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Poster Theory and modeling at multiple scales for understanding supramolecular self-assembly, solvation effects, and gelation

机译:关于对超分子自组装,溶剂化效应和凝胶化的多种尺度的海报理论和建模

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We will present an overview of the multiscale modeling methods developed and employed in the Theory and Modeling Group at NINT, in particular, these attractive to the prediction of supramolecular interaction and solvation effects. Computational methodology based on a combination of the Koopmans' theorem and the multiconfigurational self-consistent field (MCSCF) method that we are developing [1] can be extended to enable calculation of Fukui functions for large systems. The statistical-mechanical three-dimensional reference interaction site model (3D-RISM) theory of solvation [2] is employed for prediction of the effect of nanocrystalline cellulose surface modification on its dispersion in non-polar solvents and ionic liquids [3].
机译:我们将概述在本文中开发和使用的多尺度建模方法,特别是在尼内特,特别是这些对超分子相互作用和溶剂化效果的预测中进行的。可以扩展基于Koopmans'定理的组合和我们正在开发的多种文件的自我一致性字段(MCSCF)方法的组合,以实现大型系统的福利函数的计算。统计机械三维参考相互作用站点(3D-Rism)溶剂化理论[2]用于预测纳米晶纤维素表面改性对非极性溶剂和离子液体分散的影响[3​​]。

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