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Solvent Fluctuations and Nuclear Quantum Effects Modulate the Molecular Hyperpolarizability of Water

机译:溶剂波动和核量子效应调节分子   水的超极化率

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摘要

Second-Harmonic Scatteringh (SHS) experiments provide a unique approach toprobe non-centrosymmetric environments in aqueous media, from bulk solutions tointerfaces, living cells and tissue. A central assumption made in analyzing SHSexperiments is that the each molecule scatters light according to a constantmolecular hyperpolarizability tensor $\boldsymbol{\beta}^{(2)}$. Here, weinvestigate the dependence of the molecular hyperpolarizability of water on itsenvironment and internal geometric distortions, in order to test the hypothesisof constant $\boldsymbol{\beta}^{(2)}$. We use quantum chemistry calculationsof the hyperpolarizability of a molecule embedded in point-charge environmentsobtained from simulations of bulk water. We demonstrate that both theheterogeneity of the solvent configurations and the quantum mechanicalfluctuations of the molecular geometry introduce large variations in thenon-linear optical response of water. This finding has the potential to changethe way SHS experiments are interpreted: in particular, isotopic differencesbetween H$_2$O and D$_2$O could explain recent second-harmonic scatteringobservations. Finally, we show that a simple machine-learning framework canpredict accurately the fluctuations of the molecular hyperpolarizability. Thismodel accounts for the microscopic inhomogeneity of the solvent and representsa first step towards quantitative modelling of SHS experiments.
机译:次谐波散射(SHS)实验提供了一种独特的方法来探测水性介质中的非中心对称环境,从本体溶液到界面,活细胞和组织。分析SHS实验的主要假设是,每个分子根据恒定的分子超极化张量$ \ boldsymbol {\ beta} ^ {(2)} $散射光。在这里,我们研究了水的分子超极化性对环境和内部几何畸变的依赖性,以检验常数$ \ boldsymbol {\ beta} ^ {(2)} $的假设。我们使用量子化学计算方法来计算从大量水的模拟中获得的嵌入点电荷环境中的分子的超极化性。我们证明了溶剂构型的非均质性和分子几何结构的量子力学波动都引入了水的非线性光学响应的​​巨大变化。这一发现可能会改变SHS实验的解释方式:特别是H $ _2 $ O和D $ _2 $ O之间的同位素差异可以解释最近的二次谐波散射观测。最后,我们证明了一个简单的机器学习框架可以准确预测分子超极化能力的波动。该模型说明了溶剂的微观不均匀性,代表了对SHS实验进行定量建模的第一步。

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