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The growth of ordered domains following a quench of a system from a temperature T in the disordered phase to a state below the critical temperature Tc is simulated by Monte Carlo computations. For a square-lattice gas with (fourfold-degenerate) 2 ×{} 1 order the domain size $L(t)$ grows with time t as L(t)∝tˣ, x0.35 (density conserved) and x=1/2 (density not conserved), respectively. Quenches to Tc and to $T=0$ are also discussed.
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Sadiq et al. (1983) studied this question.
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