A cluster model of critical dynamics
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Z. Alexandrowicz
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Article
π
1993
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Elsevier Science
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English
β 577 KB
## Critical relaxation (exponent z) is described by a reversible growth of clusters: Particles of a cluster are ordered into connected sequences, such that a stepwise variation of their length describes relaxation. We derive z = z(p, p, V) where p is a scaling exponent relating cluster size to co