ISBN-10:
1439817065
ISBN-13:
9781439817063
Pub. Date:
04/26/2010
Publisher:
Taylor & Francis
Electromagnetics of Time Varying Complex Media: Frequency and Polarization Transformer, Second Edition / Edition 2

Electromagnetics of Time Varying Complex Media: Frequency and Polarization Transformer, Second Edition / Edition 2

by Dikshitulu K. Kalluri

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Product Details

ISBN-13: 9781439817063
Publisher: Taylor & Francis
Publication date: 04/26/2010
Pages: 556
Product dimensions: 6.12(w) x 9.25(h) x 3.30(d)

About the Author

Dikshitulu K. Kalluri, Ph.D., is Professor of Electrical and Computer Engineering at the University of Massachusetts Lowell, as well as the coordinator of the doctoral programs of the department. Born in Chodavaram, India, he received his B.E. degree in electrical engineering from Andhra University, India; a D.I.I Sc. degree in high-voltage engineering from the Indian Institute of Science in Bangalore, India; a master’s degree in electrical engineering from the University of Wisconsin, Madison, and his doctorate in electrical engineering from the University of Kansas, Lawrence.

Dr. Kalluri began his career at the Birla Institute, Ranchi, India, advancing to the rank of Professor, heading the Electrical Engineering Department, then serving as (Dean) Assistant Director of the institute. He has collaborated with research groups at the Lawrence Berkeley Laboratory, the University of California Los Angeles, the University of Southern California, and the University of Tennessee, and has worked several summers as a faculty research associate at Air Force Laboratories. Since 1984, he has been with the University of Massachusetts Lowell, He recently established the Electromagnetics and Complex Media Research Laboratory.

Dr. Kalluri, a fellow of the Institute of Electronic and Telecommunication Engineers and a member of Eta Kappa Nu and Sigma Xi, has published many technical articles and reviews.

Table of Contents

PART I — THEORY: ELECTROMAGNETIC WAVE TRANSFORMATION IN A TIME-VARYING MAGNETOPLASMA MEDIUM

Isotropic Plasma: Dispersive Medium
Basic Field Equations for a Cold Isotropic Plasma
One Dimensional Equations
Profile Approximations for Simple Solutions
Dispersive Media

Space-Varying Time-Invariant Isotropic Medium
Basic Equations
Dielectric-Dielectric Spatial Boundary
Reflection by a Plasma Half-Space
Reflection by a Plasma Slab
Inhomogeneous Slab Problem

Time–Varying and Space–Invariant Isotropic Plasma Medium
Basic Equations
Reflection by a Suddenly Created Unbounded Plasma Medium
ω-k Diagram and the Wiggler Magnetic Field
Power and energy considerations
Perturbation from Step Profile*
Causal Green’s Function for Temporally-Unlike Plasma Media
Transmission and Reflection Coefficients for a General Profile
Transmission and Reflection Coefficients for a Linear Profile
Validation of the Perturbation Solution by Comparing with the Exact Solution
Hump Profile
Comparison Identities

Switched Plasma Half-Space: A and B Waves
Steady-State Solution
Transient Solution

Switched Plasma Slab: B Wave Pulses
Development of the Problem
Transient Solution
Degenerate Case
A Component From Steady-State Solution
Numerical Results

Magnetoplasma Medium: L, R, O, and X Waves
Basic Field Equations for a Cold Anisotropic Plasma Medium
One Dimensional Equations: Longitudinal Propagation, L and R waves
One Dimensional Equations: Transverse Propagation: O wave
One Dimensional Solution: Transverse Propagation: X wave
Dielectric Tensor of a Lossy Magnetoplasma Medium
Periodic Layers of Magnetoplasma
Surface Magnetoplasmons
Surface Magnetoplasmons in Periodic Media

Switched Magnetoplasma Medium
One Dimensional Equations: Longitudinal Propagation
Sudden Creation: Longitudinal Propagation
Numerical Results: Longitudinal Propagation
Damping Rates: Longitudinal Propagation
Sudden Creation: Transverse Propagation, X wave
Additional Numerical Results
Sudden Creation: Arbitrary Direction of the Static Magnetic Field
Frequency Shifting of Low Frequency Waves

Longitudinal Propagation in a Magnetized Time-Varying Plasma
Perturbation from Step Profile
Causal Green’s Function for Temporally-Unlike Magnetized Plasma Media
Scattering Coefficients for a General Profile
Scattering Coefficients for a Linear Profile
Numerical Results
Wiggler Magnetic Field
E-formulation
Summary

Adiabatic Analysis of the MSW in a Transient Magnetoplasma
Adiabatic Analysis for R Wave
Modification of the Source Wave by a Slowly Created Plasma
Modification of the Whistler Wave by a Collapsing Plasma Medium
Alternate Model for a Collapsing Plasma
Modification of the Whistler Wave by a Collapsing Magnetic Field
Adiabatic Analysis for X Wave

Miscellaneous Topics
Proof of the Principle Experiments
Moving Ionization Front
The Finite-Difference Time-Domain Method
Lorentz Medium
Mode Conversion of X Wave
Frequency-Shifting Topics of Current Research Interest
Chiral Media: R and L Waves
Solitons
Astrophysical Applications
Virtual Photoconductivity
References

APPENDICES

Appendix A: Constitutive Relation for a Time-Varying Plasma Medium
Appendix B: Damping Rates ofWaves in a Switched Magnetoplasma Medium: Longitudinal Propagation
Appendix C: Wave Propagation in a Switched Magnetoplasma Mediaum: Transverse Propagation
Appendix D: Frequency Shifting Using Magnetoplasma Medium: Flash Ionization
Appendix E: Frequency Upshifting with Power Intensification of a WhistlerWave by a Collapsing Plasma Medium
Appendix F: Conversion of a Whistler Wave into a Controllable HelicalWiggler Magnetic Field
Appendix G: Effect of Switching a Magnetoplasma Medium on the Duration of a Monochromatic Pulse
Appendix H: Modificationof an Electromagnetic Wave by a Time-Varying Switched Magnetoplasma Medium: Transverse Propagation

PART II — NUMERICAL SIMULATION: FDTD FOR TIME-VARYING MEDIUM
FDTD Method
Air-Transmission Line
FDTD Solution
Numerical Dispersion
Stability Limit and Courant Condition
Open Boundaries
Source Excitation
Frequency Response
Waves in Inhomogeneous, Nondispersive Media: FDTD Solution
Waves in Inhomogeneous, Dispersive Media
Waves in Debye Material: FDTD Solution
Total Field/Scattered Field Formulation
Perfectly Matched Layer: Lattice Truncation
Exponential Time Stepping
FDTD for a Magnetoplasma
Three-Dimensional FDTD

Appendix I: FDTD Simulation of Electromagnetic Pulse Interaction with a Switched Plasma Slab
Appendix J: FDTD Simulation of EMW Transfomation in a Dynamic Magnetized Plasma
Appendix K: Three-Dimensional FDTD Simulation of EMW Transformation in a Dynamic Inhomogeneous Magnetized Plasma

PART III — APPLICATION: FREQUENCY AND POLARIZATION TRANSFORMER—SWITCHED MEDIUM IN A CAVITY

Time-Varying Medium in a Cavity and the Effect of the Switching Angle
Sudden Creation in a Cavity and Switching Angle
FDTD Method for a Lossy Plasma with Arbitrary Space and Time Profiles for the Plasma Density
Switching a Magnetoplasma: Longitudinal Modes
Switching a Magnetoplasma Medium: X Wave
Switching Off the Magnetoplasma by Collapse of the Ionization: Whistler Source Wave
Switching off the Magnetoplasma by Collapse of the Background Magnetic Field: Whistler Source Wave

Appendix L: Plasma-Induced Wiggler Magnetic Field in a Cavity
Appendix M: Plasma-Induced Wiggler Magnetic Field in a Cavity: II—The FDTD Method for a Switched Lossy Plasma
Appendix N: Frequency and Polarization Transformer: Longitudnal Modes
Appendix O: Frequency and Polarization Transformer: Transverse Modes—I Zero Rise Time
Appendix P: Frequency and Polarization Transformer: Transverse Modes—II Finite Rise Time
Appendix Q: Frequency Transformation of a Whistler Wave by a Collapsing Plasma Medium in a Cavity: FDTD Solution

EXPERIMENTS

Mark Rader: 1
Mark Rader: 2
Spencer Kuo
Mori and Joshi
References

Problems
Each chapter includes an "Introduction" and "References"

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