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End-to-End Crystal Structure Prediction from Powder X-Ray Diffraction

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arxiv 2401.03862 v3 pith:3DPNYRU3 submitted 2024-01-08 physics.chem-ph cs.LG

classification physics.chem-phcs.LG
keywords crystalstructurepxrdpredictionxtalnetstructuresautomatedconditional
verification ladder T0 review T1 audit T2 compute T3 formal

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Powder X-ray diffraction (PXRD) is a prevalent technique in materials characterization. While the analysis of PXRD often requires extensive human manual intervention, and most automated method only achieved at coarse-grained level. The more difficult and important task of fine-grained crystal structure prediction from PXRD remains unaddressed. This study introduces XtalNet, the first equivariant deep generative model for end-to-end crystal structure prediction from PXRD. Unlike previous crystal structure prediction methods that rely solely on composition, XtalNet leverages PXRD as an additional condition, eliminating ambiguity and enabling the generation of complex organic structures with up to 400 atoms in the unit cell. XtalNet comprises two modules: a Contrastive PXRD-Crystal Pretraining (CPCP) module that aligns PXRD space with crystal structure space, and a Conditional Crystal Structure Generation (CCSG) module that generates candidate crystal structures conditioned on PXRD patterns. Evaluation on two MOF datasets (hMOF-100 and hMOF-400) demonstrates XtalNet's effectiveness. XtalNet achieves a top-10 Match Rate of 90.2% and 79% for hMOF-100 and hMOF-400 in conditional crystal structure prediction task, respectively. XtalNet enables the direct prediction of crystal structures from experimental measurements, eliminating the need for manual intervention and external databases. This opens up new possibilities for automated crystal structure determination and the accelerated discovery of novel materials.

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  1. Stiefel Flow Matching for Moment-Constrained Structure Elucidation

    cs.LG 2024-12 conditional novelty 7.0 of 10

    A generative model on the Stiefel manifold predicts molecular 3D structures that exactly match given moments of inertia, improving success rates and sampling cost over Euclidean diffusion baselines.

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