摘要
针对气流引纬纱线在飞行过程中存在不确定时变因素和未建模问题,提出了一种基于有限时间扩张状态观测器的神经积分滑模分数阶反步控制器。通过对纬纱在气流引纬过程的动力学分析,得到系统的状态方程,引入有限时间扩张状态观测器,对复合扰动问题进行有效估计降低跟踪误差,设计非线性积分滑模面,采用RBF神经网络对滑模面系数进行补偿修正,并融合到反步控制中保证了算法有限时间收敛和稳定性,在虚拟控制律中加入了分数阶理论,进一步提升了系统的稳定性和抗干扰能力。最后,为了使得引纬完成的时间更接近设定值,在筘幅中间额外增加了4个探纬器,并对纱线的运动状态做出调整。研究设计的控制器和改善的引纬结构使得引纬完成的时间更接近设定值,研究验证了所设计方案的有效性。
With the continuous development of modern technology,emerging forces have been injected into the textile industry.The combination of advanced control theory and computer technology has created countless intelligent workshops.The intelligentization of workshop industrial lines has greatly increased the production of fabrics and saved the loss of human and material resources.However,the core technology mastered by China's textile industry still lags behind that of early developed countries,which is not conducive to the development of the domestic textile industry.As a highly automated equipment,air-jet looms require advanced control algorithms to further improve the quality of fabric and weaving efficiency.The airflow weft insertion system,as its core component,plays a crucial role in increasing the speed of the loom spindle.Improving the structure or algorithm of the airflow weft insertion system can improve the overall performance of the loom and respond to national policies.To improve the weft insertion rate of jet looms,modern control theory was combined to improve the control algorithm of airflow weft insertion,so as to enhance the system's control accuracy and resistance to interference.This study aimed to develop a neural integral sliding mode fractional backstepping controller(RBFISMFOBC-ESO)based on an extended state observer to improve the efficiency of weft insertion.Firstly,a time-varying mathematical model of the weft insertion system was obtained through force analysis of the yarn,and it was transformed into a state equation.In order to improve chattering and enhance the control accuracy of the system,a new integral sliding mode fractional order backstepping control method was derived and proved through Lyapunov theory.At the same time,RBF neural network was used to compensate and correct the sliding surface coefficients,further improving the control accuracy of the system.In order to reduce the impact of time-varying factors such as pressure fluctuations and unmodeled data,finite time extended state observations were used to estimate the total disturbance of the system.In a simulation experiment environment,it was compared with PID control and traditional state observer based ISMFOBC control(ISMFOBC-ESO).The results showed that RBFISMFOBC-ESO control improved the robustness of the system,as well as the response speed and control accuracy.The designed weft insertion control algorithm has been successfully verified through simulation and experiments,which effectively improves the robustness,stability,and control accuracy of the system.However,the process of yarn passing through the shed is completed by multiple units in collaboration,and the weft insertion control system is relatively complex,requiring more detailed research in the future from two main points.On the one hand,further exploration is needed for the duration of weft insertion and the magnitude of yarn tension under varying process parameters,so as to screen out the optimal conditions for the RBFISMFOBC-ESO controller.On the other hand,further optimization is required for the controller's hardware.A controller with faster processing speed will further bring the completion time of weft insertion closer to the set value,thereby improving the weaving efficiency of the loom.
作者
郝祖茂
沈丹峰
赵刚
李许锋
HAO Zumao;SHEN Danfeng;ZHAO Gang;LI Xufeng(School of Mechanical and Electrical Engineering,Xi'an Polytechnic University,Xi'an 710048,China;Shaanxi Changling Textile Mechanical&Electronic Technological Co.,Ltd.,Baoji 721013,China)
出处
《现代纺织技术》
北大核心
2024年第11期72-80,共9页
Advanced Textile Technology
基金
陕西省自然科学基金项目(2022Jq-397)。
关键词
气流引纬结构
扩张状态观测器
积分滑模面
分数阶
RBF神经网络
airflow weft insertion structure
expansion state observer
integral sliding mode surface
fractional order
RBF neural network