Discriminating physical poles from mathematical poles in high order systems: use and automation of the stabilization diagram

H. Auweraer, Bart Peeters
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引用次数: 78

Abstract

System identification from measured MIMO data plays a crucial role in structural dynamics and vibro-acoustic system optimization. The most popular modeling approach is based on the i modal analysis concept, leading to an interpretation in terms of visualized eigenmodes. Typically, the number of nodes is very high (often over 100), including modes with high damping and high modal overlap. The paper discusses a key problem of the system identification process: the selection of the correct model order and related to this, the selection of valid system poles. A multi-order approach, followed by a heuristic selection process is outlined. A visual representation of the pole behavior is presented and the possible routes to automation are discussed. The process is illustrated with typical complex datasets, including full-scale industrial tests.
判别高阶系统中的物理极点和数学极点:稳定图的使用和自动化
从测量的MIMO数据中识别系统在结构动力学和振声系统优化中起着至关重要的作用。最流行的建模方法是基于i模态分析概念,导致在可视化特征模态方面的解释。通常,节点数非常高(通常超过100个),包括具有高阻尼和高模态重叠的模态。本文讨论了系统辨识过程中的一个关键问题:正确模型阶数的选择以及与此相关的有效系统极点的选择。本文概述了一种多阶方法,然后是启发式选择过程。给出了极点行为的可视化表示,并讨论了实现自动化的可能途径。该过程用典型的复杂数据集说明,包括全面的工业测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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