Herald of Omsk University Series Psychology

Численное исследование неравновесного критического поведения трехмерной модели Гейзенберга с линейными дефектами

Pavel Vladimirovich Prudnikov, Maria A. Medvedeva, П. А. Желтышев

Published Jan 1, 2009• 0 citations

Abstract

Using Monte Carlo simulations it was studied the non-equilibrium critical behavior in the three-dimensional disordered Heisenberg model with linear-correlated impurities. Short-time dynamic method was used. The new dynamic exponent as well as exponent z, β and ν were determined for disordered systems.

Related papers

Компьютерное моделирование критического поведения трехмерной модели Гейзенберга с линейными дефектами методом коротковременной динамики

Vladimir V. Prudnikov, Pavel Vladimirovich Prudnikov, Maria A. Medvedeva +1 more

Using Monte Carlo simulations it was studied the non-equilibrium critical behavior in the three-dimensional disordered Heisenberg model with linear-correlated impurities. Short-time dynamic method was used. The new dynamic exponent θ as well as exponent z, β and ν are determined for both pure and disordered systems.

Herald of Omsk University Series PsychologyJan 1, 20080 citations

Численное исследование неравновесного критического поведения сильно неупорядоченной трехмерной XY-модели с линейными дефектами

Прудников Владимир Владимирович, Pavel Vladimirovich Prudnikov, Колесников Вячеслав Юрьевич

The non-equilibrium critical behaviour of the three-dimensional XY-model with linear-correlated impurities is studied by shorttime dynamic method in the range of strong influence of disorder in the samples with p=0.60 spin concentranion

Herald of Omsk University Series PsychologyJan 1, 20090 citations

Численное исследование влияния протяженных дефектов структуры на критическую релаксацию трехмерной модели Гейзенберга

Pavel Vladimirovich Prudnikov, Maria A. Medvedeva

Using Monte Carlo simulations it was studied the non-equilibrium critical relaxation of the three-dimensional disordered Heisenberg model with linear-correlated impurities.

Herald of Omsk University Series PsychologyJan 1, 20110 citations

Компьютерное моделирование критического поведения трехмерной XY-модели с линейными дефектами методом коротковременной динамики

Е. А. Гергерт, В. Ю. Колесников, Vladimir V. Prudnikov +1 more

Using Monte Carlo simulations it was studied the three-dimensional XY model with linearcorrelated impurities. Short-time dynamic method with small but non-zero initial magnetization was used. The new dynamic exponent в as well as exponent z and β/v are determined for both pure and disordered systems.

Herald of Omsk University Series PsychologyJan 1, 20070 citations

Численное исследование влияния эффектов корреляции дефектов структуры на критическую динамику модели Гейзенберга

Pavel Vladimirovich Prudnikov, Maria A. Medvedeva, П. А. Желтышев

The non-equilibrium critical dynamics of the three-dimensional disordered Heisenberg model with linear-correlated impurities was studied with the usage of Monte Carlo simulations.

Herald of Omsk University Series PsychologyJan 1, 20100 citations

Численное исследование неравновесного критического поведения неупорядоченной антиферромагнитной модели Изинга с эффектами случайных полей

Pavel Vladimirovich Prudnikov, М. В. Рычков, Ю С Кузнецова

Using Monte Carlo simulations the non-equilibrium critical behavior of the three-dimensional antiferromagnet Ising model with random fields effects was studied.

Herald of Omsk University Series PsychologyJan 1, 20100 citations