【24h】

Design of a Data-Driven PID Controller using Operating Data

机译:使用操作数据设计数据驱动的PID控制器

获取原文

摘要

PID controllers have been widely used in a lot of process systems because a control structure is simple and physical meanings of PID parameters are clear. Among the methods for determining PID parameters, the VRFT (Virtual Reference Feedback Tuning) and the FRIT (Fictitious Reference Iterative Tuning) have gotten much attention as methods which determine control parameters directly by using a set of operating data in recent years. However, these methods target only linear systems, thus applicable scopes of these methods are narrow because most process systems have nonlinearity. On the other hand, a Data-Driven PID (DD-PID) controller has been proposed as an effective method for nonlinear systems. In this method, PID parameters are recursively tuned based on a large database. Moreover, a database can store new operating data in an on-line manner, thus PID parameters are tuned flexibly even if a system has nonlinearity. However, the method needs a lot of experimental trials to obtain an initial set of PID parameters in a database, and it has been pointed out as a weak point of this method. In this research, an off-line updating method of a DD-PID controller by using the FRIT is proposed. According to this method, a DD-PID controller is able to update an initial set of PID parameters in a database by only using a set of operating data. Moreover, this method can expand applicable scopes of the FRIT to nonlinear systems. In this research, the effectiveness of the proposed method is numerically evaluated by some simulations.
机译:PID控制器已广泛应用于大量的过程系统,因为控制结构简单且PID参数的物理含义清晰。在用于确定PID参数的方法中,VRFT(虚拟参考反馈调谐)和玻璃料(虚构参考迭代调谐)已经近年来直接测定控制参数的方法非常重要。然而,这些方法仅瞄准线性系统,因此这些方法的适用范围是狭窄的,因为大多数过程系统具有非线性。另一方面,已经提出了一种数据驱动的PID(DD-PID)控制器作为非线性系统的有效方法。在此方法中,基于大型数据库递归调谐PID参数。此外,数据库可以以在线方式存储新的操作数据,因此即使系统具有非线性,也可以灵活地调谐PID参数。然而,该方法需要大量的实验试验来获得数据库中的初始PID参数集,并且已经指出作为这种方法的弱点。在该研究中,提出了通过使用FRIT的DD-PID控制器的离线更新方法。根据该方法,DD-PID控制器能够仅使用一组操作数据来更新数据库中的初始PID参数集。此外,该方法可以将玻璃料的适用范围扩展到非线性系统。在这项研究中,通过一些模拟来计算所提出的方法的有效性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号