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A variational linear-scaling framework to build practical efficient next-generation orbital-based quantum force fields

机译:的变分线性缩放框架构建实用高效下一代基于轨道量子力场

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摘要

We introduce a new hybrid molecular orbital/density-functional modified divide-and-conquer (mDC) approach that allows the linear-scaling calculation of very large quantum systems. The method provides a powerful framework from which linear-scaling force fields for molecular simulations can be developed. The method is variational in the energy, and has simple, analytic gradients and essentially no break-even point with respect to the corresponding full electronic structure calculation. Furthermore, the new approach allows intermolecular forces to be properly balanced such that non-bonded interactions can be treated, in some cases, to much higher accuracy than the full calculation. The approach is illustrated using the second-order self-consistent charge density-functional tight-binding model (DFTB2). Using this model as a base Hamiltonian, the new mDC approach is applied to a series of water systems, where results show that geometries and interaction energies between water molecules are greatly improved relative to full DFTB2. In order to achieve substantial improvement in the accuracy of intermolecular binding energies and hydrogen bonded cluster geometries, it was necessary to extend the DFTB2 model to higher-order atom-centered multipoles for the second-order self-consistent intermolecular electrostatic term. Using generalized, linear-scaling electrostatic methods, timings demonstrate that the method is able to calculate a water system of 3000 atoms in less than half of a second, and systems of up to one million atoms in only a few minutes using a conventional desktop workstation.
机译:我们介绍了一种新的混合分子轨道/密度功能改进的分治法(mDC),该方法允许对非常大的量子系统进行线性缩放计算。该方法提供了一个强大的框架,从中可以开发用于分子模拟的线性缩放力场。该方法的能量是变化的,并且具有简单的分析梯度,并且相对于相应的完整电子结构计算基本上没有盈亏平衡点。此外,新方法允许适当地平衡分子间力,从而在某些情况下可以将非键合相互作用的处理精度提高到比完整计算高得多的精度。使用二阶自洽电荷密度函数紧密结合模型(DFTB2)来说明该方法。使用该模型作为基础哈密顿量,新的mDC方法应用于一系列水系统,结果表明,相对于完整的DFTB2,水分子之间的几何形状和相互作用能得到了极大的改善。为了使分子间键合能和氢键簇的几何形状的准确性得到实质性的改善,对于二阶自洽分子间静电项,有必要将DFTB2模型扩展到以高阶原子为中心的多极。时序使用通用的线性缩放静电方法,证明了该方法能够使用常规台式工作站在不到半秒的时间内计算出3000个原子的水系统,并在短短几分钟内计算出一百万个原子的水系统。 。

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