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Computational Spectroscopy in Solution by Integration of Variational and Perturbative Approaches on Top of Clusterized Molecular Dynamics

机译:通过集成分子动力学顶部的变分和扰动方法集成溶液中的计算光谱

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Multiscale QM/MM approaches have become the most suitable and effective methods for the investigation of spectroscopic properties of medium- or large-size chromophores in condensed phases. On these grounds, we are developing a novel workflow aimed at improving the generality, reliability, and ease of use of the available tools. In the present paper, we report the latest developments of such an approach with specific reference to a general workplan starting with the addition of acetonitrile to the panel of solvents already available in the General Liquid Optimized Boundary (GLOB) model enforcing nonperiodic boundary conditions (NPBC). Next, the solvatochromic shifts induced by acetonitrile on both rigid (uracil and thymine) and flexible (thyrosine) chromophores have been studied introducing in our software a number of new features ranging from rigid-geometry NPBC molecular dynamics based on the quaternion formalism to a full integration of variational (ONIOM) and perturbative (perturbed matrix method (PMM)) approaches for describing different solute-solvent topologies and local fluctuations, respectively. Finally, thymine and uracil have been studied also in methanol to point out the generality of the computational strategy. While further developments are surely needed, the strengths of our integrated approach even in its present version are demonstrated by the accuracy of the results obtained by an unsupervised approach and coupled to a computational cost strongly reduced with respect to that of conventional QM/MM models without any appreciable accuracy deterioration.
机译:MultiScale QM / MM方法已成为最适合和有效的方法,用于在凝聚相中调查中等或大尺寸发色团的光谱性质。在这些场地,我们正在开发一种新的工作流程,旨在改善可用工具的一般性,可靠性和易用性。在本文中,我们报告了这种方法的最新发展,并以对已经在一般液体优化边界(Glob)模型中已经可用的溶剂组合的乙腈开始的一般工作场所的特定参考(NPBC) )。接下来,已经研究了乙腈对刚性(尿嘧啶和胸腺嘧啶)和柔性(甲鼻氨酸)发色团引起的溶血素变换,并在我们的软件中引入了许多从刚性几何NPBC分子动力学的新功能,基于四元数形式到全部用于描述不同溶质溶剂拓扑和局部波动的变形(ONIOM)和扰动(扰动矩阵法(PMM))的综合方法。最后,还在甲醇中研究了胸腺嘧啶和尿嘧啶,以指出计算策略的一般性。肯定需要进一步的发展,即使在其目前的版本中,我们的综合方法的优势也通过由无监督方法获得的结果的准确性来证明,并且耦合到与传统QM / MM模型的计算成本强烈减少任何明显的精度恶化。

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