Electromagnetic Waves, Materials, and Computation with MATLAB®

"" ... a required reference in the library of anyone doing research or development in plasma physics or engineering.""--Igor Alexeff, Electrical Engineering Department, University of Tennessee""Most appropriate for advanced engineering students. Comprehensive, yet '...

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Bibliographic Details
Online Access: Full Text (via Taylor & Francis)
Main Author: Kalluri, Dikshitulu K.
Format: eBook
Language:English
Published: Hoboken : CRC Press, 2011.
Subjects:
Table of Contents:
  • Front Cover
  • Contents
  • Preface
  • Acknowledgments
  • Author
  • Selected List of Symbols
  • List of Book Sources
  • Chapter 1
  • Electromagnetics of Simple Media
  • Chapter 2
  • Electromagnetics of Simple Media:: One-Dimensional Solution
  • Chapter 3
  • Two-Dimensional Problems and Waveguides
  • Chapter 4
  • Three-Dimensional Solutions
  • Chapter 5
  • Spherical Waves and Applications
  • Chapter 6
  • Laplace Equation: Static and: Low-Frequency Approximations
  • Chapter 7
  • Miscellaneous Topics on Waves
  • Chapter 8
  • Electromagnetic Modeling of Complex Materials
  • Chapter 9
  • Artificial Electromagnetic Materials
  • Chapter 10
  • Waves in Isotropic Cold Plasma: Dispersive Medium
  • Chapter 11
  • Spatial Dispersion and Warm Plasma
  • Chapter 12
  • Wave in Anisotropic Media and Magnetoplasma
  • Chapter 13
  • Optical Waves in Anisotropic Crystals
  • Chapter 14
  • Electromagnetics of Moving Media
  • Chapter 15
  • Introduction and One-Dimensional Problems
  • Chapter 16
  • Two-Dimensional Problem
  • Chapter 17
  • Advanced Topics on Finite-Element Method
  • Chapter 18
  • Case Study Ridged Waveguide : with Many Elements
  • Chapter 19
  • Finite-Difference Time-Domain Method
  • Chapter 20
  • Finite-Difference Time-Domain Method Simulation of Electromagnetic Pulse Interaction with a Switched Plasma Slab
  • Chapter 21
  • Approximate Analytical Methods Based on Perturbation and Variational Techniques
  • Appendix 1A: Vector Formulas and Coordinate Systems
  • Appendix 1B: Retarded Potentials and Review of Potentials for the Static Cases
  • Appendix 1C: Poynting Theorem
  • Appendix 1D: Low-Frequency Approximation of Maxwell's Equations R, L, C, and Memristor M
  • Appendix 2A: AC Resistance of a Round Wire When the Skin Depth e Is Comparable to the Radius a of the Wire
  • Appendix 2B: Transmission Lines: Power Calculation
  • Appendix 2C: Introduction to the Smith Chart.
  • Appendix 2D: Nonuniform Transmission lines
  • Appendix 4A: Calculation of Losses in a Good Conductor at High Frequencies: Surface Resistance RS
  • Appendix 6A: On Restricted Fourier Series Expansion
  • Appendix 7A: Two- and Three-Dimensional Green's Functions
  • Appendix 9A: Experimental Simulation of a Warm-Plasma Medium
  • Appendix 9B: Wave Propagation in Chiral Media
  • Appendix 10A: Backscatter from a Plasma Plume due to Excitation of Surface Waves
  • Appendix 10B: Classical Photon Theory of Electromagnetic Radiation
  • Appendix 10C: Photon Acceleration in a Time-Varying Medium
  • Appendix 11A: Thin Film Reflection Properties of a Warm Isotropic Plasma Slab between Two Half-Space Dielectric Media
  • Appendix 11B: The First-Order Coupled Differential Equations for Waves in Inhomogeneous Warm Magnetoplasmas
  • Appendix 11C: Waveguide Modes of a Warm Drifting Uniaxial Electron Plasma
  • Appendix 12A: Faraday Rotation versus Natural Rotation
  • Appendix 12B: Ferrites and Permeability Tensor
  • Appendix 14A: Electromagnetic Wave Interaction with Moving Bounded Plasmas
  • Appendix 14B: Radiation Pressure Due to Plane Electromagnetic Waves Obliquely Incident on Moving Media
  • Appendix 14C: Reflection and Transmission of Electromagnetic Waves Obliquely Incident on a Relativistically Moving Uniaxial Plasma Slab
  • Appendix 14D: Brewster Angle for a Plasma Medium Moving at a Relativistic Speed
  • Appendix 14E: On Total Reflection of Electromagnetic Waves from Moving Plasmas
  • Appendix 14F: Interaction of Electromagnetic Waves with Bounded Plasmas Moving Perpendicular to the Plane of Incidence
  • Appendix 16A: MatLab® Programs
  • Appendix 16B: Cotangent Formula
  • Appendix 16C: Neumann Boundary Conditions: FEM Method
  • Appendix 16D: Standard Area Integral
  • Appendix 16E: Numerical Techniques in the Solution of Field Problems.
  • Appendix 17A: The Problem of Field Singularities
  • Appendix 18A: Input Data
  • Appendix 18B: Main Programs
  • Appendix 18C: Function Programs
  • Appendix 21A: Complex Poynting Theorem
  • Problems
  • Back Cover.