Синергетический фазовый переход второго рода с комплексным параметром порядка

Abstract

Using the Lorenz model the kinetics of second-order phase transition is studied represented by a complex order parameter and conjugate field as well as a control parameter. The various limiting cases in the ratios of the corresponding relaxation times are examined. The phase portraits in various kinetic modes are studied numerically. The universal attracting section (“mainstream”) is found in the phase portraits. It is shown that the difference of variation frequencies of the order parameter and the conjugate field leads to oscillatory behavior of the parameters in complex planes of above quantities. When you are citing the document, use the following link http://essuir.sumdu.edu.ua/handle/123456789/828