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Origin and control of superlinear polarizability scaling in chemical potential equalization methods

机译:化学势均势方法中超线性极化率定标的成因与控制

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摘要

Many common chemical potential equalization (μEq) methods are known to suffer from a superlinear scaling of the polarizability with increasing molecular size that interferes with model transferability and prevents the straightforward application of these methods to large, biochemically relevant molecules. In the present work, we systematically investigate the origins of this scaling and the mechanisms whereby some existing methods successfully temper the scaling. We demonstrate several types of topological charge constraints distinct from the usual single molecular charge constraint that can successfully achieve linear polarizability scaling in atomic charge based equilibration models. We find the use of recently employed charge conservation constraints tied to small molecular units to be an effective and practical approach for modulating the polarizability scaling in atomic μEq schemes. We also analyze the scaling behavior of several μEq schemes in the bond representation and derive closed-form expressions for the polarizability scaling in a linear atomic chain model; for a single molecular charge constraint these expressions demonstrate a cubic dependence of the polarizability on molecular size compared with linear scaling obtainable in the case of the atom-atom charge transfer (AACT) and split-charge equilibration (SQE) schemes. Application of our results to the trans N-alkane series reveals that in certain situations, the AACT and SQE schemes can become unstable due to an indefinite Hessian matrix. Consequently, we discuss sufficient criteria for ensuring stability within these schemes.
机译:众所周知,许多常见的化学势均势化(μEq)方法会随着分子大小的增加而出现极化率超线性缩放的现象,这会干扰模型的转移性,并阻止将这些方法直接应用于大的生化相关分子。在当前的工作中,我们系统地研究这种缩放的起源以及一些现有方法成功缓和缩放的机制。我们演示了几种不同于通常的单分子电荷约束的拓扑电荷约束,它们可以在基于原子电荷的平衡模型中成功实现线性极化率缩放。我们发现使用最近采用的与小分子单元相关的电荷守恒约束是一种有效且实用的方法,可用于调制原子μEq方案中的极化率缩放。我们还分析了键表示中几种μEq方案的缩放行为,并得出了线性原子链模型中极化率缩放的闭合形式表达式;对于单个分子电荷约束,与在原子-原子电荷转移(AACT)和分裂电荷平衡(SQE)方案的情况下可获得的线性缩放相比,这些表达式证明了极化率对分子大小的立方依赖性。将我们的结果应用于反式N-烷烃系列的研究表明,在某些情况下,由于不确定的Hessian矩阵,AACT和SQE方案可能变得不稳定。因此,我们讨论了确保这些方案中稳定性的充分标准。

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