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Advances in Complex Electromagnetic Materials

  • Book
  • © 1997

Overview

Editors:
  1. A. Priou

    1. University of Paris X, Paris, France

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  2. A. Sihvola

    1. Helsinki University of Technology, Espoo, Finland

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  3. S. Tretyakov

    1. St Petersburg State Technical University, St Petersburg, Russia

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  4. A. Vinogradov

    1. SCAPE, Russian Academy of Sciences, Moscow, Russia

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Part of the book series: NATO Science Partnership Subseries: 3 (ASHT, volume 28)

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Table of contents (31 chapters)

  1. Front Matter

    Pages i-xiii
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  2. General

    1. Front Matter

      Pages 1-1
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    2. Fedorov’s Covariant Methods in the Electromagnetic Field Theory

      • L. M. Barkovskii, G. N. Borzdov
      Pages 3-18

    3. Developments of Fedorov Covariant Methods and Applications to Optically Active Crystals

      • A. F. Konstantinova, A. Yu. Tronin, B. V. Nabatov
      Pages 19-32

    4. Bi-Isotropic and Bi-Anisotropic Media

      • S. Bolioli
      Pages 33-51

  3. Fundamental Issues of Bi-Anisotropic Electromagnetics

    1. Front Matter

      Pages 53-53
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    2. Covariant Multipole D and H Fields for Reflection from a Magnetic Anisotropic Chiral Medium

      • E. B. Graham, R. E. Raab
      Pages 55-66

    3. Jones Transmission and Reflection Matrices for Low-Symmetric Absorbing Gyrotropic Crystals

      • E. A. Evdischenko, A. F. Konstantinova
      Pages 67-70

    4. Inverse Problem of Reflection and Transmission for a Bianisotropic Medium

      • G. N. Borzdov
      Pages 71-84

    5. Chiral Effects and Eigenwaves in Bi-Anisotropic Omega Structures

      • A. A. Sochava, C. R. Simovski, S. A. Tretyakov
      Pages 85-102

    6. Pulse Distortion by a Lossy, Resonant Chiral Medium

      • S. A. Maksimenko, G. Ya. Slepyan, A. Lakhtakia
      Pages 103-113

  4. Continuum Modelling of Complex Media

    1. Front Matter

      Pages 115-115
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    2. Non-Local Response of Composite Materials in Microwave Range

      • A. N. Lagarkov, A. P. Vinogradov
      Pages 117-130

    3. Effective-Medium Theories for Bi-Isotropic Mixtures

      • A. H. Sihvola
      Pages 131-144

    4. Effective Material Parameters of Plane Stratified Bianisotropic Superlattices

      • A. N. Borzdov
      Pages 145-154

    5. Weakly Nonlinear Chiral Composites: The Bruggeman and the Maxwell Garnett Models

      • G. Ya. Slepyan, A. Lakhtakia, S. A. Maksimenko
      Pages 155-162

    6. Optically Induced Rotating Spatially Uniform Structure in Chiral Media

      • I. N. Akhramenko, I. V. Semchenko
      Pages 163-168

    7. Faraday Effect and Magnetogyration in Superlattices in the Long Wavelength Approximation

      • E. G. Starodubtsev, I. V. Semchenko, G. S. Mityurich
      Pages 169-176

  5. Scattering and Diffraction from Bi-Anisotropic Structures

    1. Front Matter

      Pages 177-177
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    2. Electromagnetic Scattering by Three-Dimensional Arbitrary Shaped Chiral Objects

      • A. G. Dmitrenko, A. I. Mukomolov, V. V. Fisanov
      Pages 179-188
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Keywords

About this book

Recent advances in our understanding of complex composite media, especially chiral media for microwave applications, suggest the feasibility of creating novel materials with unusual properties and the possibility of constructing new microwave devices using such materials. The emphasis of the book is on bi-anisotropic materials, whose most interesting feature is the magnetoelectric interaction of the fields. The materials are expected to supply useful applications in radar technology, aerospace, microwave engineering, manufacturing technology, etc., such as absorbers for low-reflectivity shields, reciprocal phase shifters, polarization transformers. The first experiments with artificial bi-anisotropic media have been successfully carried out.

Editors and Affiliations

  • University of Paris X, Paris, France

    A. Priou

  • Helsinki University of Technology, Espoo, Finland

    A. Sihvola

  • St Petersburg State Technical University, St Petersburg, Russia

    S. Tretyakov

  • SCAPE, Russian Academy of Sciences, Moscow, Russia

    A. Vinogradov

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