GOALI: Development of Transferable Force Fields for Phase Equilibria and Simulation Studies of Microheterogeneous Fluids

目标：相平衡可转移力场的开发和微非均质流体的模拟研究

• 批准号: 0138393
• 负责人: Joern Ilja Siepmann
• 金额: $ 28.23万
• 依托单位: University of Minnesota-Twin Cities
• 依托单位国家: 美国
• 项目类别: Continuing Grant
• 财政年份: 2002
• 资助国家: 美国
• 起止时间: 2002-06-01 至 2006-05-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=0138393&HistoricalAwards=false
• 关键词: GOALI; Development; Transferable; Force; Fields

AbstractCTS-0138393Siepmann, Joern I.University of Minnesota - Twin CitiesAccurate knowledge of the phase equilibria and other thermophysical properties of complex fluid mixtures are of enormous fundamental and practical importance. The success of molecular simulation in predicting thermophysical properties an in advancing our understanding of the relationship between molecular architecture and macroscopic observable depends on the availability of efficient simulation algorithms and accurate force fields.The goals of the research are to continue the development of three levels of transferable force fields and of biased Monte Carlo methods. The first-level force field, called TraPPE-UA (transferable potentials for phase equilibria-united atom), employs the united-atom representation for alkyl segments and simple Lennar -Jones an Coulombic terms. In the second level, called TraPPE -EH (explicit hydrogen), all atoms including alkyl group hydrogens and some lone-pair electron and bond-center sites are treated explicitly. In the third-level, called TraPPE-pol (polarizable), both the van der Waals and electrostatic interactions can respond to changes in the environment. Whereas the first level is designed for simplicity and computational efficiency with good accuracy, the second level is aimed at improved accuracy for mixtures of non-polar or apolar non-hydrogen-bonding compounds. The third level is directed solely at the highest possible level of accuracy and transferability. These transferable force fields will encompass linear, branched, and cyclic alkanes, alkenes, alkynes, alkylbenzenes, alcohols, ethers, ketones, aldehydes, esters, carboxylic acids amines, amides, nitriles, thiols, sulfides, heterocycles, perfluorinated alkanes, and last, but not least, water. In addition to the force field development, this proposal also addresses novel simulation algorithms which are targeted at efficient simulations of solid-fluid equilibria, spatially heterogeneous mixtures, and hydrogen-bonded networks.Molecular simulations using the transferable force fields will be employed as engineering tool topredict thermophysical properties of a variety of systems, thereby adding to the available experimental database. The simulations will also provide a wealth of microscopic-level information for complex chemical systems, thereby giving new physical insight into how molecular architecture and composition determine macroscopic phenomena. In particular, simulations will be carried out to investigate the association of alcohols in non-polar solvents, the influence of entrainers on structure and solubility in supercritical fluids, the effect of pressurization on gas-expanded liquids, the solute partitioning between water and octan-1-ol at elevated temperatures and pressures, the structures of minimum and maximum boiling azeotropic mixtures, the liquid-liquid equilibria of alcohol/water mixtures, the partial solubilities of drugs and their sodium derivatives, and the influence of solvents on the stability of polymorphs and on solvate formation.This project will profit from extensive collaboration of a close university-industry team consistingof the PI and Dr. Sami Karaborni of Merck Research Laboratories.

精确地了解复杂流体混合物的相平衡和其它热物理性质具有巨大的基础和实际意义。 分子模拟在预测热物理性质和推进我们对分子结构与宏观可观测之间关系的理解方面的成功取决于有效的模拟算法和精确的力场的可用性，本研究的目标是继续发展三个层次的可转移力场和有偏蒙特卡罗方法。 第一级力场称为TraPPE UA（transferable potential for phase equilibria-united atom），采用烷基链段的联合原子表示和简单的Lennar-Jones和Coulombic项。 在第二个层次中，被称为TrapPE-EH（显式氢），所有的原子，包括烷基氢和一些孤对电子和键中心的网站显式处理。 在第三个层次，称为TrapPE-pol（极化），无论是货车德瓦尔斯和静电相互作用可以响应环境的变化。 而第一级是为了简单和计算效率与良好的准确性，第二级的目的是提高非极性或非极性非氢键化合物的混合物的准确性。 第三个层次是完全针对最高水平的准确性和可转移性。 这些可转移力场将包括直链、支链和环状烷烃、烯烃、炔烃、烷基苯、醇、醚、酮、醛、酯、羧酸胺、酰胺、腈、硫醇、硫化物、杂环、全氟化烷烃，以及最后但并非最不重要的水。 除了力场的发展，这个建议还提出了新的模拟算法，其目标是有效地模拟固-流平衡，空间非均匀混合物，和氢键网络。分子模拟使用可转移的力场将被用作工程工具topdict各种系统的热物理性质，从而增加了可用的实验数据库。 模拟还将为复杂的化学系统提供丰富的微观信息，从而为分子结构和组成如何决定宏观现象提供新的物理见解。 特别地，将进行模拟以研究醇在非极性溶剂中的缔合、共沸剂对超临界流体中的结构和溶解度的影响、加压对气体膨胀液体的影响、在升高的温度和压力下水和辛-1-醇之间的溶质分配、最小和最大沸点共沸混合物的结构，醇/水混合物的液-液平衡，药物及其钠衍生物的部分溶解度，以及溶剂对多晶型物的稳定性和溶剂化物形成的影响。该项目将受益于一所密切的大学的广泛合作，由PI和默克研究实验室的Sami Karaborni博士组成的行业团队。