用机器学习势能景观快速可靠筛选高离子电导率固态材料
Predicting ionic conductivity in solids from the machine-learned potential energy landscape
- 基于通用机器学习势构建结构描述符,减少模型外推误差
- 在材料项目数据库中排序锂基材料,前10名中有8个被验证为室温超离子导体
- 比分子动力学快约50倍,比第一性原理计算快超3000倍,适合大规模筛查
发现新型超离子材料对提升固态电池性能至关重要,其能量密度和安全性优于传统液态电解质锂离子电池。传统计算方法识别此类材料耗时且难扩展。近年基于等变图神经网络的通用原子间势模型已实现高效训练,可替代第一性原理计算支撑分子动力学或弹性带技术评估离子电导率。但模型在多样化原子结构上的泛化误差影响结果可靠性。本文提出一种基于通用原子间势的快速可靠筛选方法,引入一组启发式结构描述符,在充分利用模型知识的同时最小化泛化需求。利用该方法对材料项目数据库中的锂基材料进行电导率排序,前十名中有八例经第一性原理计算确认为室温超离子导体。相比基于机器学习势的分子动力学,效率提升约50倍;相较第一性原理分子动力学,速度提升至少3000倍。
原文摘要 · Abstract (English)
Discovering new superionic materials is essential for advancing solid-state batteries, which offer improved energy density and safety compared to the traditional lithium-ion batteries with liquid electrolytes. Conventional computational methods for identifying such materials are resource-intensive and not easily scalable. Recently, universal interatomic potential models have been developed using equivariant graph neural networks. These models are trained on extensive datasets of first-principles force and energy calculations. One can achieve significant computational advantages by leveraging them as the foundation for traditional methods of assessing the ionic conductivity, such as molecular dynamics or nudged elastic band techniques. However, the generalization error from model inference on diverse atomic structures arising in such calculations can compromise the reliability of the results. In this work, we propose an approach for the quick and reliable screening of ionic conductors through the analysis of a universal interatomic potential. Our method incorporates a set of heuristic structure descriptors that effectively employ the rich knowledge of the underlying model while requiring minimal generalization capabilities. Using our descriptors, we rank lithium-containing materials in the Materials Project database according to their expected ionic conductivity. Eight out of the ten highest-ranked materials are confirmed to be superionic at room temperature in first-principles calculations. Notably, our method achieves a speed-up factor of approximately 50 compared to molecular dynamics driven by a machine-learning potential, and is at least 3,000 times faster compared to first-principles molecular dynamics.
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