Statistical Dependence Time and Its Application to Dynamical Critical Exponent
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概要
- 論文の詳細を見る
A new method for studying dynamical correlation of temporal sequence is proposed. We introduce a new quantity named statistical dependence time τ_<dep> as an estimator for the equilibrium relaxation time. The calculation of τ_<dep> does not require calculation of any time-displaced correlation function nor numerical fitting in extracting the relaxation time ; as a result, the estimation of τ_<dep> and statistical analysis such as the error estimation are quite straightforward and simple. We apply this method to the critical dynamics of 3D Ising model, and estimate the dynamical critical exponent z as 2.030±0.004, provided K_c=0. 221654 (if possible error in K_c is taken into account, the error in z becomes O. O1).
- 社団法人日本物理学会の論文
- 1993-09-15
著者
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Matsuzaki K
Institute For Materials Research Tohoku University
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Kikuchi M
Tohoku Univ. Sendai Jpn
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Kikuchi Masae
The Research Institute For Iron Steel And Other Metals Tohoku University
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Kikuchi Masae
Institute For Material Research Tohoku University
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KIKUCHI Macoto
Department of Physics,Osaka University
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Kikuchi Macoto
Department Of Physics Osaka University
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Moroishi K
Hoya Corp. Tokyo Jpn
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Ito Nobuyasu
Institute for Theoretical Physics, University of Cologne
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Kikuchi M
Tohoku Univ. Sendai
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Kikuchi Macoto
Department Of Physice Graduate School Of Science Osaka University
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Ito Nobuyasu
Institute For Theoretical Physics University Of Cologne : Hlrz At The Kfa Julich : Computing And Inf
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Moroishi Keiji
Institute For Materials Research
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