Machine‐Learning‐Enhanced Trial‐and‐Error for Efficient Optimization of Rubber Composites

W Wei Deng L Lijun Liu (Protein Structure and X-ray Crystallography Laboratory, Structural Biology Center) X Xiaohang Li (Advanced Semiconductor Laboratory, Electrical and Computer Engineering Program, CEMSE Division, King Abdullah University of Science and Technology (KAUST) 1 , Thuwal 23955-6900,) Y Yanyu Huang M Ming Hu Y Yafang Zheng (Lab of Polymer Composites Engineering Changchun Institute of Applied Chemistry Chinese Academy of Sciences Changchun Jilin 130022 P. R. China) Y Yuan Yin (International Center for Quantum Materials, Electron Microscopy Laboratory, State Key Laboratory for Mesoscopic Physics, School of Physics Peking University Beijing 100871 P. R. China) Y Yan Huan S Shuxun Cui (Department of Chemistry, College of Sciences, Northeastern University 3 , Shenyang 110819,) Z Zhaoyan Sun J Jun Jiang (State Key Laboratory of Precision and Intelligent Chemistry, Hefei National Research Center for Physical Sciences at the Microscale, School of Chemistry and Materials Science) X Xiaoniu Yang (State Key Laboratory of Polymer Physics and Chemistry Changchun Institute of Applied Chemistry Chinese Academy of Sciences Changchun Jilin 130022 P. R. China) D Dapeng Wang

Abstract

Abstract The traditional trial‐and‐error approach, although effective, is inefficient for optimizing rubber composites. The latest developments in machine learning (ML)‐assisted methodologies are also not suitable for predicting and optimizing rubber composite properties. This is due to the dependency of the properties on processing conditions, which prevents the alignment of data collected from different sources. In this work, a novel workflow called the ML‐enhanced trial‐and‐error approach is proposed. This approach integrates orthogonal experimental design with symbolic regression (SR) to effectively extract empirical principles. This combination enables the optimization process to retain the characteristics of the traditional trial‐and‐error approach while significantly improving efficiency and capability. Using rubber composites as the model system, the ML‐enhanced trial‐and‐error approach effectively extracts empirical principles encapsulated by high‐frequency terms in the SR‐derived mathematical formulas, offering clear guidance for material property optimization. An online platform has been developed that allows for no‐code usage of the proposed methodology, designed to seamlessly integrate into the existing experimental optimization process.

Article Details

Volume / Issue Vol. 37, Issue 16
Published April 01, 2025
ISSN 0935-9648
Publisher Unknown Publisher

Journal Info

Advanced Materials

Unknown Publisher

ISSN: 0935-9648 Physical Sciences

Authors (13)

W

Wei Deng

L

Lijun Liu

Protein Structure and X-ray Crystallography Laboratory, Structural Biology Center

X

Xiaohang Li

Advanced Semiconductor Laboratory, Electrical and Computer Engineering Program, CEMSE Division, King Abdullah University of Science and Technology (KAUST) 1 , Thuwal 23955-6900,

Y

Yanyu Huang

M

Ming Hu

Y

Yafang Zheng

Lab of Polymer Composites Engineering Changchun Institute of Applied Chemistry Chinese Academy of Sciences Changchun Jilin 130022 P. R. China

Y

Yuan Yin

International Center for Quantum Materials, Electron Microscopy Laboratory, State Key Laboratory for Mesoscopic Physics, School of Physics Peking University Beijing 100871 P. R. China

Y

Yan Huan

S

Shuxun Cui

Department of Chemistry, College of Sciences, Northeastern University 3 , Shenyang 110819,

Z

Zhaoyan Sun

J

Jun Jiang

State Key Laboratory of Precision and Intelligent Chemistry, Hefei National Research Center for Physical Sciences at the Microscale, School of Chemistry and Materials Science

X

Xiaoniu Yang

State Key Laboratory of Polymer Physics and Chemistry Changchun Institute of Applied Chemistry Chinese Academy of Sciences Changchun Jilin 130022 P. R. China

D

Dapeng Wang