采用频率加权法进行模型约简

J. Song, Jang-Gyu Lee, T. Kang, S. Sung
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引用次数: 3

摘要

提出了频率加权格拉曼算法和状态加权模型约简算法。在频域中定义了频率加权格拉姆函数,这些格拉姆函数具有频率加权因子,以强调感兴趣的状态在某个频率范围内的输入输出行为。该算法基本上基于状态加权技术,因为频率加权的gramian不同于其他对输入或输出进行加权的算法。在频率加权范围内,相关状态对被约简系统的影响较大,导致模型约简误差较小,性能损失较小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model reduction via frequency weighting approach
Frequency weighted Gramians and a state weighted model reduction algorithm are proposed. The frequency weighted Gramians are defined in the frequency domain which have frequency weighting factors to accentuate the input-output behavior of the interested states in some frequency range. The algorithm is basically based on a state weighting technique due to frequency weighted Gramians differently from other algorithms that weights inputs or outputs. The concerned state has more influence on the reduced system in the range of the frequency weighted, resulting in small model reduction errors with little sacrifice in performance.
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