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Phenomenological rules for the computation of magneto-electric susceptibilities

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Abstract

Applying the model of the anharmonic oscillator, phenomenological expressions were derived, allowing calculation of the components of tensors describing non-linear magneto-electric susceptibilities. Detailed calculations were carried out for the pseudo-tensor of fourth order ηeeem in terms of which magneto-optical birefringence and rotation are expressed for the monocrystals KDP, DKDP, ADP, KDA, LiNbO3, LiTaO3 and NaClO3. From the results obtained it follows that non-linear magneto-electric susceptibilities, which are described by the pseudo-tensor ηeeem are of the order of 10−16 m V−1T−1.

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Authors and Affiliations

  1. Technical University of Łodź, Institute of Physics, Łodź, Poland

    Wiesław Jamroz

  2. Institute of Physics, Optics Laboratory, Adam Mickiewicz University, Poznań, Poland

    Marceli Koralewski

Authors
  1. Wiesław Jamroz
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  2. Marceli Koralewski
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Additional information

Part of this work was carried out under Research Project MR 15.

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Jamroz, W., Koralewski, M. Phenomenological rules for the computation of magneto-electric susceptibilities. Opt Quant Electron 12, 103–107 (1980). https://doi.org/10.1007/BF00619554

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