Stochastic Resonance in 3D Ising Ferromagnets

@article{Nda1995StochasticRI,
  title={Stochastic Resonance in 3D Ising Ferromagnets},
  author={Zolt{\'a}n N{\'e}da},
  journal={arXiv: Condensed Matter},
  year={1995}
}
  • Z. Néda
  • Published 6 May 1995
  • Physics
  • arXiv: Condensed Matter
Finite 3D Ising ferromagnets are studied in periodic magnetic fields both by computer simulations and mean-field theoretical approaches. The phenomenon of stochastic resonance is revealed. The characteristic peak obtained for the correlation function between the external oscillating magnetic field and magnetization versus the temperature of the system, is studied for various external fields and lattice sizes. Excellent agreement between simulation and theoretical results are obtained. 
Effect of antiferromagnetic exchange interactions on the Glauber dynamics of one-dimensional Ising models
We study the effect of antiferromagnetic interactions on the single spin-flip Glauber dynamics of two different one-dimensional Ising models with spin $\ifmmode\pm\else\textpm\fi{}1$. The first model
Entropic sampling dynamics of the globally coupled kinetic Ising model
The entropic sampling dynamics based on the reversible information transfer to and from the environment is applied to the globally coupled Ising model in the presence of an oscillating magnetic
Nonequilibrium magnetic properties of the Sr2FeMoO6 type double perovskite structure.
  • Seyma Akkaya Deviren
  • Medicine
    Journal of physics. Condensed matter : an Institute of Physics journal
  • 2021
The Glauber-type stochastic dynamic interpreted by the mean-field theory has been applied to investigate the dynamic magnetic properties of the Sr2FeMoO6 type double perovskite structure under the
Stochastic resonance in interacting systems
We analyze the phenomenon of stochastic resonance in a system of interacting particles, each one subject to a double-well potential and an external oscillating field. In this system there exists a
A study of stochastic resonance in a bistable system with double stochasticity
In a simple stochastic system—an overdamped Kramers oscillator with two noise sources (sources of white and dichotomic noise)—stochastic resonance is investigated theoretically and by means of analog
STOCHASTIC RESONANCE IN A BISTABLE SYSTEM DRIVEN BY WEAK PERIODIC SIGNAL WITH MULTIPLE DELAYS
The phenomenon of stochastic resonance in a bistable system with multiple delays is investigated. The analytic expression of approximation stationary probability density is obtained by using small
Stochastic resonance for motion of flexible macromolecules in solution.
TLDR
Under what conditions doubly stochastic resonance of the macromolecular motion occurs, that is, if bistability of the potential near the boundary originates in the action of multiplicative noise, is discussed.
Stochastic resonance of front motion in inhomogeneous media
Abstract We study the motion of a front in a bistable system with two adjacent localized attracting inhomogeneities. We assume that the front is trapped by the inhomogeneities. If the system is
Stochastic resonance in spatiotemporal on–off intermittency
Abstract Stochastic resonance is investigated in a generic system with spatiotemporal on–off intermittency: a chain of coupled logistic maps with a time-dependent control parameter, driven by a
...
1
2
...

References

SHOWING 1-10 OF 18 REFERENCES
Anual Reviews of Computational Physics VII
TLDR
Empirical Potential Energy Functions used in the Simulations of Materials Properties, Thermally Activated Reversal in Magnetic Nanostructures, and Teaching Computational Physics to Undergraduates.
Z. Néda; Phys. Rev. E
  • Z. Néda; Phys. Rev. E
  • 1995
Chakrabarti; in Annual Reviews of Computational Physics I., edited by D
  • Stauffer (World Scientific, Singapore
  • 1994
Phys. Rep
  • Phys. Rep
  • 1993
Phys. Rev. E
  • Phys. Rev. E
  • 1993
Phys. Rev. A
  • Phys. Rev. A
  • 1992
Stochastic resonance: from the ice ages to the monkey's ear in: Some Problems in Statistical Physics
  • Stochastic resonance: from the ice ages to the monkey's ear in: Some Problems in Statistical Physics
  • 1992
from the ice ages to the monkey’s ear in: Some Problems in Statistical Physics, ed
  • G. Weiss
  • 1992
J. Nonlin. Sci
  • J. Nonlin. Sci
  • 1991
...
1
2
...