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  • Produktbild: Advances in Mathematical Methods for Electromagnetics

Advances in Mathematical Methods for Electromagnetics

Aus der Reihe Electromagnetic Waves

191,99 €

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Beschreibung

Produktdetails

Einband

Gebundene Ausgabe

Erscheinungsdatum

04.02.2021

Herausgeber

Kazuya Kobayashi + weitere

Verlag

Institution of Engineering & Technology

Seitenzahl

748

Maße (L/B/H)

24,1/16,3/4,1 cm

Gewicht

1361 g

Sprache

Englisch

ISBN

978-1-78561-384-5

Beschreibung

Produktdetails

Einband

Gebundene Ausgabe

Erscheinungsdatum

04.02.2021

Herausgeber

Verlag

Institution of Engineering & Technology

Seitenzahl

748

Maße (L/B/H)

24,1/16,3/4,1 cm

Gewicht

1361 g

Sprache

Englisch

ISBN

978-1-78561-384-5

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  • Produktbild: Advances in Mathematical Methods for Electromagnetics
  • Produktbild: Advances in Mathematical Methods for Electromagnetics

    • Introduction
    • Chapter 1: New insights in integral representation theory for the solution of complex canonical diffraction problems
    • Chapter 2: Scattering of electromagnetic surface waves on imperfectly conducting canonical bodies
    • Chapter 3: Dielectric-wedge Fourier series
    • Chapter 4: Green's theorem, Green's functions and Huygens' principle in discrete electromagnetics
    • Chapter 5: The concept of generalized functions and universal properties of the Green's functions associated with the wave equation in bounded piece-wise homogeneous domains
    • Chapter 6: Elliptic cylinder with a strongly elongated cross-section: high frequency techniques and function theoretic methods
    • Chapter 7: High-frequency hybrid ray-mode techniques
    • Chapter 8: Scattering and diffraction of scalar and electromagnetic waves using spherical-multipole analysis and uniform complex-source beams
    • Chapter 9: Changes in the far-field pattern induced by rounding the corners of a scatterer: dependence upon curvature
    • Chapter 10: Radiation from a line source at the vertex of a right-angled dielectric wedge
    • Chapter 11: Wiener-Hopf analysis of the diffraction by a thin material strip
    • Chapter 12: The Wiener-Hopf Fredholm factorization technique to solve scattering problems in coupled planar and angular regions
    • Chapter 13: On the analytical regularization method in scattering and diffraction
    • Chapter 14: Resonance scattering of E-polarized plane waves by two-dimensional arbitrary open cavities: spectrum of complex eigenvalues
    • Chapter 15: Numerical solutions of integral equations for electromagnetics
    • Chapter 16: Electromagnetic modelling at arbitrarily low frequency via the quasi-Helmholtz projectors
    • Chapter 17: Resistive and thin dielectric disk antennas with axially symmetric excitation analyzed using the method of analytical regularization
    • Chapter 18: Scattering and guiding problems of electromagnetic waves in inhomogeneous media by improved Fourier series expansion method
    • Chapter 19: Methods and fast algorithms for the solution of volume singular integral equations
    • Chapter 20: Herglotz functions and applications in electromagnetics
    • Chapter 21: Scattering and guidance by layered cylindrically periodic arrays of circular cylinders
    • Chapter 22: Analytical and numerical solution techniques for forward and inverse scattering problems in waveguides
    • Chapter 23: Beam-based local diffraction tomography
    • Chapter 24: Modal expansions in dispersive material systems with application to quantum optics and topological photonics
    • Chapter 25: Multiple scattering by a collection of randomly located obstacles distributed in a dielectric slab
    • Chapter 26: Electromagnetics of complex environments applied to geophysical and biological media
    • Chapter 27: Innovative tools for SI units in solving various problems of electrodynamics