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An Off-line RMPC Algorithm for Uncertain Systems Using Polyhedral Invariant Sets

机译:使用多面不变集的不确定系统离线RMPC算法

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摘要

Based on the polyhedral invariant sets, an off-line robust model predictive control algorithm is developed for an input-constrained and output-constrained uncertain linear discrete system. First, a sequence of discrete states is chosen to compute the corresponding state feedback control laws, and also construct each polyhedral invariant set. At each sampling time, the smallest polyhedral invariant set that the current measured state can be embedded is determined. Implementing the continuous state feedback control laws based on the position of the current measured state between the adjacent polyhedral invariant sets. Simulation results show that, compared to the ellipsoidal off-line RMPC algorithm, the proposed algorithm yields a substantial expansion of the region can be stabilized, achieve a less conservative result.
机译:基于多面体不变集,针对输入受限和输出受限的不确定线性离散系统,开发了一种离线鲁棒模型预测控制算法。首先,选择一系列离散状态来计算相应的状态反馈控制律,并构造每个多面体不变集。在每个采样时间,确定可以嵌入当前测量状态的最小多面体不变集。基于当前测量状态在相邻多面体不变集合之间的位置,实现连续状态反馈控制律。仿真结果表明,与椭圆形离线RMPC算法相比,所提出的算法产生的区域可以稳定地大幅扩展,取得了较不保守的结果。

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