A novel neural network model for rolling linear guide pair optimization design

Abstract. This paper addresses the inefficiency of conventional design methods for rolling linear guide pairs, which rely on finite-element analysis and large data demands. This study pioneers a few-shot learning framework based on meta-learning, employing a model-agnostic meta-learning strategy to train an inverted-bottleneck residual fully connected network. The network achieves high prediction accuracy (R2>0.91) with only 126 samples. An integrated parametric platform reduces modelling time from 50 to 2–3 min, significantly improving efficiency. Optimization via sequential least squares quadratic programming demonstrates a 57 % reduction in vertical deformation. However, the current work focuses on static performance optimization, leaving dynamic aspects for future research. This approach offers an efficient and data-effective paradigm for precision mechanical component design.

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Publication Details

Journal
Mechanical sciences
Published
2026-02-26
DOI
https://doi.org/10.5194/ms-17-141-2026
Primary Topic
Topology Optimization in Engineering
Type
article
Field-Weighted Citation Impact
0.00
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article

A novel neural network model for rolling linear guide pair optimization design

Chenghao Song, Weiqi Du, Junjun Han, Shuxin Li
Mechanical sciences
Topology Optimization in Engineering
article

A novel neural network model for rolling linear guide pair optimization design

Chenghao Song, Weiqi Du, Junjun Han, Shuxin Li
article en

Abstract

Abstract. This paper addresses the inefficiency of conventional design methods for rolling linear guide pairs, which rely on finite-element analysis and large data demands. This study pioneers a few-shot learning framework based on meta-learning, employing a model-agnostic meta-learning strategy to train an inverted-bottleneck residual fully connected network. The network achieves high prediction accuracy (R2>0.91) with only 126 samples. An integrated parametric platform reduces modelling time from 50 to 2–3 min, significantly improving efficiency. Optimization via sequential least squares quadratic programming demonstrates a 57 % reduction in vertical deformation. However, the current work focuses on static performance optimization, leaving dynamic aspects for future research. This approach offers an efficient and data-effective paradigm for precision mechanical component design.

Mechanical sciencesVol. 17(1)
Ningbo University (CN), University of Nottingham Ningbo China (CN)
Openalex Percentile: Top 43%
Topology Optimization in Engineering
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