Finite Size Effects in the Critical Dynamics of the Kinetic Ising Model

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概要

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• The time constant which characterizes the critical slowing down of the kinetic Ising model is studied as a function of system size for n×n lattices with periodic boundary conditions, for n from two to ten. In particular, it is shown that the behavior of this time constant at the temperature at which the specific heat exhibits a maximum is consistent with Suzuki's finite size dynamical scaling theory and yields a dynamical critical exponent of z〜__-2.

• 理論物理学刊行会の論文
• 1979-12-25

著者

• Gunton J.

  Physics Department Temple University

• YALABIK M.

  Physics Department, Middle East Technical University

• Gunton Jim

  Physics Department, Temple University

• Yalabik M.C.

  Physics Department, Middle East Technical University

関連論文

• Renormalization Group Equations in Critical Dynamics. II : Binary Liquid, Superfluid Helium and Magnets
• Finite Size Effects in the Critical Dynamics of the Kinetic Ising Model

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