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Balance between accuracy and simplicity in empirical forcefields for glass modeling: Insights from machine learning

机译:玻璃造型经验力域内准确性和简单性的平衡:机器学习见解

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摘要

Classical molecular dynamics and Monte Carlo simulations of glassy materials critically rely on the availability of accurate empirical forcefields. To this end, empirical forcefields must exhibit an optimal balance between accuracy and simplicity-wherein forcefields that are too simple (underfitted) may not offer accurate predictions, whereas those that are too complex (overfitted) may not provide a good transferability over various systems. However, the development of new forcefields that capture the essential features of glassy materials while retaining minimum complexity has largely remained intuition-based thus far. Here, we report a new forcefield parametrization method that is based on machine learning optimization. By taking the example of glassy silica, we show that this approach allows us to identify the optimal degree of forcefield complexity in a non-biased fashion. Our method could greatly accelerate the development of new accurate, yet transferable forcefields for the modeling of silicate glasses.
机译:玻璃材料的古典分子动力学和蒙特卡罗模拟依赖于准确的经验力场的可用性。为此,经验强制必须在精度和简单性之间表现出最佳平衡 - 这太简单(底下)可能无法提供准确的预测,而那些过于复杂的(过度熔点)可能无法提供各种系统的良好可转换性。然而,在保持最小复杂性的同时捕获玻璃材料的基本特征的新力场的发展在很大程度上保持了直观的基础。在这里,我们报告了一种基于机器学习优化的新力域参数化方法。通过采取玻璃二氧化硅的例子,我们表明这种方法使我们能够以非偏见的方式识别力场复杂度的最佳程度。我们的方法可以大大加快开发新的准确,可转移的力量,用于硅酸盐眼镜的建模。

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