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Quantum simulations of water clusters: Elucidating many-body forces in the liquid.

机译:水团簇的量子模拟:阐明液体中的多体力。

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摘要

This thesis details the first quantum simulations of water clusters and simulations of liquid water using a polarizable potential energy surface fit to water dimer spectroscopic data. Provided is a review of theoretical studies of water, in which we discuss the perturbation theory derivation of the analytical expressions for the long range and short range forces, and then detail the development of ab initio potentials for the study of the water dimer and trimer interactions.; The determinations of the spectroscopic VRT(ASP-W)II and III potential energy surfaces are presented. These represent the second and third fitting of the ASP-W ab initio potential, using Leforestier's Pseudo-spectral Split Hamiltonian approach (PSSH). In PSSH, the six-dimensional dimer Hamiltonian is diagonalized and exchange-repulsion parameters of the potential are fit via a non-linear least squares fitting routine so as to reproduce experimentally observed microwave and terahertz transitions. Both potentials are presented because the accuracy of VRT(ASP-W)II has been tested much more extensively, and VRT(ASP-W)III represents further refinement of the potential, but otherwise is very similar. VRT(ASP-W)II and III are both able to reproduce (H2 O)2 and (D2O)2 spectroscopic data to a high level of accuracy. VRT(ASP-W)III is then used to calculate the canonical partition function for (H2O)2, so as to determine the equilibrium constant for dimerization, KP( T), and to resolve ambiguity over (H2O)2 atmospheric concentrations. The determinations of additional thermodynamic properties, Δ G, ΔH, ΔS, CP, CV, for (H2O)2 are presented. In addition, the role of quasi-dissociative states in the calculation of KP(T) are discussed at length.; Next, we determine the vibrational ground-states of larger water clusters using VRT(ASP-W)II and VRT(ASP-W)III in Diffusion Quantum Monte Carlo (DQMC) simulations. The results from VRT(ASP-W)II and III are compared to those from the ab initio ASP-W potential as well as several bulk potentials. VRT(ASP-W)III is shown to be the most accurate model for the vibrational ground-states of larger water clusters to date. The effects of the fits are assessed and the importance of many-body induction and three-body dispersion are examined, and analytical forms for three-body exchange are discussed. VRT(ASP-W)III is then used in simulations of liquid water, and the resulting structural and energetic data are presented. Comparison is made to results with several other potential energy surfaces of similar spectroscopic accuracy. We then discuss the role of many-body induction, three-body exchange, three-body dispersion and intramolecular flexibility in the accurate determination of the liquid water structure. Finally, suggestions are made for future work on the determination of a “universal” potential for water.
机译:本文详细介绍了水团簇的第一个量子模拟和使用对水二聚体光谱数据拟合的极化势能面的液态水模拟。提供了对水的理论研究的综述,其中我们讨论了远距离和短距离作用力的解析表达式的扰动理论推导,然后详细介绍了该研究的“从头算”到“从头算”到“动词”的发展趋势。水二聚体和三聚体的相互作用。提出了光谱VRT(ASP-W)II和III势能面的测定。这些表示使用Leforestier的伪谱分裂哈密顿方法(PSSH)的ASP-W从头算的第二和第三拟合。在PSSH中,将六维二聚体哈密顿量对角化,并通过非线性最小二乘拟合程序拟合势能的交换排斥参数,从而重现实验观察到的微波和太赫兹跃迁。之所以显示这两种潜力,是因为已经对VRT(ASP-W)II的准确性进行了更广泛的测试,而VRT(ASP-W)III则代表了对电位的进一步改进,但除此之外非常相似。 VRT(ASP-W)II和III都可以复制(H 2 O) 2 和(D 2 O) 2 光谱数据的准确性很高。然后使用VRT(ASP-W)III计算(H 2 O) 2 的规范分配函数,从而确定二聚化的平衡常数<斜体> K P T ),并解决(H 2 O) 2 上的歧义大气浓度。附加热力学性质的测定,Δ G ,Δ H ,Δ S C P ,给出了(H 2 O) 2 的C V 。此外,还详细讨论了准解离态在计算 K P T )中的作用。接下来,我们在扩散量子蒙特卡罗(DQMC)模拟中使用VRT(ASP-W)II和VRT(ASP-W)III确定较大水团的振动基态。将VRT(ASP-W)II和III的结果与从头开始 ASP-W电位和几个体电位的结果进行了比较。 VRT(ASP-W)III被证明是迄今为止大型水团簇振动基态最准确的模型。评估了拟合的效果,并检查了多体诱导和三体分散的重要性,并讨论了三体交换的分析形式。然后将VRT(ASP-W)III用于模拟液态水,并给出了所得的结构和含能数据。与具有类似光谱精度的其他几个势能面的结果进行比较。然后,我们讨论了多体诱导,三体交换,三体分散和体内分子柔性在准确测定液态水结构中的作用。最后,对确定水的“普遍”潜力的未来工作提出了建议。

著录项

  • 作者

    Goldman, Nir.;

  • 作者单位

    University of California, Berkeley.;

  • 授予单位 University of California, Berkeley.;
  • 学科 Chemistry Physical.
  • 学位 Ph.D.
  • 年度 2003
  • 页码 166 p.
  • 总页数 166
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 物理化学(理论化学)、化学物理学;
  • 关键词

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