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Investigation on the mobility of the glycosidic linkage in sucrose by study of the phase space structure of a two-degrees of freedom model

机译:通过研究两自由度模型的相空间结构研究蔗糖中糖苷键的迁移性

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摘要

Using the theoretical Ramachandran (φ, ψ) maps reported in the literature for sucrose in vacuo and in aqueous solution, we constructed a two-degrees of freedom model in which the glucose and fructose units are substituted by pseudo-atoms. The complete dynamics of this model is studied numerically at fixed energies. Use is made of the graphic method of the Poincare surfaces of section in phase space and of the Lissajous maps in configuration space. The reduction to just two degrees of freedom allows one to deal with all initial conditions in phase space, whereas the results of molecular dynamics calculations with all internal degrees of freedoms and with the explicit consideration of solvent molecules are taken into account via effective kinetic and potential energy terms. The conformational isomerization mechanism is investigated by singling out the most reactive trajectories in phase space that are associated with the so-called reactive islands and with the resonances found between the φand ψ motions.
机译:使用文献中报道的在真空和水溶液中蔗糖的理论Ramachandran(φ,ψ)图,我们构建了一个二维自由度模型,其中葡萄糖和果糖单元被伪原子取代。该模型的完整动力学是在固定能量下进行数值研究的。在相空间中使用截面的Poincare曲面的图形方法,在配置空间中使用Lissajous贴图的图形方法。减少到仅两个自由度可以使人们处理相空间中的所有初始条件,而通过所有内部自由度并明确考虑溶剂分子的分子动力学计算结果将通过有效的动力学和势能加以考虑能源条款。通过在相空间中找出与所谓的反应岛以及在φ和ψ运动之间发现的共振有关的最大反应轨道,来研究构象异构化机理。

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