Multimaterial Metamaterial Inverse Design via Machine Learning for Tailorable and Reusable Energy Absorption

The demand for precisely tailorable mechanical parameters of energy-absorbing structures is emerging. This paper proposes a machine learning-driven inverse design framework that resolves this multiobjective challenge through 181-dimensional parameter optimization. Our method integrates multimaterial compatibility (TPU/resin/NiTi/Al alloy) with topology-morphing body-centered cubic (BCC) lattices, where nodal coordinates, beam diameters, and material parameters are co-optimized. We delve into studying the effects of material parameters, nodal coordinates, and beam diameter variations on the structural compressive performances by conducting over 20,000 simulation experiments on randomly generated BCC lattice structures using a finite element analysis. Subsequently, the metamaterials with the specific platform stress values (from 0.015 to 4.05 MPa) and specific energy absorptions (from 0.049 to 23.377 J/g) can be inversely designed with the aid of the artificial neural networks and genetic algorithms to pinpoint optimized parameters from a 181-dimensional space. Noteworthily, the metamaterials in NiTi alloy presented a high-level reusability even after five compression cycles (over 50% recovery), demonstrating its advantage in realizing the reusable and desired energy-absorbing performances. This method has been rigorously validated through additive manufacturing and experimental characterization. This work bridges the critical gap between customizable energy absorption and structural reusability.

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Publication Details

Journal
ACS Applied Materials & Interfaces
Published
2025-06-16
DOI
https://doi.org/10.1021/acsami.5c05307
Citations
5
Primary Topic
Cellular and Composite Structures
Type
article
Field-Weighted Citation Impact
3.57

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article

Multimaterial Metamaterial Inverse Design via Machine Learning for Tailorable and Reusable Energy Absorption

Yong Qin, Xiaogang Guo, Lianfa Sun, Xuyang Li
5 citations
ACS Applied Materials & Interfaces
Cellular and Composite Structures
3.57
article

Multimaterial Metamaterial Inverse Design via Machine Learning for Tailorable and Reusable Energy Absorption

Yong Qin, Xiaogang Guo, Lianfa Sun, Xuyang Li
article en
5 citations

Abstract

The demand for precisely tailorable mechanical parameters of energy-absorbing structures is emerging. This paper proposes a machine learning-driven inverse design framework that resolves this multiobjective challenge through 181-dimensional parameter optimization. Our method integrates multimaterial compatibility (TPU/resin/NiTi/Al alloy) with topology-morphing body-centered cubic (BCC) lattices, where nodal coordinates, beam diameters, and material parameters are co-optimized. We delve into studying the effects of material parameters, nodal coordinates, and beam diameter variations on the structural compressive performances by conducting over 20,000 simulation experiments on randomly generated BCC lattice structures using a finite element analysis. Subsequently, the metamaterials with the specific platform stress values (from 0.015 to 4.05 MPa) and specific energy absorptions (from 0.049 to 23.377 J/g) can be inversely designed with the aid of the artificial neural networks and genetic algorithms to pinpoint optimized parameters from a 181-dimensional space. Noteworthily, the metamaterials in NiTi alloy presented a high-level reusability even after five compression cycles (over 50% recovery), demonstrating its advantage in realizing the reusable and desired energy-absorbing performances. This method has been rigorously validated through additive manufacturing and experimental characterization. This work bridges the critical gap between customizable energy absorption and structural reusability.

ACS Applied Materials & InterfacesVol. 17(26)
Beijing Institute of Technology (CN), Institute of Advanced Manufacturing Technology (PL)
National Key Research and Development Program of China
Affordable and clean energy
Openalex Percentile: Top 7%
Cellular and Composite Structures
3.57
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