Stiff-Chain Statistics in Relation to the Brownian Process
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概要
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Tagami's semiflexib[e chain model with local contour fluctuations is reexaminedon the basis of its analogy to the Brownian process, and her model is refined intwo directions; one is to strengthen the restriction on statistical averages of{r'(.s')}' to be unity by introducing a non-Gaussian character to the random forcein the Langevin equation, and the other is to obtain three characteristic lengthsinstead of one persistence length by introducing anisotropy to the mobility anathe random force. It is demonstrated that the Kratky-Porod wormlike chain canbe extended to Miyake-Hoshino's twisted stiff chain by the introduction ofanisotropy to the random rotational vector in the stochastic equation.
- 社団法人日本物理学会の論文
- 1981-05-15
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