Effects of random-crystal field on the kinetic decorated Ising model

Authors

  • Abdallah EL KENZ Faculty of Science
  • M EL YADARI Faculté polydisciplinaire, Boutalamine Errachida
  • Ali BENYOUSSEF Hassan II Academy of Science and Technology

DOI:

https://doi.org/10.34874/IMIST.PRSM/fsejournal-v1i1.27150

Keywords:

oscillating external field, dynamic phase, Glauber dynamic, phase space, fixed point, limit cycle

Abstract

The effects of random crystal field on the statonary states of the kinetic decorated Ising model are studied using the glauber-type stochastic dynamics under the time-dependent oscillating field assumption. Our investigation, revealed many interesting phenomena such as the equilibrium phases, which occur for increasing field and they are represented by limit cycles. the dynamical compensation phenomenon is also found.

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Published

01-02-2012

Issue

Vol. 1 No. 1 (2011)

Section

Physics, Chemistry, Engineering Sciences