首页> 外文OA文献 >Development and Implementation of Theoretical Methods for the Calculation of EPR Parameters in Periodic Simulations
【2h】

Development and Implementation of Theoretical Methods for the Calculation of EPR Parameters in Periodic Simulations

机译:周期模拟中EpR参数计算理论方法的开发与实现

摘要

For many years now, the determination and prediction of the properties of matter at the level of the nanoscale, based only on the fundamental laws of quantum physics (ab initio), has been a very active and valuable field of research. Density functional theory (DFT) is a particularly successful ab-initio technique, which was developed by Hohenberg and Kohn, and formulated into a useful algorithm by Kohn and Sham. Essentially, the theorem of Hohenberg-Kohn states that the electronic ground-state wave function of any molecular system is uniquely determined by the electronic ground-state density. The latter is a lot easier to handle than the many-body wave function, both conceptually and practically.Electron paramagnetic resonance (EPR), or electron-spin resonance (ESR), is one of the main spectroscopic techniques for the investigation of specimens featuring one or more unpaired electrons. The basic idea of EPR is analogous to the one of the well-known nuclear magnetic resonance (NMR) technique: in the former, the spin of the electrons is excited, whereas in the latter, the spin of the atomic nuclei is excited. The energy levels and intensities of the spin centra, which follow from an EPR experiment, can be reproduced by employing a so-called effective Hamiltonian (effective in the sense that it is a purely mathematical object, which does not follow from fundamental physical principles). Often, an effective Hamiltonian which includes only the lowest-order interaction terms is sufficient: i) the g tensor which describes the interaction of the net electron spin with an external magnetic field, ii) the A or hyperfine tensors which describe the interaction of the net electron spin with the spins of the atomic nuclei, and iii) in the case of a net electron spin higher than 1/2, the D- or zero-field splitting tensor resulting from magnetic-dipole interactions between multiple unpaired electrons.In recent years, interest in the ab-initio calculation of EPR parameters has grown steadily. Theoretical calculations represent a powerful tool for the experimentalist in the analysis of the spectra which can sometimes be very complex. Through comparison of the experimentally obtained EPR parameters with theoretically-determined values, it becomes possible to identify and analyze more thoroughly the molecular structure in the surroundings of the spin center.Until very recently, the calculation of EPR parameters was feasible only in gasphase simulations, in which the molecule under examination is surrounded by vacuum. However, many interesting applications which would potentially benefit from a theoretical EPR study are found in the solid phase, in which the spin centers are fully embedded in matter. A successful technique for the simulation of the solid phase imposes periodic boundary conditions (PBC) on a simulation cell. This is usually a correct approach, since the solid phase of many substances features a periodic structure.The adaptation to PBC simulations of the theoretical methods for calculating EPR parameters proves to be far from trivial, and only a limited number of attempts have been made so far. However, all of these implementations share a number of methodological and/or practical limitations, and for this reason, theoretical EPR parameters of solid-phase structures were still mainly calculated using cluster-in-vacuo models. In this technique, only a limited portion of the molecular environment is included, an approximation which in many cases leads to a noticeable loss of accuracy.This doctoral research focuses on the development, implementation, validation, and application of DFT methods for the fast and accurate calculation of the g and A tensors in PBC simulations. To this end, a number of newly-developed theoretical methods were implemented in CPMD (http://www.cpmd.org) and CP2K (http://cp2k.berlios.de, two popular program packages that adopt periodic boundary conditions. These theoretical methods were validated by comparing the EPR parameters of a wide range of atoms and small molecules in the gas phase with existing gas-phase methods (through special techniques, both CPMD and CP2K can also simulate the gas phase). Then, using these new methods, the EPR parameters of several periodic structures were calculated and thoroughly compared with available experimental data from literature and results obtained with, amongst others, cluster-invacuo models. Several ideas for the acceleration of the methods, such as for example the usage of a three-layered hybrid scheme combining an accurate allelectron treatment for the radical center and a relatively cheap pseudopotential approximation or classical molecular mechanics for the remainder of the simulation cell, have been carefully tested. Subsequently, a number of exciting applications have been carried out, such as for example the study of the molecular environment dependence of A tensors in a set of sugar crystal radicals, the calculation of the A tensors of the R2 center in b-D-fructose along a complete molecular dynamics trajectory at finite temperature, and the calculation of the g tensor for the E01 center in a-quartz using a 15551-atom simulation cell and the aforementioned threelayered hybrid scheme.It is likely that the CP2K methods will last longer than their CPMD counterparts, as they are the most generally applicable. Through the Gaussian and augmented-plane-wave (GAPW) representation and the aforementioned layered approach, the CP2K methods offer a very attractive accuracy/cost trade-off over the few competing methods applicable to PBC simulations.All source code has been included in the public distributions of the aforementioned program packages (available on the respective websites).Projects on the side - The acquired expertise in the simulation of solids on the DFT level was used in a collaboration with the Physico-Chemical Laboratory of Catholic University of Leuven. We have been working on a new semi-empirical energy model for the study of surface phenomenae in metallic alloys, fitted to calculations on the DFT level. The proposed model was used in the theoretical prediction of surface segregation in CuPt alloys.In addition, based on molecular-dynamics simulations and metadynamics in an explicit periodic solvent model, we unraveled the solvation and isomerisation characteristics of lithiated 3-chloro-1-azaallylic anions in a tetrahydrofuran solution. Our findings were independently confirmed by ROESYNMR experiments, conducted at the Department of Organic Chemistry of Ghent University. A detailed knowledge of the structure of these solvated anions leads to a better understanding of the chemical reactions (e.g. aldolor Mannich-type reactions) in which they play a key role.Just as this thesis was nearing completion, a further project on silica-template interactions during the initial stages of zeolite synthesis was finished. This project was carried out in conjunction with the Department of Chemical Engineering and Chemistry of Eindhoven University of Technology, the Department of Fuels Chemistry and Technology of Wroclaw University of Technology, and the Centre for Surface Chemistry and Catalysis of Catholic University of Leuven.
机译:多年来,仅基于量子物理学的基本定律(从头算),对纳米级物质性质的确定和预测一直是非常活跃和有价值的研究领域。密度泛函理论(DFT)是一种非常成功的从头开始技术,由Hohenberg和Kohn开发,并由Kohn和Sham公式化为有用的算法。本质上,霍亨伯格-科恩定理指出,任何分子系统的电子基态波函数都是由电子基态密度唯一确定的。后者在概念上和实践上都比多体波函数要容易得多。电子顺磁共振(EPR)或电子自旋共振(ESR)是研究标本的主要光谱技术之一。一个或多个不成对的电子。 EPR的基本思想类似于一种众所周知的核磁共振技术(NMR):在前者中,电子的自旋被激发,而在后者中,原子核的自旋被激发。 EPR实验得出的自旋中心的能级和强度可以通过使用所谓的有效哈密顿量(在有效的意义上是纯粹的数学对象,而不是遵循基本物理原理的意义上有效)来再现。 。通常,仅包含最低阶相互作用项的有效哈密顿量就足够了:i)g张量描述净电子自旋与外部磁场的相互作用; ii)A或超精细张量描述电子相互作用。净电子自旋与原子核的自旋,以及iii)如果净电子自旋高于1/2,则由多个不成对电子之间的磁偶极相互作用产生的D场或零场分裂张量。多年来,人们对EPR参数的从头算起的兴趣稳步增长。理论计算为实验人员提供了分析光谱的强大工具,有时可能会非常复杂。通过将实验获得的EPR参数与理论上确定的值进行比较,有可能更彻底地识别和分析自旋中心周围分子的结构。直到最近,EPR参数的计算仅在气相模拟中是可行的,其中被检查的分子被真空包围。但是,在固相中发现了许多有趣的应用,它们可能会从理论上的EPR研究中受益,其中旋转中心完全嵌入物质中。一种成功的固相模拟技术在模拟单元上施加了周期性边界条件(PBC)。由于许多物质的固相具有周期性结构,因此这通常是正确的方法。事实证明,用于计算EPR参数的理论方法对PBC模拟的适应性不高,因此仅进行了有限的尝试。远。然而,所有这些实施方式都有许多方法和/或实践上的局限性,因此,固相结构的理论EPR参数仍主要使用真空聚类模型进行计算。在这项技术中,仅包括分子环境的一小部分,这种近似在许多情况下会导致准确性显着下降。此博士研究致力于快速,快速地进行DFT方法的开发,实施,验证和应用。在PBC模拟中精确计算g和A张量。为此,在两个采用周期性边界条件的流行程序包CPMD(http://www.cpmd.org)和CP2K(http://cp2k.berlios.de)中实现了许多新开发的理论方法。通过将气相中各种原子和小分子的EPR参数与现有气相方法进行比较(通过特殊技术,CPMD和CP2K都可以模拟气相),对这些理论方法进行了验证。新方法中,计算了几种周期性结构的EPR参数,并将其与文献中的可用实验数据进行了彻底比较,以及使用簇-真空模型获得的结果进行了比较。三层混合方案,结合了对自由基中心的精确全电子处理和相对便宜的伪电势近似或经典分子力学,用于其余的模拟电池,已经过仔细测试。随后,进行了许多激动人心的应用,例如研究一组糖晶体自由基中A张量的分子环境依赖性,在有限温度下沿着完整的分子动力学轨迹计算bD果糖中R2中心的A张量以及使用15551原子模拟单元和上述方法计算a石英中E01中心的g张量三层混合方案。由于CP2K方法最普遍,因此它们的使用寿命可能比CPMD方法更长。通过高斯和增强平面波(GAPW)表示以及上述分层方法,CP2K方法与适用于PBC仿真的几种竞争方法相比,提供了非常有吸引力的精度/成本折衷。上述程序包的公共发行版(可在相应的网站上获得)。侧面项目-与鲁汶天主教大学物理化学实验室合作,利用获得的DFT级固体模拟专业知识。我们一直在研究一种新的半经验能量模型,用于研究金属合金中的表面现象,并适合DFT级的计算。该模型用于CuPt合金表面偏析的理论预测。另外,基于分子动力学模拟和显式周期性溶剂模型的元动力学,我们揭示了锂化的3-氯-1-氮杂烯丙基的溶剂化和异构化特征。四氢呋喃溶液中的阴离子。我们的发现被根特大学有机化学系进行的ROESYNMR实验独立证实。对这些溶剂化阴离子的结构的详细了解可以使人们更好地理解它们在其中起关键作用的化学反应(例如aldolor曼尼希型反应)。就在本论文接近完成之时,有关二氧化硅模板的另一个项目沸石合成初始阶段的相互作用完成了。该项目是与埃因霍温科技大学化学工程与化学系,弗罗茨瓦夫科技大学燃料化学与技术系以及鲁汶天主教大学表面化学与催化中心联合进行的。

著录项

  • 作者

    Declerck Reinout;

  • 作者单位
  • 年度 2008
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

相似文献

  • 外文文献
  • 中文文献
  • 专利

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号