正交小波级数拟合法的薄板结构分布动载荷识别技术

Orthogonal Wavelet Series Fitting in Identification of Distributed Load for Thin Plate Model

  • 摘要: 针对工程结构中的薄板系统,基于正交小波级数分解理论,构造正交小波基函数,将待识别的分布动态载荷在正交小波基空间中进行小波级数分解,从模态理论出发给出了小波级数系数与结构测点响应信息的线性关系,计算出小波系数,通过小波重构,还原薄板结构表面承受的分布动载荷. 本文的载荷识别理论适用于各种不同载荷类型,通过计算机仿真,验证了该方法的通用性和较高的识别精度.仿真过程中加入随机噪声,识别结果证明了小波重构的动载荷具有良好的抗噪能力,有效提高了载荷识别的信噪比.

     

    Abstract: Based on wavelet analysis theory, the distributed load to be identified was transformed into orthogonal wavelet basis domain, with a structural wavelet basis function. The linear relationship between the wavelet coefficients and structural measuring points response information was derived through the modal theory. And the wavelet coefficients were calculated, the plate structure subjected to distributed load was reduced with wavelet reconstruction method. The load identification theory proposed in the paper is applicable to all types of loads. The computation simulations show the universality of the theory and the excellent identification accuracy. Joined random noise, the simulation process shows that the method presented is not sensitive to the measured-data-noise, exhibiting well signal-to-noise in load identification.

     

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