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Potentials in bi-anisotropic media

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Abstract
Potential representations for electromagnetic fields are considered for linear bi-anisotropic media. Representations in terms of two vector potentials are possible for any bi-anisotropic media. However, representations in terms of two scalar potentials are associated with media in which fields can be decomposed in two partial fields with special polarization restrictions. This kind of media have been studied before and they define the class of decomposable bi-anisotropic media. Potential representations in terms of two scalar potentials are derived for fields in decomposable bi-anisotropic media in two different ways and the results are shown to coincide. The expressions obtained give the previously known potential representations in isotropic and decomposable anisotropic media as special cases.

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Chicago
Lindell, IV, and Femke Olyslager. 2001. “Potentials in Bi-anisotropic Media.” Journal of Electromagnetic Waves and Applications 15 (1): 3–18.
APA
Lindell, I., & Olyslager, F. (2001). Potentials in bi-anisotropic media. JOURNAL OF ELECTROMAGNETIC WAVES AND APPLICATIONS, 15(1), 3–18.
Vancouver
1.
Lindell I, Olyslager F. Potentials in bi-anisotropic media. JOURNAL OF ELECTROMAGNETIC WAVES AND APPLICATIONS. 2001;15(1):3–18.
MLA
Lindell, IV, and Femke Olyslager. “Potentials in Bi-anisotropic Media.” JOURNAL OF ELECTROMAGNETIC WAVES AND APPLICATIONS 15.1 (2001): 3–18. Print.
@article{143755,
  abstract     = {Potential representations for electromagnetic fields are considered for linear bi-anisotropic media. Representations in terms of two vector potentials are possible for any bi-anisotropic media. However, representations in terms of two scalar potentials are associated with media in which fields can be decomposed in two partial fields with special polarization restrictions. This kind of media have been studied before and they define the class of decomposable bi-anisotropic media. Potential representations in terms of two scalar potentials are derived for fields in decomposable bi-anisotropic media in two different ways and the results are shown to coincide. The expressions obtained give the previously known potential representations in isotropic and decomposable anisotropic media as special cases.},
  author       = {Lindell, IV and Olyslager, Femke},
  issn         = {0920-5071},
  journal      = {JOURNAL OF ELECTROMAGNETIC WAVES AND APPLICATIONS},
  language     = {eng},
  number       = {1},
  pages        = {3--18},
  title        = {Potentials in bi-anisotropic media},
  url          = {http://dx.doi.org/10.1163/156939301X00571},
  volume       = {15},
  year         = {2001},
}

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