The role of machine learning for insight into the material behavior of lattices: A surrogate model based on data from finite element simulation

The role of machine learning for insight into the material behavior of lattices: A surrogate model based on data from finite element simulation

Authors: Pana Suttakul,  Duy Vo,  Thongchai Fongsamootr,  Ramnarong Wanison,  Yuttana Mona,  Tossapon Katongtung,  Nakorn Tippayawong,  Itthidet Thawon

Journal: Results in Engineering

Link: https://doi.org/10.1016/j.rineng.2024.102547

Abstract: In recent years, lattice structures have gained extensive attention due to their unique properties and great potential in various fields. Their effective material properties can be obtained by several means, e.g., numerical homogenization methods, finite element (FE) simulations, and experiments. Numerical homogenization methods involve certain assumptions, and thus, their applications are limited to those lattice structures satisfying all assumptions. On the contrary, although the FE simulations and experiments can be performed for all lattice structures, they are more time-consuming and tedious than the numerical homogenization methods, especially for lattice structures with complex geometry. In this study, a surrogate model is presented to address all the drawbacks mentioned above. More precisely, the effective elastic modulus of two-dimensional lattice structures with triangular unit cells is predicted by a surrogate model trained with the random forest algorithm. The dataset is generated from FE simulations. Several geometric details along with the elastic modulus of the parent material are selected as input features. These input features are varied to cover a wide range of lattice structures encountered in engineering applications. The correlation between input features is investigated to test their independence. Furthermore, the contribution of each input feature to the prediction of the surrogate models is also thoroughly examined. The accuracy of the proposed surrogate model is evaluated through comparisons with FE simulations, numerical homogenization methods, and experiments for untrained datasets.