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Experimental study of a combined global/local control system robust to model inaccuracy for sensitive nonlinear systems

机译:鲁棒建模的非线性敏感全局系统的组合全局/局部控制系统的实验研究

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摘要

Chemical processes are nonlinear. Processes with extremely high nonlinearities, such as neutralization and high-purity distillation, are very important and need special considerations. The basic problem with such nonlinear processes is that the performance of model-based control is very sensitive to model inaccuracy. It seems that robust control is impossible with pure model based control algorithms. Model predictive control (MPC) has been widely implemented in the chemical industry. However, not very many successful cases of implementing nonlinear models can be found in the literatures. In addition, when such a model is inaccurate, high-frequency oscillation appears across the sensitive region. On the other hand, an accurate model is expensive and frequently impossible since operating data in the sensitive region are scarce. The above factors lead to unacceptable control results. To solve the above problems, we propose a combined global/local control (GLC) in which, when disturbances occur, the global control (GC, MPC in this study), a nonlinear controller, steers the process under control into or near the sensitive region; then, the local control (PI in this study) takes over and finally settles the process at the desired set point. Both simulation and experimental results show that such a combination control is economical. In this study, unlike our previous research, a PI controller was implemented, because PI control can be easily tuned for the sensitive region and a model of moderate accuracy for other non-sensitive regions can be built with much less effort.
机译:化学过程是非线性的。具有极高非线性的过程(例如中和和高纯度蒸馏)非常重要,需要特别考虑。这种非线性过程的基本问题是基于模型的控制的性能对模型的误差非常敏感。看来,基于纯模型的控制算法不可能实现鲁棒的控制。模型预测控制(MPC)已在化学工业中广泛实施。但是,在文献中找不到成功的实施非线性模型的成功案例。另外,当这种模型不准确时,在整个敏感区域会出现高频振荡。另一方面,由于敏感区域中的操作数据稀少,因此精确的模型非常昂贵,而且通常是不可能的。上述因素导致无法接受的控制结果。为了解决上述问题,我们提出了一种组合的全局/局部控制(GLC),其中,当发生干扰时,全局控制(本研究中的GC,MPC),一个非线性控制器将受控过程引入敏感区域或敏感区域附近。地区;然后,本地控制(本研究中的PI)接管并最终将过程稳定在所需的设定点。仿真和实验结果均表明这种组合控制是经济的。在本研究中,与我们之前的研究不同,我们实施了PI控制器,因为可以很容易地对敏感区域进行PI控制调整,而对其他非敏感区域的中等精度模型则可以用更少的精力构建。

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