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An Efficient Model Based Control Algorithm for the Determination of an Optimal Control Policy for a Constrained Stochastic Linear System

机译:基于高效的基于模型的控制算法,用于确定约束随机线性系统的最佳控制策略

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In this paper, the authors have proposed an ensemble Kalman filter based stochastic model predictive control algorithm to determine an optimal control policy at every sampling time instant for a constrained stochastic linear system. To determine an optimal control policy for the constrained linear system affected by random disturbances and measurements corrupted by random noise, the authors have minimized the uncertain objective function, subject to uncertain state & output constraints and deterministic input constraints using the quantile based scenario analysis approach. In this work, ensemble Kalman filter is being employed, to generate a recursive estimate of states of the constrained stochastic linear system. The number of scenarios is considered to be equivalent to that of number of sample points used in the ensemble Kalman filter. Each scenario is viewed as one realization of the process noise, measurement noise over the prediction horizon as well as the i~(th) sample point of the state estimate at the beginning of the prediction horizon generated by the ensemble Kalman filter. Simulation studies have been carried out to assess the efficacy of the proposed control scheme on the simulated model of the constrained single-input and single-output linear stochastic system.
机译:在本文中,作者提出了一种基于集合Kalman滤波器的随机模型预测控制算法,用于在约束随机线性系统的每个采样时间瞬间确定最佳控制策略。为了确定受随机扰动影响的受限线性系统的最佳控制策略和随机噪声损坏的测量,作者已经最小化了不确定的目标函数,受到不确定的状态和输出约束和使用量子的场景分析方法的确定性输入约束。在这项工作中,正在采用合奏卡尔曼滤波器,以产生受约束随机线性系统的状态的递归估计。方案的数量被认为是相当于集合卡尔曼滤波器中使用的采样点数量的数量。每个场景被视为一个实现过程噪声,在预测地平线上的测量噪声以及Ensemble Kalman滤波器产生的预测地平线开始时的状态估计的I〜(Th)样本点。已经进行了仿真研究,以评估所提出的控制方案对受限单输出线性随机系统的模拟模型的功效。

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