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Modal identification of multi-degree-of-freedom structures based on intrinsic chirp component decomposition method 被引量:1
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作者 Sha WEI Shiqian CHEN +2 位作者 Zhike PENG Xingjian DONG Wenming ZHANG 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI CSCD 2019年第12期1741-1758,共18页
Modal parameter identification is a mature technology.However,there are some challenges in its practical applications such as the identification of vibration systems involving closely spaced modes and intensive noise ... Modal parameter identification is a mature technology.However,there are some challenges in its practical applications such as the identification of vibration systems involving closely spaced modes and intensive noise contamination.This paper proposes a new time-frequency method based on intrinsic chirp component decomposition(ICCD)to address these issues.In this method,a redundant Fourier model is used to ameliorate border distortions and improve the accuracy of signal reconstruction.The effectiveness and accuracy of the proposed method are illustrated using three examples:a cantilever beam structure with intensive noise contamination or environmental interference,a four-degree-of-freedom structure with two closely spaced modes,and an impact test on a cantilever rectangular plate.By comparison with the identification method based on the empirical wavelet transform(EWT),it is shown that the presented method is effective,even in a high-noise environment,and the dynamic characteristics of closely spaced modes are accurately determined. 展开更多
关键词 modal identification closely spaced mode TIME-FREQUENCY domain intrinsic chirp component decomposition(iccd) multi-degree-of-freedom(MDOF) system
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Parametric identification of time-varying systems from free vibration using intrinsic chirp component decomposition 被引量:3
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作者 Sha Wei Shiqian Chen +2 位作者 Xingjian Dong Zhike Peng Wenming Zhang 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2020年第1期188-205,共18页
Time-varying systems are applied extensively in practical applications,and their related parameter identification techniques are of great significance for structural health monitoring of time-varying systems.To improv... Time-varying systems are applied extensively in practical applications,and their related parameter identification techniques are of great significance for structural health monitoring of time-varying systems.To improve the identification accuracy for time-varying systems,this study puts forward a novel parameter identification approach in the time-frequency domain using intrinsic chirp component decomposition(ICCD).ICCD is a powerful tool for signal decomposition and parameter extraction,with good signal reconstruction capability in a high-noise environment.To maintain good identification effects for the time-varying system in a noisy environment,the proposed method introduces a redundant Fourier model for the non-stationary signal,including instantaneous frequency(IF)and instantaneous amplitude(IA).The accuracy and effectiveness of the proposed approach are demonstrated by a single-degree-of-freedom system with three types of time-varying parameters,as well as an example of a multi-degree-of-freedom system.The effects of different levels of measured noise on the identified results are also discussed in detail.Numerical results show that the proposed method is very effective in tracking the smooth,periodical,and non-smooth variations of time-varying systems over the entire identification time period even when the response signal is contaminated by intense noise. 展开更多
关键词 System identification Time-varying system Time-frequency domain intrinsic chirp component decomposition
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一种随机激励下时变结构工作模态辨识方法 被引量:1
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作者 王豪 蓝鲲 +1 位作者 夏国江 耿胜男 《噪声与振动控制》 CSCD 北大核心 2023年第1期128-134,共7页
时变结构在随机激励下的瞬时频率辨识始终是一项充满挑战的任务。结合图像处理技术和基于能量的脊线检测方法,提出一种自适应提取时频脊线的方法,其优点在于无须先验信息(如分量个数、分量带宽)即可实现时频域内所有分量脊线的提取,同... 时变结构在随机激励下的瞬时频率辨识始终是一项充满挑战的任务。结合图像处理技术和基于能量的脊线检测方法,提出一种自适应提取时频脊线的方法,其优点在于无须先验信息(如分量个数、分量带宽)即可实现时频域内所有分量脊线的提取,同时增强脊线提取的稳定性。在已知瞬时频率的基础上,又利用多通道固有啁啾分量分解方法实现时域内各通道各频率成分的同步分离,通过计算各分量的瞬时振幅比值获得瞬时振型。白噪声激励下的三自由度时变结构仿真和色噪声激励下的充液圆筒放水实验证明了该方法的有效性、鲁棒性和实用性。 展开更多
关键词 振动与波 时变结构 工作模态辨识 自适应脊线提取 多通道固有啁啾分量分解 白噪声激励 色噪声激励
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