Continuous-time digital twin with analog memristive neural ordinary differential equation solver

Digital twins, which replicate real-world entities through computational models, are transforming manufacturing and automation. While recent advances in machine learning have enabled data-driven digital twin development using discrete-time data and finite-depth models on digital hardware, these approaches face significant limitations. They struggle to capture continuous-time dynamics and model complex systems, and suffer from substantial time and energy overheads due to physically separated storage and processing as well as frequent analog-digital (A/D) conversions. Here, we propose a memristive neural ordinary differential equation (ODE) solver for digital twins. Our approach is intrinsically time-continuous using infinite-depth neural networks to model complex dynamics. Fully analog memristor arrays collocate storage and computation, addressing the von Neumann bottleneck and reducing A/D conversion requirements. We experimentally validate our solver on digital twins of HP variable-resistor model and Lorenz96 dynamics, demonstrating a 166.5-fold/369.3-fold speedup and a 499.0-fold/673.9-fold improvement in energy efficiency, respectively. This work paves the way to future digital twins for Industry 4.0.

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Publication Details

Journal
Science Advances
Published
2025-05-28
DOI
https://doi.org/10.1126/sciadv.adr7571
Citations
3
Primary Topic
Advanced Memory and Neural Computing
Type
article
Field-Weighted Citation Impact
2.19
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article

Continuous-time digital twin with analog memristive neural ordinary differential equation solver

Dashan Shang, Meng Xu, Songqi Wang, Jia Chen et al.
3 citations
Science Advances
Advanced Memory and Neural Computing
2.19
article

Continuous-time digital twin with analog memristive neural ordinary differential equation solver

Dashan Shang, Meng Xu, Songqi Wang, Jia Chen, Hegan Chen, Xiaoshan Wu, Dingchen Wang, Yi Li, Kwang‐Ting Cheng, Qingsheng Zhu, Shaocong Wang, Jichang Yang, Xinyu Tian, Zhongrui Wang, Yangu He, Xi Chen, Ming Liu, Xinyuan Zhang, Yi Li, Han Wang, Qi Liu, Ning Lin, Xiaojuan Qi, Yifei Yu, Xumeng Zhang, Yinan Lin
article en
3 citations

Abstract

Digital twins, which replicate real-world entities through computational models, are transforming manufacturing and automation. While recent advances in machine learning have enabled data-driven digital twin development using discrete-time data and finite-depth models on digital hardware, these approaches face significant limitations. They struggle to capture continuous-time dynamics and model complex systems, and suffer from substantial time and energy overheads due to physically separated storage and processing as well as frequent analog-digital (A/D) conversions. Here, we propose a memristive neural ordinary differential equation (ODE) solver for digital twins. Our approach is intrinsically time-continuous using infinite-depth neural networks to model complex dynamics. Fully analog memristor arrays collocate storage and computation, addressing the von Neumann bottleneck and reducing A/D conversion requirements. We experimentally validate our solver on digital twins of HP variable-resistor model and Lorenz96 dynamics, demonstrating a 166.5-fold/369.3-fold speedup and a 499.0-fold/673.9-fold improvement in energy efficiency, respectively. This work paves the way to future digital twins for Industry 4.0.

Science AdvancesVol. 11(22)
Hong Kong University of Science and Technology (HK), Huazhong Agricultural University (CN), Fudan University (CN), Southern University of Science and Technology (CN), Institute of Microelectronics (SG), Integrated Sensors (United States) (US), Institute of Microelectronics (CN), University of Chinese Academy of Sciences (CN), Huazhong University of Science and Technology (CN), University of Hong Kong (HK)
Affordable and clean energy
Openalex Percentile: Top 12%
Advanced Memory and Neural Computing
2.19
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