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Non-linear property analysis of deformed metallic components using a longitudinal critically refracted wave

机译:使用纵向临界折射波分析变形金属零件的非线性特性

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摘要

In order to apply the ultrasonic non-linear coefficient for non-destructive detection in actual engineering applications, the non-linear property of deformed metallic components is studied using a longitudinal critically refracted (LCR) wave. Firstly, dog-bone components are loadedin two different modes, which ensures that components with different stress states and the corresponding macroscopic deformation of components are measured. Then, online and offline non-linear ultrasonic experiments are conducted on pre-stress components and the relative non-linear coefficientis calculated. Experimental results indicate that the relative non-linear coefficient and the deformation state monotonically increase with stress levels and they have similar variation trends in both online and offline measurements. Furthermore, Pearson correlation coefficients between therelative non-linear coefficient and the macroscopic deformation are 0.988 and 0.9876 for two types of experiment, which indicates that they have a strong correlation relationship. The power-exponent function is applied to establish this dependence relationship. The index coefficients are 1.276and 0.7305, respectively, and the difference may be due to the microstructure disparity caused by the different loading modes. Therefore, the interrelationship between the relative non-linear coefficient and the macroscopic deformation of metallic components can be applied to predict the variationof the relative non-linear coefficient from the macroscopic point, which is very convenient for damage detection in actual engineering applications.
机译:为了将超声非线性系数应用于实际工程应用中的无损检测,使用纵向临界折射(LCR)波研究了变形金属部件的非线性特性。首先,以两种不同的方式加载狗骨头组件,这可以确保测量具有不同应力状态的组件以及相应的组件宏观变形。然后,对预应力分量进行在线和离线非线性超声实验,并计算相对非线性系数。实验结果表明,相对非线性系数和变形状态随应力水平单调增加,在在线和离线测量中都有相似的变化趋势。此外,两种类型的实验的相对非线性系数和宏观变形之间的皮尔逊相关系数分别为0.988和0.9876,表明它们具有很强的相关关系。应用幂指数函数来建立这种依赖关系。折射率系数分别为1.276和0.7305,其差异可能是由于不同的加载方式引起的微观结构差异所致。因此,相对非线性系数与金属零件宏观变形之间的相互关系可以用来从宏观角度预测相对非线性系数的变化,非常便于实际工程应用中的损伤检测。

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