MTRL-SCILGNov 8, 2022

A physics-aware deep learning model for energy localization in multiscale shock-to-detonation simulations of heterogeneous energetic materials

arXiv:2211.04561v230 citationsh-index: 21
Originality Incremental advance
AI Analysis

This provides a new tool for material scientists to design safer and higher-performance energetic materials, though it appears incremental as it builds on existing multiscale simulation methods by integrating deep learning.

The paper tackles the challenge of simulating shock-to-detonation transitions in heterogeneous energetic materials by proposing a multiscale framework that uses a physics-aware deep learning model (PARC) to efficiently capture mesoscale energy localization, reducing computation costs while improving sub-grid physics representations.

Predictive simulations of the shock-to-detonation transition (SDT) in heterogeneous energetic materials (EM) are vital to the design and control of their energy release and sensitivity. Due to the complexity of the thermo-mechanics of EM during the SDT, both macro-scale response and sub-grid mesoscale energy localization must be captured accurately. This work proposes an efficient and accurate multiscale framework for SDT simulations of EM. We introduce a new approach for SDT simulation by using deep learning to model the mesoscale energy localization of shock-initiated EM microstructures. The proposed multiscale modeling framework is divided into two stages. First, a physics-aware recurrent convolutional neural network (PARC) is used to model the mesoscale energy localization of shock-initiated heterogeneous EM microstructures. PARC is trained using direct numerical simulations (DNS) of hotspot ignition and growth within microstructures of pressed HMX material subjected to different input shock strengths. After training, PARC is employed to supply hotspot ignition and growth rates for macroscale SDT simulations. We show that PARC can play the role of a surrogate model in a multiscale simulation framework, while drastically reducing the computation cost and providing improved representations of the sub-grid physics. The proposed multiscale modeling approach will provide a new tool for material scientists in designing high-performance and safer energetic materials.

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