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Optimal control of MIMO dead-time linear systems with dead-time compensation structure

机译:具有时滞补偿结构的MIMO时滞线性系统的最优控制

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State space optimal controllers became popular over the last decades mainly because of its performance and robustness properties, as well as easy extension for multi-variable systems (MIMO). On the other hand, many industrial processes present dominant dead-time which may cause issues related to performance or even stability. Despite of its importance, few works from optimal control may be traced for this matter. In order to deal with dead-time effect one may use dead-time compensation (DTC) structures, mainly applied for single-variable systems (SISO). Within this context, this work proposes to modify a prediction structure recently proposed aiming to combine the best properties of both DTC and optimal control for MIMO linear systems. Simulation results along with the application to an experimental setup of a neonatal incubator prototype are presented to highlight the advantages and show the effectiveness of the proposed control strategy, as well as its practical aspect.
机译:状态空间最优控制器在过去的几十年中变得很流行,这主要是由于其性能和鲁棒性以及易于扩展的多变量系统(MIMO)。另一方面,许多工业过程具有显着的停滞时间,这可能导致与性能甚至稳定性相关的问题。尽管它很重要,但对于此问题,很少有来自最佳控制的工作可以追溯。为了处理停滞时间效应,可以使用停滞时间补偿(DTC)结构,该结构主要应用于单变量系统(SISO)。在这种情况下,这项工作提议修改最近提出的预测结构,旨在将DTC的最佳特性与MIMO线性系统的最优控制相结合。仿真结果以及在新生儿孵化器原型的实验装置中的应用都被展示出来,以突出优点并显示所提出的控制策略的有效性以及其实际方面。

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