Перегляд за автором "Babich, A.V."

Сортувати за: Порядок: Результатів:

  • Critical phenomena and critical dimensions in anisotropic nonlinear systems 
    Babich, A.V.; Berezovsky, S.V.; Kitcenko, L.N.; Klepikov, V.F. (Вопросы атомной науки и техники, 2012)
    The model that allows one to generalize the notions of the multicritical and Lifshitz points is considered. The model under consideration includes the higher powers and derivatives of order parameters. Critical phenomena ...
  • First experience of using INTSPEI P-Modeling Framework in software development projects 
    Pavlov, V.L.; Boyko, N.I.; Babich, A.V. (2007)
    INTSPEI P-Modeling Framework - це набір принципів, методів та інструментів, який має на меті розширення існуючих методологій розробки програмного забезпечення, що дозволяє зробити командну працю розробників більш ефективною ...
  • Modulated structures in materials under irradiation 
    Babich, A.V.; Kitcenko, L.N.; Klepikov, V.F. (Вопросы атомной науки и техники, 2014)
    The models describing phase transitions in systems with a few control parameters are considered. Such models are necessary for studying phase transitions in materials under irradiation. Describing of the phase transitions ...
  • Solliton-like order parameter distributions in the critical region 
    Babich, A.V.; Berezovsky, S.V.; Klepikov, V.F.; Sereda, Yu.V. (Condensed Matter Physics, 2006)
    Some exact one-component order parameter distributions for the Michelson thermodynamic potential are obtained. The phase transition of second kind in Ginzburg-Landau type model is investigated. The exact partial distribution ...
  • Spontaneous symmetry breaking in the theory of modulated structures 
    Babich, A.V.; Berezovsky, S.V.; Klepikov, V.F. (Вопросы атомной науки и техники, 2007)
    The parametrical evolution of the one-component order parameter under the spontaneous symmetry breaking in the Michelson model is considered. A critical behavior of a system with the critical point which has the properties ...