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A Global Optimizer for Nanoclusters

机译:纳米簇的全球优化器

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We have developed a method to automatically build the global minimum and other low-energy minima of nanoclusters. This method is implemented in PyAR (https://github.com/anooplab/pyar/tree/development). The global optimization in PyAR involves two parts, generation of several trial geometries and gradient-based local optimization of the trial geometries. The generation of trial geometries uses the Tabu list to store the information of the already used trial geometries and avoids using the similar geometries. In this recursive algorithm, n-sized cluster is built from the geometries of n ? 1 clusters. The overall procedure automatically generates the several unique minimum energy geometries of clusters with size 2 upto n using this evolutionary growth strategy. We have used the above mentioned strategy on some well studied clusters such as Pd, Pt, Au, Al, binary clusters Ru-Pt and Au-Pt, and ternary clustery Ag-Au-Pt. We have analyzed some of the popular parameters used to characterise the clusters, relative energy, singlet-triplet energy difference, binding energy, second order energy difference, and mixing energy and compared with the reported properties.
机译:我们已经开发出一种方法来自动构建纳米团簇的全局最小值和其他低能耗最小值。该方法在PyAR(https://github.com/anooplab/pyar/tree/development)中实现。 PyAR中的全局优化涉及两个部分,几个试验几何的生成和试验几何的基于梯度的局部优化。试用几何的生成使用“禁忌”列表来存储已使用的试用几何的信息,并避免使用类似的几何。在这种递归算法中,从n?的几何构筑n个簇。 1个集群。整个过程会使用此进化增长策略自动生成大小为2到n的簇的几个唯一的最小能量几何。我们在一些经过充分研究的簇上使用了上述策略,例如Pd,Pt,Au,Al,二元簇Ru-Pt和Au-Pt以及三元簇Ag-Au-Pt。我们分析了一些常用的参数来表征团簇,相对能量,单线态-三重态能量差,结合能,二阶能量差和混合能,并与报道的性能进行了比较。

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