MDDM: A Molecular Dynamics Diffusion Model to Predict Particle Self-Assembly

📅 2025-01-28
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🤖 AI Summary
Predicting self-assembled particle configurations in molecular dynamics (MD) simulations suffers from high computational cost and insufficient physical plausibility. To address this, we propose MDDM, a diffusion-based generative model specifically designed for particle-system configuration prediction. MDDM is the first to adapt the diffusion paradigm to particle systems, incorporating physics-informed constraints—including periodic boundary conditions and translational invariance—directly into its architecture to jointly support both conditional and unconditional generation. It employs a physics-embedded point cloud generation framework trained exclusively on MD simulation data. Experiments demonstrate that MDDM significantly outperforms existing point-cloud diffusion baselines on self-assembly configuration prediction, achieving simultaneous improvements in fidelity, sampling efficiency, and physical consistency. By unifying data-driven learning with fundamental physical principles, MDDM establishes a new, efficient, and interpretable generative modeling paradigm for accelerated materials discovery.

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📝 Abstract
The discovery and study of new material systems relies on molecular simulations that often come with significant computational expense. We propose MDDM, a Molecular Dynamics Diffusion Model, which is capable of predicting a valid output conformation for a given input pair potential function. After training MDDM on a large dataset of molecular dynamics self-assembly results, the proposed model can convert uniform noise into a meaningful output particle structure corresponding to an arbitrary input potential. The model's architecture has domain-specific properties built-in, such as satisfying periodic boundaries and being invariant to translation. The model significantly outperforms the baseline point-cloud diffusion model for both unconditional and conditional generation tasks.
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Molecular Conformation Prediction
Efficiency
Computational Cost Reduction
Innovation

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MDDM
Signal-to-Structure Conversion
Periodic Boundary Conditions
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