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ABC Algorithm Based System Modelling for Tuning the Fractional Order PID Controllers

机译:基于ABC算法的调整分数PID控制器的系统建模

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The effectiveness of the model structure for designing control system is highly depending on the right selection of tuning parameters belonging of the algorithms. No doubt, preferable parameter estimation leads to better results for the modelling process. This study consists of two main parts. In the first part, fractional and integer model structures with time delay are proposed for integer-order systems using artificial bee colony (ABC) algorithm and differential evolution (DE) algorithm. The second part of the study is the fractional order PID controller design based on the use of new models obtained with the help of Matlab/Simulink software package. While the integrated square error (ISE) is preferred in the modelling process as the performance criterion, four different performance indices are chosen as ISE, integral time-square error (ITSE), integral absolute error (IAE) and integral time-weighted absolute error (ITAE) during the controller design phase. It is shown that, the results obtained with fractional modelling have achieved better results than the integer order modelling. Furthermore, the controller designs for the algorithm based models proposed in the first stage of the study present a satisfactory performance.
机译:设计控制系统的模型结构的有效性非常受到算法的调谐参数的正确选择。毫无疑问,优选的参数估计导致建模过程的更好结果。本研究包括两个主要部分。在第一部分中,使用人造蜂菌落(ABC)算法和差分演进(DE)算法的整数阶系统提出了具有时间延迟的分数和整数模型结构。该研究的第二部分是基于使用在Matlab / Simulink软件包的帮助下获得的新模型的分数级PID控制器设计。虽然集成的方形错误(ISE)在建模过程中作为性能标准,但选择了四种不同的性能指标,作为ISE,积分时分错误(ITSE),积分绝对误差(IAE)和积分时间加权绝对误差(ITAE)在控制器设计阶段。结果表明,用分数建模获得的结果已经比整数阶建模达到了更好的结果。此外,在研究的第一阶段提出的基于算法的控制器设计具有令人满意的性能。

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