Deviation Prediction for Online Calculation Model of Hot‐Rolled Strip Crown

Precise online crown calculations are essential for accurate control of hot‐rolled strip shape, whose accuracy is limited by the assumptions made in mechanism model development and the variability of rolling production conditions. The current model self‐learning strategy combines exponential smoothing‐based short‐term compensation and proportional archiving‐based long‐term compensation. However, increasingly stringent requirements for the shape quality of hot‐rolled strip reveal deficiencies in the strategy, particularly in learning coefficient determination and cooperative performance. To address this, this article proposes a machine learning‐based model to predict deviations between calculated and measured crown values, with the objective of replacing the current self‐learning strategy to provide compensation for the model. Industrial data from hot‐rolling production line are collected to construct a modeling dataset, where key process parameters impacting online crown calculations are selected as input features. Four machine learning methods—multilayer perceptron, regression tree, support vector regression, and locally weighted linear regression (LWLR)—are utilized to develop a predictive model. Results show that the LWLR model achieves the best performance, with a root mean square error of 5.77 and a coefficient of determination of 0.931, demonstrating its potential of model compensation and accuracy enhancement.

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Publication Details

Journal
steel research international
Published
2025-03-16
DOI
https://doi.org/10.1002/srin.202400942
Citations
1
Primary Topic
Industrial Vision Systems and Defect Detection
Type
article
Field-Weighted Citation Impact
1.24
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article

Deviation Prediction for Online Calculation Model of Hot‐Rolled Strip Crown

Chihuan Yao, Changke Chen, Hualong Li, Chao Liu et al.
1 citations
steel research international
Industrial Vision Systems and Defect Detection
1.24
article

Deviation Prediction for Online Calculation Model of Hot‐Rolled Strip Crown

Chihuan Yao, Changke Chen, Hualong Li, Chao Liu, An Ping He, H. L. Qu
article en
1 citations

Abstract

Precise online crown calculations are essential for accurate control of hot‐rolled strip shape, whose accuracy is limited by the assumptions made in mechanism model development and the variability of rolling production conditions. The current model self‐learning strategy combines exponential smoothing‐based short‐term compensation and proportional archiving‐based long‐term compensation. However, increasingly stringent requirements for the shape quality of hot‐rolled strip reveal deficiencies in the strategy, particularly in learning coefficient determination and cooperative performance. To address this, this article proposes a machine learning‐based model to predict deviations between calculated and measured crown values, with the objective of replacing the current self‐learning strategy to provide compensation for the model. Industrial data from hot‐rolling production line are collected to construct a modeling dataset, where key process parameters impacting online crown calculations are selected as input features. Four machine learning methods—multilayer perceptron, regression tree, support vector regression, and locally weighted linear regression (LWLR)—are utilized to develop a predictive model. Results show that the LWLR model achieves the best performance, with a root mean square error of 5.77 and a coefficient of determination of 0.931, demonstrating its potential of model compensation and accuracy enhancement.

steel research internationalVol. 96(10)
Shihezi University (CN), Institute of Research of Iron and Steel Shasteel (CN), Beijing Research Institute of Mechanical and Electrical Technology (CN), University of Science and Technology Beijing (CN)
Openalex Percentile: Top 21%
Industrial Vision Systems and Defect Detection
1.24
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Deviation Prediction for Online Calculation Model of Hot‐Rolled Strip Crown — Chihuan Yao, Changke Chen, et al. · steel research international (2025) | TGRS Research Map | TGRS