Monte Carlo simulation of nonequilibrium critical behavior of 3D Ising model

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List of references:

  1. В. В. Прудников, П. В. Прудников, А. Н. Вакилов и др. Компьютерное моделирование критического поведения трехмерной неупорядоченной модели Изинга // ЖЭТФ. — 2007. — Т. 132. — С. 417.
  2. В. В. Прудников, П. В. Прудников, И. А. Калашников и др. Ренормгрупповое описание процессов неравновесной критической релаксации в коротковременном режиме: трехпетлевое приближение // ЖЭТФ. — 2008. — Т. 133. — С. 1251.
  3. В. В. Прудников, П. В. Прудников, И. А. Калашников и др. Неравновесная критическая релаксация структурно неупорядоченных систем в коротковременном режиме: ренормгрупповое описание и компьютерное моделирование // ЖЭТФ. — 2010. — Т. 137. — С. 287.
  4. N. Afzal, M. Pleimling. Aging processes in systems with anomalous slow dynamics // Phys. Rev. E. — 2013. — V. 87. — P. 012114. — DOI: 10.1103/PhysRevE.87.012114. — ads: 2013PhRvE..87a2114A.
  5. L. Berthier, P. C. W. Holdsworth, M. Sellitto. Nonequilibrium critical dynamics of the two-dimensional XY model // J. Phys. A. — 2001. — V. 34. — P. 1805. — DOI: 10.1088/0305-4470/34/9/301. — MathSciNet: MR1820154. — ads: 2001JPhA...34.1805B.
  6. L. Berthier, J. Kurchan. Non-equilibrium glass transitions in driven and active matter // Nature Phys. — 2013. — V. 9. — P. 310. — DOI: 10.1038/nphys2592. — ads: 2013NatPh...9..310B.
  7. P. Calabrese, A. Gambassi. Two-loop critical fluctuation-dissipation ratio for the relaxational dynamics of the O(N) Landau-Ginzburg Hamiltonian // Phys. Rev. E. — 2002. — V. 66. — P. 066101. — DOI: 10.1103/PhysRevE.66.066101. — ads: 2002PhRvE..66f6101C.
  8. P. Calabrese, A. Gambassi. Aging and fluctuation-dissipation ratio for the dilute Ising model // Phys. Rev. B. — 2002. — V. 66. — P. 212407. — ads: 2002PhRvB..66u2407C.
  9. P. Calabrese, A. Gambassi. Ageing properties of critical systems // J. Phys. A. — 2005. — V. 38. — P. R133. — DOI: 10.1088/0305-4470/38/18/R01. — MathSciNet: MR2144522.
  10. C. Chatelain. On universality in ageing ferromagnets // J. Stat. Mech. — 2004. — P06006.
  11. W. Janke. Monte Carlo methods in classical statistical physics / Lecture Notes in Physics. — Berlin: Springer, 2008. — V. 739. — P. 79–140.
  12. M. Henkel, M. Pleimling. Ageing and dynamical scaling far from equilibrium, in Non-equilibrium Phase Transitions. — Heidelberg: Springer, 2010. — V. 2. — 544 p. — MathSciNet: MR2723183.
  13. V. V. Prudnikov, P. V. Prudnikov, A. N. Vakilov, et al. Short-time dynamics and critical behavior of the three-dimensional site-diluted Ising model // Phys. Rev. E. — 2010. — V. 81. — P. 011130. — DOI: 10.1103/PhysRevE.81.011130. — ads: 2010PhRvE..81a1130P.
  14. P. V. Prudnikov, M. A. Medvedeva. Non-equilibrium critical relaxation of the 3D Heisenberg magnets with long-range correlated disorder // Progr. Theor. Phys. — 2012. — V. 127. — P. 369. — DOI: 10.1143/PTP.127.369. — ads: 2012PThPh.127..369P.
  15. F. Ricci-Tersenghi. Measuring the fluctuation-dissipation ratio in glassy systems with no perturbing field // Phys. Rev. E. — 2003. — V. 68. — P. 065104. — DOI: 10.1103/PhysRevE.68.065104. — ads: 2003PhRvE..68f5104R.
  16. N. Rosov, C. Hohenemser, M. Eibschutz. Dynamic critical behavior of the random-exchange Ising system Fe0.9Zn0.1F2 determined via M ossbauer spectroscopy // Phys. Rev. B. — 1992. — V. 46. — P. 3452. — DOI: 10.1103/PhysRevB.46.3452. — ads: 1992PhRvB..46.3452R.

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