.4.Diffraction Grating Mirror
5.3.Application of RCWA and the Complex Poynting Theorem to E-Mode Planar Diffraction Grating Analysis
5.3.1.E-Mode RCWA Formulation
5.3.2.Complex Poynting Theorem
5.3.2.1.Sample Calculation of PuWE
5.3.2.2.Other Poynting Theorem Integrals
5.3.2.3.Simplification of Results and Normalization
5.3.3.Numerical Results
5.4.Multilayer Analysis of E-Mode Diffraction Gratings
5.4.1.E-Mode Formulation
5.4.2.Numerical Results
5.5.Crossed Diffraction Grating
5.5.1.Crossed Diffraction Grating Formulation
5.5.2.Numerical Results
References --
6.1.Introduction to Photorefractive Materials
6.2.Dynamic Nonlinear Model for Diffusion-Controlled PR Materials
6.3.Approximate Analysis
6.3.1.Numerical Algorithm
6.3.2.TE Numerical Simulation Results
6.3.3.TM Numerical Simulation Results
6.3.4.Discussion of Results from Approximate Analysis
6.4.Exact Analysis
6.4.1.Finite Difference Kukhtarev Analysis
6.4.2.TM Numerical Simulation Results
6.5.Reflection Gratings
6.5.1.RCWA Optical Field Analysis
6.5.2.Material Analysis
6.5.3.Numerical Results
6.6.Conclusion
7.1.Introduction
7.2.Rigorous Coupled Wave Analysis Circular Cylindrical Systems
7.3.Rigorous Coupled Wave Analysis Mathematical Formulation
7.3.1.Introduction
7.3.2.Basic Equations
7.3.3.Numerical Results
7.4.Anisotropic Cylindrical Scattering
7.4.1.Introduction
7.4.2.State Variable Analysis
7.4.3.Numerical Results
7.5.Spherical Inhomogeneous Analysis
7.5.1.Introduction
7.5.2.Rigorous Coupled Wave Theory Formulation
7.5.3.Numerical Results
8.1.Introduction
8.2.RCWA Bipolar Coordinate Formulation
8.2.1.Bipolar and Eccentric Circular Cylindrical, Scattering Region Coordinate Description
8.2.2.Bipolar RCWA State Variable Formulation
8.2.3.Second-Order Differential Matrix Formulation
8.2.4.Thin-Layer, Bipolar Coordinate Eigenfunction Solution
8.3.Bessel Function Solutions in Homogeneous Regions of Scattering System
8.4.Thin-Layer SV Solution in the Inhomogeneous Region of the Scattering System
8.5.Matching of EM Boundary Conditions at Interior-Exterior Interfaces of the Scattering System
8.5.1.Bipolar and Circular Cylindrical Coordinate Relations
8.5.2.Details of Region 2 (Inhomogenous Region) Region 3 (Homogenous Interior Region) EM Boundary Value Matching
8.5.3.Region 0 (Homogenous Exterior Region) Region 2 (Inhomogenous Region) EM Boundary Value Matching
8.5.4.Details of Layer-to-Layer EM Boundary Value Matching in the Inhomogeneous Region
8.5.5.Inhomogeneous Region Ladder-Matrix
8.6.Region 1 Region 3 Bessel-Fourier Coefficient Transfer Matrix
8.7.Overall System Matrix
8.8.Alternate Forms of the Bessel-Fourier Coefficient Transfer Matrix
8.9.Bistatic Scattering Width
8.10.Validation of Numerical Results
8.11.Numerical Results, Examples of Scattering from Homogeneous and Inhomogeneous Material Objects
8.12.Error and Convergence Analysis
8.13.Summary, Conclusions, and Future Work
Appendix 8.A
Appendix 8.B
9.1.Introduction
9.2.Case Study I: Fourier Series Expansion, Eigenvalue and Eigenfunction Analysis, and Transfer Matrix Analysis --
9.3.Case Study II: Comparison of KPE BA, BC Validation Methods, and SV Methods for Relatively Small Diameter Scattering Objects
9.4.Case Study III: Comparison of BA, BC, and SV Methods for Gradually, Stepped-Up, Index Profile Scattering Objects
9.5.Case Study IV: Comparison of BA, BC, and SV Methods for Mismatched, Index Profile, Scattering Objects
9.6.Case Study V: Comparison of BA, BC, and SV Methods for Gradually, Stepped-Up, Index Scattering Objects with High Index Core
9.7.Case Study VI: Calculation and Convergence Analysis of EM Fields of an Inhomogeneous Region Material Object Using the SV Method, Δepsilon = 1, α = 5.5, Λ = 0, Example
9.8.Case Study VII: Calculation and Convergence Analysis of EM Fields of an Inhomogeneous Region Material Object Using the SV Method, Δepslon = 0.4, α = 5.5, Λ = 0 Example
9.9.Case Study VIII: Comparison of Homogeneous and Inhomogeneous Region Bistatic Line Widths
9.10.Case Study IX: Conservation of Power Analysis
Appendix 9.A: Interpolation Equations.
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ISBN
9781439804223 (hardback)
1439804222 (hardback)
LCCN
2010045338
OCLC
262430646
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Computational methods for electromagnetic and optical systems / John M. Jarem, Partha P. Banerjee.
id
99123746993506421
Computational methods for electromagnetic and optical systems / by John M. Jarem and Partha P. Banerjee.
id
99125303360306421