首页> 外文期刊>Journal of chemical theory and computation: JCTC >metaFALCON: A Program Package for Automatic Sampling of Conical Intersection Seams Using Multistate Metadynamics
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metaFALCON: A Program Package for Automatic Sampling of Conical Intersection Seams Using Multistate Metadynamics

机译:metafalcon:使用多体形动力学自动采样锥形交叉接缝的程序包

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摘要

The multistate metadynamics for automatic exploration of conical intersection seams and systematic location of minimum energy crossing points in molecular systems and its implementation into the software package metaFALCON is presented. Based on a locally modified energy gap between two Born-Oppenheimer electronic states as a collective variable, multistate metadynamics trajectories are driven toward an intersection point starting from an arbitrary ground state geometry and are subsequently forced to explore the conical intersection seam landscape. For this purpose, an additional collective variable capable of distinguishing structures within the seam needs to be defined and an additional bias is introduced into the off-diagonal elements of an extended (multistate) electronic Hamiltonian. We demonstrate the performance of the algorithm on the examples of the 1,3-butadiene, benzene, and 9H-adenine molecules, where multiple minimum energy crossing points could be systematically located using the Wiener number or Cremer-Pople parameters as collective variables. Finally, with the example of 9H-adenine, we show that the multistate metadynamics potential can be used to obtain a global picture of a conical intersection seam. Our method can be straightforwardly connected with any ab initio or semiempirical electronic structure theory that provides energies and gradients of the respective electronic states and can serve for systematic elucidation of the role of conical intersections in the photophysics and photochemistry of complex molecular systems, thus complementing nonadiabatic dynamics simulations.
机译:提供了用于自动探索锥形交叉接缝的多态元动力学和分子系统中最小能量交叉点的系统位置及其进入软件包METAFALCON。基于作为集体变量的两个出生的oppenheimer电子状态之间的局部修改的能量差距,从任意地面几何形状开始朝向从任意地面几何开始的交叉点驱动,随后被迫探索锥形交叉接缝横向。为此目的,需要定义能够在接缝内区分结构的额外集体变量,并且将附加偏差引入延伸(多态)电子汉密尔顿人的偏斜元件中。我们证明了算法对1,3-丁二烯,苯和9H-腺嘌呤分子的实例的性能,其中可以使用Wiener号或Cremer-Pople参数作为集体变量来系统地找到多个最小能量交叉点。最后,通过9H-腺嘌呤的例子,我们表明,多岩元动力学电位可用于获得锥形交叉接缝的全球图像。我们的方法可以与任何AB Initio或半透明电子结构理论直接连接,所述AB初始电子结构理论提供各种电子状态的能量和梯度,并且可以用于系统阐明锥形交集在复杂分子系统的光学学和光化学中的作用,从而补充非等离的动态模拟。

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