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Quantitative Detection of Crack in Structures Based on Finite Element Method of B-spline Wavelet on the Interval

机译:基于间隔内B样条小波有限元方法的结构裂缝的定量检测

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The model-based forward and inverse problems in the diagnosis of structural crack fault were studied. The forward problem is to solve the natural frequencies through cracked structural model and the inverse problem is to quantitatively determine the crack parameters using the experimentally metrical frequencies. Then, The crack element of B-spline wavelet on the interval (BSWI) was built to solve the forward problem. Graphs of crack equivalent stiffness versus crack location were plotted by providing the first three natural frequencies as an input. The intersection of the three curves predicted the crack location and size. The numerical and experimental study verified the validity of the crack element in solving crack singular problems to overcome the disadvantages of traditional finite element method (FEM), such as low efficiency, insufficient accuracy, slow convergence to correct solutions etc. At the same time, it had adequate identification precision. The new method can be applied to prognosis and quantitative diagnosis of incipient cracks.
机译:研究了结构裂纹故障诊断中的基于模型的前瞻性和逆问题。前向问题是通过破裂的结构模型解决自然频率,并且逆问题是使用实验频率定量地确定裂缝参数。然后,建立了间隔(BSWI)上的B样条小波的裂缝元件以解决前向问题。通过将前三个自然频率作为输入提供裂缝等效刚度与裂缝位置的图表。三条曲线的交叉点预测了裂缝位置和尺寸。数值和实验研究验证了裂缝元件在解决裂缝奇异问题中的有效性,以克服传统有限元方法(FEM)的缺点,例如低效率,不足,精度不足,缓慢收敛到正确的解决方案等。它具有足够的识别精度。新方法可用于预后和对初期裂缝的定量诊断。

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