Advances in Mathematical Methods for Electromagnetics

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Bibliographic Details
Imprint:Stevenage : SciTech Publishing Inc., 2020.
Description:1 online resource (748 p.)
Language:English
Series:Electromagnetic Waves
Electromagnetic Waves.
Subject:
Format: E-Resource Book
URL for this record:http://pi.lib.uchicago.edu/1001/cat/bib/12576118
Hidden Bibliographic Details
Other authors / contributors:Kobayashi, Kazuya, ed.
Smith, Paul Denis, ed.
ISBN:9781785613852
Summary:The book has 27 Chapters, which discuss: complex canonical diffraction problems; imperfectly conducting canonical bodies; electromagnetic surface waves scattering; dielectric-wedge; Fourier series; Green's theorem; Huygens' principle; wave equation; bounded piece-wise homogeneous domains; elliptic cylinder; high frequency techniques; function theoretic methods; hybrid ray-mode techniques; spherical-multipole analysis; uniform complex-source beams; far-field pattern; line source radiation; Wiener-Hopf analysis; analytical regularization method; resonance scattering; two-dimensional arbitrary open cavities; integral equations solutions; quasi-Helmholtz projectors; dielectric disk antennas; inhomogeneous media; Herglotz functions; circular cylinders arrays; waveguides; beam-based local diffraction tomography; dispersive material systems; quantum optics; topological photonics; randomly located obstacles; complex environments; geophysical media; biological media; SI units and electrodynamics.
Standard no.:10.1049/SBEW528E