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Yang, Z., Yu, C. H., & Buehler, M. J. (2021). Deep learning model to predict complex stress and strain fields in hierarchical composites. Science Advances, 7(15), eabd7416, 2021, https://www.science.org/doi/10.1126/sciadv.abd7416
Materials-by-design is a paradigm to develop previously unknown high-performance materials. However, finding materials with superior properties is often computationally or experimentally intractable because of the astronomical number of combinations in design space. Here we report an AI-based approach, implemented in a game theory–based conditional generative adversarial neural network (cGAN), to bridge the gap between a material’s microstructure—the design space—and physical performance. Our end-to-end deep learning model predicts physical fields like stress or strain directly from the material microstructure geometry, and reaches an astonishing accuracy not only for predicted field data but also for derivative material property predictions. Furthermore, the proposed approach offers extensibility by predicting complex materials behavior regardless of component shapes, boundary conditions, and geometrical hierarchy, providing perspectives of performing physical modeling and simulations. The method vastly improves the efficiency of evaluating physical properties of hierarchical materials directly from the geometry of its structural makeup.
Basic requirements
pip install -r requirement.txt
Image dataset requirements
Before training or testing
cd MISES mkdir train ### training set dir mkdir test ### test set dir ## move you data into these two folders (You can also not use two commands below and customize)## cp split.sh ./MISES bash split.sh
Training
python train.py
tensorboard --logdir logs/fit
Testing/prediction
mkdir training_checkpoints mkdir predict cp DOWNLOAD_PATH/ckpt/MISES/* training_checkpoints
python test.py
Dataset availablity
| field description | shape of units | boundary condition embedded | loading condition | strain magnitude | materials property | ratio of young's modulus | resolution | dataset folder | checkpoints folder |
|---|---|---|---|---|---|---|---|---|---|
| MISES stress | square | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/MISES | /ckpt/MISES |
| S11 | square | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/S11 | /ckpt/S11 |
| S12 | square | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/S12 | /ckpt/S12 |
| PE11 | square | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/PE11 | /ckpt/PE11 |
| PE12 | square | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/PE12 | /ckpt/PE12 |
| MISES stress | square | yes | uniaxial compression in x and nanoindentation (spherical indentor) | 5% | crushable foam | 4.75 | 8 * 8 | /dataset/BC | /ckpt/BC |
| MISES stress | hexagon | no | uniaxial compression in x | 10% | crushable foam | 4.75 | 8 * 8 | /dataset/HEXAGON | /ckpt/HEXAGON |
| MISES stress | triangle | no | uniaxial compression in x | 5% | crushable foam | 4.75 | 8 * 8 | /dataset/TRIANGLE | /ckpt/TRIANGLE |
| MISES stress | square | no | uniaxial compression in x | 5% | crushable foam | 4.75 | 32 * 32 | /dataset/HIGH_RESO | /ckpt/HIGH_RESO |
| S11 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/S11 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/S11 |
| S12 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/S12 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/S12 |
| S22 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/S22 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/S22 |
| S33 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/S33 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/S33 |
| LE11 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/LE11 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/LE11 |
| LE12 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/LE12 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/LE12 |
| LE22 | square | no | uniaxial tensile in x | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/ELASTIC_TENSOR/LE22 | /ckpt/ELASTIC_TENSOR/ELASTIC_TENSOR/LE22 |
| S11 | square | no | uniaxial tensile in y | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/TENSILE_Y/S11 | /ckpt/ELASTIC_TENSOR/TENSILE_Y/S11_BC |
| S22 | square | no | uniaxial tensile in y | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/TENSILE_Y/s22 | /ckpt/ELASTIC_TENSOR/TENSILE_Y/S22_BC |
| S11_ratio (uniform ratio) | square | no | uniaxial tensile | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/UNIFORM_RATIO/S11 | /ckpt/ELASTIC_TENSOR/UNIFORM_RATIO/S11_ratio |
| S11_hier (hierarchical) | square | no | uniaxial tensile | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/ELASTIC_TENSOR/HIERARCHICAL/S11 | /ckpt/ELASTIC_TENSOR/HIERARCHICAL/8_16_32_3000data |
| LE11_crack | square | no | uniaxial tensile | 5% | linear elasticity | 100:10:1 | 32 * 32 | /dataset/CRACK/LE11_1_10_100 | /ckpt/CRACK/LE11_1_10_100 |
| LE11_crack | square | no | uniaxial tensile | 5% | linear elasticity | 100:10:0.1 | 32 * 32 | /dataset/CRACK/LE11_0.1_10_100 | /ckpt/CRACK/LE11_0.1_10_100 |
| S11_Field2geo | square | no | uniaxial tensile | 10% | linear elasticity | 4.75 | 32 * 32 | /dataset/FIELD2GEO/S11 | /ckpt/FIELD2GEO/S11 |
@article{YangYuBuehlerScienceAdv_2021,
title = {Deep learning model to predict complex stress and strain fields in hierarchical composites},
author = {Z. Yang, C.H. Yu, and M.J. Buehler},
journal = {Science Advances},
year = {2021},
volume = {7},
pages = {eabd7416},
url = {https://www.science.org/doi/10.1126/sciadv.abd7416}
}
@article{YangYuBuehlerJMPS_2022,
title = {End-to-end deep learning method to predict complete strain and stress tensors for complex hierarchical composite microstructures},
author = {Z. Yang, C.H. Yu, K. Guo, and M.J. Buehler},
journal = {Journal of the Mechanics and Physics of Solids},
year = {2021},
volume = {154},
pages = {104506},
url = {https://doi.org/10.1016/j.jmps.2021.104506}
}
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