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Model Order Reduction of Nonlinear Models based on Decoupled Multi-model via Trajectory Piecewise Linearization

机译:基于解耦多模型的非线性模型模型顺序减少轨迹分段线性化

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摘要

In this paper a novel model order reduction method for nonlinear models, based on decoupled multi-model, via trajectory piecewise-linearization is proposed. Through different strategies in trajectory piecewise-linear model reduction, model order reduction of a trajectory piecewise-linear model based on output weighting (TPWLOW), has been developed by authors of current work. The structure of mentioned work was founded based on Krylov subspace method, which is appropriate for high order models. Indeed the size of the Krylov subspaces may increase with the number of inputs of the system. As a result, the use of Krylov subspace method may become deficient the case for multi-input systems of order few decades. This paper aims to generalize the idea of model reduction of TPWLOW model by concentrating on balanced truncation technique which is appropriate for medium size systems. In addition, the proposed method either guarantees or provides guaranteed stability in some mentioned conditions. Finally, applicability of the reduced model, instead of high-order decoupled multi-model in weighting multi-model controllers, is investigated through the control of a nonlinear Alstom gasifier benchmark.
机译:本文提出了一种基于去耦多模型的非线性模型的新型模型顺序减少方法,通过轨迹分段线性化。通过轨迹分段 - 线性模型的不同策略,基于输出权重(TPWLOW)的轨迹分段 - 线性模型的模型顺序已经由当前工作作者开发。提到的工作结构是基于Krylov子空间方法,适用于高阶模型。实际上,Krylov子空间的大小可以随着系统的输入数而增加。结果,使用Krylov子空间方法可能对几十年的多输入系统的情况变得不足。本文旨在通过集中于适合于中等尺寸系统的平衡截断技术概括TPWlow模型的模型减少思想。此外,所提出的方法可以在一些提到的条件下保证或提供保证稳定性。最后,通过控制非线性阿尔斯通气化器基准测试,研究了减少模型的适用性,而不是加权多模型控制器中的高阶解耦多模型。

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