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An off-line Model Reduction-based Technique for On-line Linear MPC Applications for Nonlinear Large- Scale Distributed Systems

机译:基于离线模型约简的非线性大型分布式系统在线线性MPC应用

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Linear Model Predictive Control (MPC) has been effectively applied for many processrnsystems. However, linear MPC is often inappropriate for controlling nonlinear largescalernsystems. To overcome this, model reduction methodology has been exploited tornenable the efficient application of linear MPC for nonlinear distributed-parameterrnsystems. An implementation of the proper orthogonal decomposition method combinedrnwith a finite element Galerkin projection is first used to extract accurate non-linear loworderrnmodels from the large-scale ones. Then a Trajectory Piecewise-Linear method isrndeveloped to construct a piecewise linear representation of the reduced nonlinear model.rnLinear MPC, based on quadratic programming, can then be efficiently performed on thernresulting system. The stabilisation of the oscillatory behaviour of a tubular reactor withrnrecycle is used as an illustrative example to demonstrate our methodology.
机译:线性模型预测控制(MPC)已有效地应用于许多过程系统。但是,线性MPC通常不适用于控制非线性大系统。为了克服这个问题,已经开发出了模型简化方法,以增强线性MPC在非线性分布参数系统中的有效应用。首先,将有限元Galerkin投影与适当的正交分解方法结合使用,以从大型模型中提取准确的非线性低阶模型。然后发展了轨迹分段线性方法,构造了简化非线性模型的分段线性表示形式。然后,基于二次规划的线性MPC可以在结果系统上有效地执行。具有再循环的管式反应器的振荡行为的稳定被用作说明我们的方法的说明性例子。

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