NExT-LF:一种新的切向插值运算模态分析方法

IF 3.6 Q1 ENGINEERING, MECHANICAL
Gabriele Dessena, Marco Civera, Ali Yousefi, Cecilia Surace
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引用次数: 0

摘要

运行模态分析(OMA)对于识别真实条件下的模态参数至关重要,但现有方法往往面临噪声敏感性和稳定性的挑战。NExT-LF是一种将自然激励技术(NExT)与Loewner框架(LF)相结合的新方法。NExT可以从仅输出的振动数据中提取脉冲响应函数,然后将其转换为频域,并由LF用于估计模态参数。通过数值和实验验证了该方法的有效性。在二维Euler-Bernoulli悬臂梁的数值研究中,NExT- lf给出了与解析解和标准方法一致的结果,NExT采用特征系统实现算法(NExT- era),随机子空间识别采用典型变量分析。此外,NExT-LF具有出色的噪声鲁棒性,可以在NExT-ERA无法识别的各种噪声水平下可靠地识别稳定模式。在喜来登环球酒店的实验验证是OMA对该结构的第一个应用,证实了NExT-LF是一种鲁棒且有效的仅输出模态参数识别方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

NExT-LF: A Novel Operational Modal Analysis Method via Tangential Interpolation

NExT-LF: A Novel Operational Modal Analysis Method via Tangential Interpolation

Operational modal analysis (OMA) is vital for identifying modal parameters under real-world conditions, yet existing methods often face challenges with noise sensitivity and stability. This study introduces NExT-LF, a novel method that combines the well-known Natural Excitation Technique (NExT) with the Loewner Framework (LF). NExT enables the extraction of Impulse Response Functions from output-only vibration data, which are then converted into the frequency domain and used by LF to estimate modal parameters. The proposed method is validated through numerical and experimental case studies. In the numerical study of a two-dimensional Euler–Bernoulli cantilever beam, NExT-LF provides results consistent with analytical solutions and those from standard methods, NExT with Eigensystem Realization Algorithm (NExT-ERA) and stochastic subspace identification with canonical variate analysis. Additionally, NExT-LF demonstrates superior noise robustness, reliably identifying stable modes across various noise levels where NExT-ERA fails. Experimental validation on the Sheraton Universal Hotel is the first OMA application to this structure, confirming NExT-LF as a robust and efficient method for output-only modal parameter identification.

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