论文标题
由原子环境的机器学习揭示的金属表面的先天动力和身份危机
Innate Dynamics and Identity Crisis of a Metal Surface Unveiled by Machine Learning of Atomic Environments
论文作者
论文摘要
传统上将金属视为硬问题。然而,众所周知,它们的原子晶格可能会变得动态性,并且重新配置甚至可以很好地融化温度。金属的先天原子动力学与它们的整体和表面特性直接相关。因此,了解它们复杂的结构动力学对于许多应用很重要,但并不容易。在这里,我们报告了深层分子动力学模拟,允许在原子分辨率下解析各种类型的铜(CU)表面的复杂动力学,例如,用作hüttig($ \ sim1/3 $熔化)温度附近的一个例子。经过DFT计算训练的深神经网络潜力的开发提供了动态精确的力场,我们用来模拟不同CU表面类型的大型原子模型。高维结构描述符和无监督的机器学习的结合允许识别和跟踪有限温度下在表面中出现的所有原子环境(AES)。我们可以直接观察特定(理想)表面中非本地的AE是如何在其他表面类型中典型的AE,在动态平衡中与本机平衡中的相关状态中不断出现/消失在该表面中。我们的分析允许估计所有填充这些Cu表面的AE的寿命,并重建其动态互换网络。这揭示了这些金属表面的难以捉摸的身份,这些身份仅保留其身份,部分地在相关条件下转变为其他东西。这也提出了金属表面“统计身份”的概念,这是理解其行为和特性的关键。
Metals are traditionally considered hard matter. However, it is well known that their atomic lattices may become dynamic and undergo reconfigurations even well-below the melting temperature. The innate atomic dynamics of metals is directly related to their bulk and surface properties. Understanding their complex structural dynamics is thus important for many applications but is not easy. Here we report deep-potential molecular dynamics simulations allowing to resolve at atomic-resolution the complex dynamics of various types of copper (Cu) surfaces, used as an example, near the Hüttig ($\sim1/3$ of melting) temperature. The development of a deep neural network potential trained on DFT calculations provides a dynamically-accurate force field that we use to simulate large atomistic models of different Cu surface types. A combination of high-dimensional structural descriptors and unsupervised machine learning allows identifying and tracking all the atomic environments (AEs) emerging in the surfaces at finite temperatures. We can directly observe how AEs that are non-native in a specific (ideal) surface, but that are instead typical of other surface types, continuously emerge/disappear in that surface in relevant regimes in dynamic equilibrium with the native ones. Our analyses allow estimating the lifetime of all the AEs populating these Cu surfaces and to reconstruct their dynamic interconversions networks. This reveals the elusive identity of these metal surfaces, which preserve their identity only in part and in part transform into something else in relevant conditions. This also proposes a concept of "statistical identity" for metal surfaces, which is key for understanding their behaviors and properties.