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Design and Practical Implementation of a Fractional Order Proportional Integral Controller (FOPI) for a Poorly Damped Fractional Order Process with Time Delay

机译:具有时滞的弱阻尼分数阶过程的分数阶比例积分控制器(FOPI)的设计和实际实现

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One of the most popular tuning procedures for the development of fractional order controllers is by imposing frequency domain constraints such as gain crossover frequency, phase margin and iso-damping properties. The present study extends the frequency domain tuning methodology to a gen-eralized range of fractional order processes based on second order plus time delay (SOPDT) models. A fractional order PI controller is tuned for a real process that exhibits poorly damped dynamics characterized in terms of a fractional order transfer function with time delay. The obtained controller is validated on the experimental platform by analyzing staircase reference tracking, input disturbance rejection and robustness to process uncertainties. The paper focuses around the tuning methodology as well as the fractional order modeling of the process' dynamics.
机译:分数阶控制器开发中最流行的调整程序之一是施加频域约束,例如增益交叉频率,相位裕量和等阻尼特性。本研究将频域调整方法扩展到基于二阶加时间延迟(SOPDT)模型的分数阶过程的广义范围。分数阶PI控制器针对实际过程进行了调整,该过程表现出阻尼差的动力学特性,表现为分数阶传递函数具有时间延迟。通过分析阶梯参考跟踪,输入干扰抑制和对过程不确定性的鲁棒性,在实验平台上对获得的控制器进行了验证。本文着重于调整方法以及过程动力学的分数阶建模。

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