Dynamical Nature of the Phase Transition of the Two-Dimensional Kinetic Ising Model : Condensed Matter and Statistical Physics
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概要
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We study dynamic properties of the critical phenomena of the two-dimensional kinetic Ising model above and below the critical temperature T_c. In particular, we study the critical slowing-down (T>T_c) and the symmetry breaking (T<T_c) through the temperature- and size-dependences of relaxation time of magnetization and we compare the dependences with those of static quantities such as the susceptibility. We find intrinsic dynamical critical behaviour on both sides of T_c with a critical region as wide as the one in the static critical behaviour. We also discuss the dynamic properties as an eigenvalue problem of the time-evolution operator (the Liouville operator) and their scaling properties.
- 理論物理学刊行会の論文
- 1985-05-25
著者
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Miyashita Seiji
Department Of Applied Physics Graduate School Of Engineering The University Of Tokyo
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Takano Hiroshi
Department Of Applied Physics Osaka University
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MIYASHITA Seiji
Department of Physics, University of Tokyo
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TAKANO Hiroshi
Department of Physics, Keio University
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