DOI: https://doi.org/10.30970/jps.02.192
MODULATED STRUCTURES IN THE CONDENSED MATTERS WITHOUT LIFSHITZ INVARIANT
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Journal of Physical Studies 2(2), 192–196 (1998)
DOI: https://doi.org/10.30970/jps.02.192 MODULATED STRUCTURES IN THE CONDENSED MATTERS WITHOUT LIFSHITZ INVARIANT |
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A. I. Olemskoi\dagger, S. V. Berezovsky\dagger\dagger,
V. F. Klepikov\dagger\dagger, Yu. V. Sereda\dagger\dagger
\daggerSumy State University, 2 Rymskyi–Korsakov Str., UA–244007 Sumy, Ukraine
\dagger\daggerScientific and Technological Center of Electrophysics, National Academy of
Sciences of Ukraine
28 Chernyshevskyi Str., P.O.BOX 8812, UA-310002 Kharkiv, Ukraine
tel.: +380-572-404-720, fax: +380-572-474-507, e-mail: ipct@pem.kharkov.ua
The non–linear properties of order parameter distributions $φ (x)$ in the condensed matter without Lifshitz invariants are considered numerically. It is shown that the analytical approach developed in [1–4] describes quantitatively the parametric evolution of the order parameter distributions with the decrease of temperature. The metastable states and possible relaxational features of such a system are discussed.