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Model reduction for the descriptor systems by linear matrix inequalities

机译:基于线性矩阵不等式的描述符系统模型约简

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摘要

In this paper we propose the singular structure preserving model reduction for SISO(single-input/single-output) descriptor systems. A continuous-time descriptor system is decomposed into the slow system and the fast system, and then the fast system is projected into a discrete-time system with controllability and observability matrices the same as those of the original fast system. As a result, we found the respective solutions of H 2 and H model reduction problems for the singular system using corresponding linear matrix inequalities. Especially frequency weighted H model reduction and mixed H 2 and H model reduction are suggested as giving better frequency characteristics. The validity of the proposed method is shown by a numerical example.
机译:在本文中,我们提出了SISO(单输入/单输出)描述符系统的奇异结构保留模型约简。将连续时间描述符系统分解为慢速系统和快速系统,然后将快速系统投影到具有与原始快速系统相同的可控制性和可观察性矩阵的离散时间系统。结果,我们找到了具有相应线性矩阵不等式的奇异系统的H 2 和H 模型简化问题的相应解。特别是建议采用频率加权的H 模型降阶以及混合的H 2 和H 模型降阶具有更好的频率特性。数值算例表明了该方法的有效性。

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