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Performance measures in model predictive control with non-linear prediction horizon time-discretization

机译:非线性预测时间离散的模型预测控制中的性能度量

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Model predictive sampled-data control of constrained, linear, time-invariant, continuous-time plants is considered. The time-discretization of the prediction horizon may be non-linear, in order to reduce the computational complexity of online MPC methods by lowering the number of optimization variables for a given prediction horizon length. The main contribution of this paper is to propose two closed-loop performance measures in order to evaluate the salient performance properties of non-linearly time-discretized prediction horizons. A numerical motivating example comparing two prediction horizon time-discretizations with an order of magnitude difference in the number of optimization variables is discussed, and subsequently the results of a sensitivity analysis of the two proposed performance measures with respect to the prediction horizon time-discretization are presented. The use of non-linearly time-discretized prediction horizons is also shown to be relevant for complexity reduction in offline MPC strategies.
机译:考虑了约束,线性,时不变,连续时间工厂的模型预测采样数据控制。为了降低在线MPC方法的计算复杂度,可以通过减少给定预测范围长度的优化变量的数量来降低预测范围的时间。本文的主要贡献是提出了两种闭环性能度量,以评估非线性时间离散预测层的显着性能。讨论了一个将两个预测水平时间离散与优化变量数量上的数量级差进行比较的数值激励示例,随后,针对预测水平时间离散化,针对所提出的两个性能指标进行了敏感性分析,结果为提出了。非线性时间离散的预测范围的使用也被证明与降低离线MPC策略的复杂度有关。

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