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基于PINN和振动时域信号的铁路路基压实参数动态反演

杨智丰

市政技术2026,Vol.44Issue(3):183-193,11.
市政技术2026,Vol.44Issue(3):183-193,11.DOI:10.19922/j.1009-7767.2026.03.183

基于PINN和振动时域信号的铁路路基压实参数动态反演

Dynamic Inversion of Railway Subgrade Compaction Parameters Based on PINN and Vibration Time-Domain Signals

杨智丰1

作者信息

  • 1. 中铁十八局集团有限公司天津国际工程分公司,天津 300350
  • 折叠

摘要

Abstract

The real-time and accurate assessment of railway subgrade compaction quality is critical for ensuring long-term track service performance.Traditional intelligent compaction prediction methods often rely on simplified empirical indices,while the pure data-driven models(such as CNN and LSTM)suffer from limitations of poor gen-eralization,lack of interpretability,and dependence on large datasets.In response,this paper proposes a dynamic inversion framework for compaction parameters based on physics-informed neural network(PINN)and vibration time-domain signals.Based on the roller's vibration acceleration time-domain signals collected by sensors,a dual-net-work structure consisting of a solution network and a parameter network is constructed.As strong physical con-straints,the dynamic differential equations of the roller-soil system are embedded into the loss function to achieve a dual constraint of data-driven fitting and physical laws.The results demonstrate that the proposed model can accu-rately invert the equivalent stiffness values and fluctuation trends of the test section.Small-sample sensitivity analysis and 5-fold cross-validation further validate that the model maintains stable prediction accuracy and good general-ization capability even in the case of scarce training data.Therefore,the proposed PINN dual-network framework provides a new paradigm for intelligent compaction with high precision,strong interpretability,and low data depen-dency.

关键词

智能压实/物理信息神经网络/铁路路基/刚度预测/动态反演

Key words

intelligent compaction/physical-informed neural network/railway subgrade/stiffness prediction/dy-namic inversion

分类

交通工程

引用本文复制引用

杨智丰..基于PINN和振动时域信号的铁路路基压实参数动态反演[J].市政技术,2026,44(3):183-193,11.

市政技术

1009-7767

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