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- W1587720666 abstract "The kinetics of domain growth in simple spin models quenched from a high temperature (T≫TC) to a low temperature (T<TC) have received a great deal of attention in the last 10 years. These spin systems provide a simple model for ordering processes in real materials (e. g., grain growth [1,2], spinodal decomposition [3], etc.). Such studies generally show that the correlation length in the system grows with time as tn, where n is the temporal growth exponent. In cases with nonconservative dynamics, n is generally fdund to be 1/2. Occasional difficulties in obtaining this value (and the corresponding value of 1/3 for conservative systems) in Monte Carlo simulations are often attributable to finite system sizes (i. e., correlation length not sufficiently larger than lattice size). In many experimental systems, however, a growth exponent less than expected is observed [4]. Frequently, these low exponents are attributable to impurities in the experimental system. These impurities can take the form of second phase particles, atomic impurities, or lattice defects. At sufficiently low temperatures, these impurities are usually immobile and can be viewed as static or quenched with respect to the motion of domain walls. On the other hand, at sufficiently high temperatures where the impurity mobility is significant, the impurities can diffuse along with the moving domain walls. In either case, the impurities impede domain wall motion, resulting in slower growth kinetics." @default.
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- W1587720666 date "1988-01-01" @default.
- W1587720666 modified "2023-09-25" @default.
- W1587720666 title "Effects of Impurities on Domain Growth" @default.
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- W1587720666 doi "https://doi.org/10.1007/978-3-642-73498-4_25" @default.
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