Adaptive multi-loop fractional order PID controller tuning using Bat colony optimization for Quadruple Tank process

U. Sabura Banu, S. Lakshmanaprabu
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引用次数: 6

Abstract

Quadruple Tank process is a multi-input-multi-output process. Mathematical modeling of the MIMO process is computed. State space model is computed from the mathematical model and is converted into transfer function matrices. Fourth order transfer function is approximated into first order plus dead time. Relative Gain Array (RGA) is computed for pairing the input and output. Steady state gain matrix is used for determining illness of MIMO system. Singular value decomposition technique is used to determine condition number to avoid sensitivity problem which arises due to small change of process output. In proposed method, multiloop centralized fractional order PID controller is designed for minimum phase Quadruple Tank process. Simulation studies show the likelihood of the proposed method for the computational analysis of the nonlinear minimum phase interacting process. The experimental results indicate that the developed control schemes work well under servo, regulatory and servo-regulatory conditions.
基于蝙蝠群优化的四缸过程自适应多环分数阶PID控制器整定
四缸工艺是一种多输入-多输出工艺。计算了MIMO过程的数学模型。由数学模型计算状态空间模型,并将其转换为传递函数矩阵。四阶传递函数近似为一阶加死区时间。计算相对增益阵列(RGA)对输入和输出进行配对。采用稳态增益矩阵来确定MIMO系统的病态。采用奇异值分解技术确定条件数,避免了因过程输出变化小而产生的敏感性问题。该方法针对最小相位四缸过程设计了多回路集中式分数阶PID控制器。仿真研究表明,该方法对非线性最小相位相互作用过程的计算分析是可行的。实验结果表明,所开发的控制方案在伺服、调节和伺服调节条件下都能很好地工作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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