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间歇蒸煮过程的降阶模型与蒸煮终点卡伯值预测控制研究

刘守元 魏代兴 刘聪汉 宋晓轩 辛丽平 江才嘉 吴永玲 范锐 孙荣荣

中国造纸学报2025,Vol.40Issue(2):164-172,9.
中国造纸学报2025,Vol.40Issue(2):164-172,9.DOI:10.11981/j.issn.1000-6842.2025.02.164

间歇蒸煮过程的降阶模型与蒸煮终点卡伯值预测控制研究

Reduced-order Modeling and Predictive Control of Kappa Number at Cooking Endpoint in Batch Digestion Processes

刘守元 1魏代兴 1刘聪汉 1宋晓轩 1辛丽平 1江才嘉 1吴永玲 1范锐 1孙荣荣1

作者信息

  • 1. 青岛理工大学信息与控制工程学院,山东 青岛,266500
  • 折叠

摘要

Abstract

This study proposed a model predictive control(MPC)algorithm based on subspace identification.By extending the Purdue model,it simulated and modeled the changes in component concentrations of the solid phase,free liquid phase,and retained liquid phase during the batch cooking process.The numerical algorithm(N4SID)for subspace system identification was used to reduce the order of the nonlinear batch cooking process's kinetic model,establishing a low-dimensional reduced-order state space model.A Lombard observer was introduced to perform online estimation of the state variables.Combined with the MPC strategy,precise control of the intermittent cooking process was achieved.MATLAB simulation results showed that under the developed MPC algorithm,the system could suppress fluctuations in the cook-ing process's Kappa number,ensuring that the pulp Kappa number at the end of cooking reached the preset value with an error of≤2%.The established fourth-order state-space model of the intermittent cooking process and the extended Purdue model achieved a fitting degree of 99.80%,demonstrating good agreement with the actual system and effectively reducing the computational complexity of the predictive control algorithm.

关键词

间歇蒸煮过程/卡伯值/扩展普渡模型/模型降阶/模型预测控制

Key words

batch cooking process/Kappa number/extended Purdue model/model order reduction/model-predictive control

分类

轻工业

引用本文复制引用

刘守元,魏代兴,刘聪汉,宋晓轩,辛丽平,江才嘉,吴永玲,范锐,孙荣荣..间歇蒸煮过程的降阶模型与蒸煮终点卡伯值预测控制研究[J].中国造纸学报,2025,40(2):164-172,9.

基金项目

山东省自然科学基金(ZR2021MF076、ZR2016FB04) (ZR2021MF076、ZR2016FB04)

山东省重点研发项目(2018GHY115025) (2018GHY115025)

中国博士后面上项目(2018M642611) (2018M642611)

国家自然科学基金(201606141、62303258). (201606141、62303258)

中国造纸学报

OA北大核心

1000-6842

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