Effects of Colored Noise in the Dynamic Motions and Conformational Exploration of Enzymes

P. Ojeda-May, Alexander Vergara
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Abstract

The intracellular environment displays complex dynamics influenced by factors such as molecular crowding and the low Reynolds number of the cytoplasm. Enzymes exhibiting active matter properties further heighten this complexity which can lead to memory effects. Molecular simulations often neglect these factors, treating the environment as a “thermal bath” using the Langevin equation (LE) with white noise. One way to consider these factors is by using colored noise instead within the generalized Langevin equation (GLE) framework, which allows for the incorporation of memory effects that have been observed in experimental data. We investigated the structural and dynamic differences in Shikimate kinase (SK) using LE and GLE simulations. Our results suggest that GLE simulations, which reveal significant changes, could be utilized for assessing conformational motions’ impact on catalytic reactions.
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彩色噪声对酶的动态运动和构象探索的影响
受分子拥挤和细胞质低雷诺数等因素的影响,细胞内环境呈现出复杂的动态变化。表现出活性物质特性的酶进一步加剧了这种复杂性,可能导致记忆效应。分子模拟通常会忽略这些因素,使用带有白噪声的朗格文方程(LE)将环境视为 "热浴"。考虑这些因素的一种方法是在广义朗温方程(GLE)框架内使用彩色噪声,这样就可以将实验数据中观察到的记忆效应纳入其中。我们使用 LE 和 GLE 模拟研究了莽草酸激酶(SK)的结构和动态差异。我们的结果表明,GLE 模拟能揭示显著的变化,可用于评估构象运动对催化反应的影响。
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Generalized Quasilinearization Method for Caputo Fractional Differential Equations with Initial Conditions with Applications Effects of Colored Noise in the Dynamic Motions and Conformational Exploration of Enzymes On the Algebraic Geometry of Multiview Characterization of the Solution Properties of Sodium Dodecylsulphate Containing Alkaline–Surfactant–Polymer Flooding Media Classifying Sets of Type (4,n) in PG(3,q)
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