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In Chap.  3 , we have derived a generalized Langevin equation for a system of pure water, that describes the temporal as well as spatial density fluctuation of in water [(Eq.  3.84 ) in Chap. 3]. The most important finding there is that the temporal density fluctuation is harmonic, or Gaussian. The Gaussian character has a great advantage for a theoretical treatment, since it allows a harmonic analysis of the fluctuation.

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Generalized Langevin Theory of a Biomolecule-in-Water System

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  • 发表日期：

    2025年

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  • Fumio Hirata

摘要

In Chap.  3 , we have derived a generalized Langevin equation for a system of pure water, that describes the temporal as well as spatial density fluctuation of in water [(Eq.  3.84 ) in Chap. 3]. The most important finding there is that the temporal density fluctuation is harmonic, or Gaussian. The Gaussian character has a great advantage for a theoretical treatment, since it allows a harmonic analysis of the fluctuation.