首页> 外文期刊>IFAC PapersOnLine >Partitioning for Large-scale Systems: A Sequential Distributed MPC Design * * This work has been partially supported by the project DEOCS (Ref. DPI2016-76493-C3-3-R). J. Barreiro-Gomez is partially supported by Colciencias and AGAUR.
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Partitioning for Large-scale Systems: A Sequential Distributed MPC Design * * This work has been partially supported by the project DEOCS (Ref. DPI2016-76493-C3-3-R). J. Barreiro-Gomez is partially supported by Colciencias and AGAUR.

机译:大型系统分区:顺序分布式MPC设计 * < ce:footnote id =“ fn1”> * DEOCS项目已部分支持这项工作(参考(DPI2016-76493-C3-3-R)。 J. Barreiro-Gomez得到了Colciencias和AGAUR的部分支持。

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摘要

Large-scale systems involve a high number of variables making challenging the design of controllers because of information availability and computational burden issues. Normally, the measurement of all the states in a large-scale system implies to have a big communication network, which might be quite expensive. On the other hand, the treatment of large amount of data to compute the appropriate control inputs implies high computational costs. An alternative to mitigate the aforementioned issues is to split the problem into several sub-systems. Thus, computational tasks may be split and assigned to different local controllers, letting to reduce the required time to compute the control inputs. Additionally, the partitioning of the system allows control designers to simplify the communication network. This paper presents a partitioning algorithm performed by considering an information-sharing graph that can be generated for any control strategy and for any dynamical large-scale system. Finally, a distributed model predictive control (DMPC) is designed for a large-scale system as an application of the proposed partitioning method.
机译:大型系统涉及大量变量,这由于信息可用性和计算负担问题而使控制器的设计面临挑战。通常,在大型系统中对所有状态的测量意味着拥有大型通信网络,这可能会非常昂贵。另一方面,处理大量数据以计算适当的控制输入意味着高昂的计算成本。减轻上述问题的一种替代方法是将问题分为几个子系统。因此,可以将计算任务拆分并分配给不同的本地控制器,从而减少计算控制输入所需的时间。另外,系统的划分使控制设计者可以简化通信网络。本文提出了一种通过考虑信息共享图执行的分区算法,该信息共享图可以针对任何控制策略和任何动态大型系统生成。最后,作为所提出的分区方法的一种应用,为大型系统设计了一种分布式模型预测控制(DMPC)。

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