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Non-linear predictive controller for uncertain process modelled by GOBF-Volterra models

机译:用GOBF-Volterra模型建模的不确定过程的非线性预测控制器

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摘要

This paper proposes a new approach for synthesising a predictive control for non-linear uncertain process based on a proposed reduced complexity discrete-time Volterra model known as GOBF-Volterra model. This model, provided by expanding each Volterra kernel on independent generalised orthonormal basis functions (GOBF), is efficient for the synthesis of non-linear model-based predictive control (NMBPC) which copes with physical constraints and geometrical constraints due to parameter uncertainties. A quadratic criterion is optimised and a new optimisation algorithm, formulated as a quadratic programming (QP) under linear and non-linear constraints, is proposed. Simulation results on a chemical reactor are presented to illustrate the performance of the proposed NMBPC strategy for uncertain process. This reveals that the stability performance of the resulting closed-loop system depends on the choice of the tuning parameters.
机译:本文基于提出的降低复杂度的离散时间Volterra模型(称为GOBF-Volterra模型),提出了一种用于非线性不确定过程的预测控制综合的新方法。该模型通过在独立的广义正交基函数(GOBF)上扩展每个Volterra内核而提供,可有效地合成基于非线性模型的预测控制(NMBPC),该模型可应对由于参数不确定性引起的物理约束和几何约束。对二次准则进行了优化,提出了一种新的优化算法,该算法被构造为线性和非线性约束下的二次规划(QP)。给出了在化学反应器上的仿真结果,以说明所提出的NMBPC策略在不确定过程中的性能。这表明,最终闭环系统的稳定性取决于调节参数的选择。

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