考虑激励影响的机械结构振动敏感测点分析方法
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1. 西安交通大学,航空动力系统与等离子体技术全国重点实验室,西安;2. 西安交通大学,机械工程学院,西安;3.西安交通大学;4.北方车辆研究所

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TH113.1

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国家级资助项目(MKF20210014)。


The vibration sensitive measurement points analysis method for mechanical structure considering excitation effect
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National major s&t projects No. MKF20210014

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    摘要:

    振动敏感测点的合理选择对于机械结构健康监测及故障诊断具有重要的意义。本文考虑激励频率及激励位置对结构测点振动响应的影响,提出一种基于频率响应函数的机械结构测点敏感性分析方法。首先,提取结构各测点关于激励位置的频响函数,基于不同激励位置及激励频带选取并构造相应激励位置及频带下的频响数据矩阵;然后基于主成分分析将频响数据矩阵降维到主成分向量空间,进一步构造有效独立迭代矩阵,从而实现考虑激励影响的测点振动敏感性分析。最后,研究不同激励频带及不同激励位置对于测点振动敏感性的影响。瞬态动力学仿真及板结构实验验证表明,不同激励频带及激励位置下结构振动敏感测点分布不同,基于不同激励频带及不同激励位置的频响数据矩阵分析所得敏感测点对于相应频带及激励位置下的结构振动更加敏感。

    Abstract:

    The reasonable selection of vibration sensitive points has an important impact on mechanical structure health monitoring and fault diagnosis. In this paper, considering the influence of excitation frequency and excitation position on the vibration response of mechanical structure measuring points, a sensitive measurement points analysis method based on frequency response function is proposed. Firstly, the frequency response function of each measuring point about excitation position is extracted, and the frequency response data matrix is selected and constructed based on different excitation position and excitation frequency band. Then, based on principal component analysis, the frequency response data matrix is reduced to principal component vector space, and an effective independent iterative matrix is constructed to realize vibration sensitivity analysis considering excitation effects. Finally, the influence of different excitation frequency bands and different excitation positions on vibration sensitivity of measuring points is studied. Transient dynamic simulation and plate structure experiments show that the distribution of sensitive measuring points is different under different excitation frequency bands and excitation positions, and the sensitive measuring points obtained based on the frequency response data matrix analysis of different excitation frequency bands and excitation positions are more sensitive to the structural vibration under corresponding frequency bands and excitation positions.

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  • 收稿日期:2023-12-22
  • 最后修改日期:2024-02-07
  • 录用日期:2024-02-17
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