TRANSIENT AND ASYMPTOTIC DOMAIN GROWTH IN THE 3D ISING-MODEL WITH CONSERVED SPIN

JF MARKO; J DEBOER; G.T. Barkema

TRANSIENT AND ASYMPTOTIC DOMAIN GROWTH IN THE 3D ISING-MODEL WITH CONSERVED SPIN

JF MARKO, J DEBOER, G.T. Barkema

State University of New York Buffalo

Research output: Contribution to journal › Article › Academic › peer-review

Abstract

We present a study of domain growth in the three-dimensional Ising model with locally conserved magnetization. For the first time in a dynamical Ising model, the theoretically expected growth exponent n = 1/3 is confirmed; we observe it over a wide range of temperatures. For low temperatures, the transient phenomena are accurately described by a mean-field model. The algorithm used for this study allows different types of transport processes to be controlled, and can be applied to many other problems.

Original language	English
Pages (from-to)	653-658
Number of pages	6
Journal	Europhysics Letters
Volume	26
Issue number	9
Publication status	Published - 20 Jun 1994

Keywords

MONTE-CARLO SIMULATIONS
PHASE-SEPARATION
ISOBUTYRIC-ACID
RENORMALIZATION-GROUP
LIGHT-SCATTERING
WATER MIXTURES
DECOMPOSITION
KINETICS

Cite this

@article{56cd9a4f540d4a05af96bea9dd643278,

title = "TRANSIENT AND ASYMPTOTIC DOMAIN GROWTH IN THE 3D ISING-MODEL WITH CONSERVED SPIN",

abstract = "We present a study of domain growth in the three-dimensional Ising model with locally conserved magnetization. For the first time in a dynamical Ising model, the theoretically expected growth exponent n = 1/3 is confirmed; we observe it over a wide range of temperatures. For low temperatures, the transient phenomena are accurately described by a mean-field model. The algorithm used for this study allows different types of transport processes to be controlled, and can be applied to many other problems.",

keywords = "MONTE-CARLO SIMULATIONS, PHASE-SEPARATION, ISOBUTYRIC-ACID, RENORMALIZATION-GROUP, LIGHT-SCATTERING, WATER MIXTURES, DECOMPOSITION, KINETICS",

author = "JF MARKO and J DEBOER and G.T. Barkema",

year = "1994",

month = jun,

day = "20",

language = "English",

volume = "26",

pages = "653--658",

journal = "Europhysics Letters",

issn = "0295-5075",

publisher = "IOP PUBLISHING LTD",

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T1 - TRANSIENT AND ASYMPTOTIC DOMAIN GROWTH IN THE 3D ISING-MODEL WITH CONSERVED SPIN

AU - MARKO, JF

AU - DEBOER, J

AU - Barkema, G.T.

PY - 1994/6/20

Y1 - 1994/6/20

N2 - We present a study of domain growth in the three-dimensional Ising model with locally conserved magnetization. For the first time in a dynamical Ising model, the theoretically expected growth exponent n = 1/3 is confirmed; we observe it over a wide range of temperatures. For low temperatures, the transient phenomena are accurately described by a mean-field model. The algorithm used for this study allows different types of transport processes to be controlled, and can be applied to many other problems.

AB - We present a study of domain growth in the three-dimensional Ising model with locally conserved magnetization. For the first time in a dynamical Ising model, the theoretically expected growth exponent n = 1/3 is confirmed; we observe it over a wide range of temperatures. For low temperatures, the transient phenomena are accurately described by a mean-field model. The algorithm used for this study allows different types of transport processes to be controlled, and can be applied to many other problems.

KW - MONTE-CARLO SIMULATIONS

KW - PHASE-SEPARATION

KW - ISOBUTYRIC-ACID

KW - RENORMALIZATION-GROUP

KW - LIGHT-SCATTERING

KW - WATER MIXTURES

KW - DECOMPOSITION

KW - KINETICS

M3 - Article

SN - 0295-5075

VL - 26

SP - 653

EP - 658

JO - Europhysics Letters

JF - Europhysics Letters

IS - 9

ER -

TRANSIENT AND ASYMPTOTIC DOMAIN GROWTH IN THE 3D ISING-MODEL WITH CONSERVED SPIN

Abstract

Keywords

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