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Identification of impact force in thick plates based on the elastodynamics and time-frequency method (I) - Theoretical approach for identification the impact force based on elastodynamics

机译:基于弹性动力学和时频法的厚板冲击力识别(I)-基于弹性动力学的冲击力识别理论方法

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摘要

Determination of impact load is important for detecting and analyzing the flaws in thick plate. In industrial plants, thick aluminum plate is popularly used and impact load is identified by convolving the acoustic waveform, which is measured with sensors arrayed on the plate, and by Green's function, which is the transfer function between impacting position and sensor. In practical situations, it is difficult to measure Green's function. In this paper, the impact load on the plate is inversely recovered by using Green's function and the acoustic waveform. Green's function and the acoustic waveform are theoretically obtained based on the plate theory. There are three plate theories. One is the classic plate theory (CPT), which has been used for thin plate. The others are the exact plate theory and the approximated shear deformation theory (SDPT), which are used for the thick plate because the CPT overestimates the group velocity at high frequency in the thick plate. In this paper, the thick plate theory is used for the prediction of the acoustic waveform. This theoretical Green's function can be also used for the inverse problem of impact load based on the experimental method.
机译:确定冲击载荷对于检测和分析厚板中的缺陷很重要。在工业工厂中,厚铝板被广泛使用,并且通过对声波进行卷积来确定冲击载荷,该声波是用排列在板上的传感器测量的,并且是格林函数,格林函数是冲击位置和传感器之间的传递函数。在实际情况下,很难测量格林的功能。在本文中,利用格林函数和声波波形可逆地恢复板上的冲击载荷。理论上基于板理论获得格林函数和声波形。有三种板块理论。一种是经典的板理论(CPT),该理论已用于薄板。其他是精确板理论和近似剪切变形理论(SDPT),它们用于厚板,因为CPT高估了厚板在高频下的群速度。本文采用厚板理论对声波波形进行预测。基于实验方法,该理论格林函数还可以用于冲击载荷的反问题。

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