Abstract

Owing to their high-speed, force-field (FF) calculations for inorganic solid-state materials using the parametric potential have been widely employed as an effective tool for high-throughput calculations such as exhaustive property evaluation of material databases and/or calculations for models containing tens of thousands of atoms or more, including amorphous and grain boundary models. However, the accuracy of such calculations strongly depends on the choice of the FF parameters. Today, compounds containing three or more elements are targeted in the research and development of functional materials, in which case the number of parameters often exceeds 10 dimensions. This significantly increases the search space, making it difficult to determine the parameters rationally. To resolve this issue, we previously reported an FF parameter determination approach based on meta-heuristics (APL Materials, 8, 081111 (2020)). In this study, we further investigated a methodology to efficiently determine the FF parameters using a conditional variational autoencoder (CVAE), a type of deep learning method, which can reduce the dimension of the input parameters and distribute them in a probabilistic manner in the latent space. As a demonstration, we applied the method to the optimization of 11 FF parameters for an argyrodite-type Li7PS6 material, which has attracted considerable attention as a solid electrolyte for all-solid-state batteries. The results confirmed that the proposed approach can generate valid FFs that are highly consistent with the results of first-principles calculations, even when using a limited set of meta-heuristics-generated FF parameters. Towardsthe development of functional materials, we applied our previously reportedforce-field (FF) parameter determination approach based on meta-heuristics todevelop a methodology to efficiently determine the FF parameters using aconditional variational autoencoder (CVAE). As part of a demonstration, weselected argyrodite-type Li7PS6 material and applied the proposed method to itsFF optimization. We believe that our study makes a significant contribution tothe literature because it can serve as a basis for FF optimization of advancedmaterials. Further, we believe that this paper will be of interest to yourreadership as your journal is a platform for discussions on studies related tothe MD simulations of newly emerging advanced materials.

Keywords:
Autoencoder Dimension (graph theory) Property (philosophy) Set (abstract data type) Parametric statistics Probabilistic logic Boundary (topology)

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