首页> 外文会议>ASME international mechanical engineering congress and exposition >IMPACT LOCALIZATION ON A COMPOSITE PLATE WITH UNKNOWN MATERIAL PROPERTIES USING PWAS TRANSDUCERS AND WAVELET TRANSFORM
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IMPACT LOCALIZATION ON A COMPOSITE PLATE WITH UNKNOWN MATERIAL PROPERTIES USING PWAS TRANSDUCERS AND WAVELET TRANSFORM

机译:使用PWAS传感器和小波变换对具有未知材料特性的复合板上的冲击定位

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In this work, an impact experiment on a composite plate with unknown material properties (its group velocity profile is unknown) is implemented to localize the impact points. A pencil lead break is used to generate acoustic emission (AE) signals which are acquired by six piezoelectric wafer active sensors (PWAS). These sensors are distributed with a particular configuration in two clusters on the plate. The time of flight (TOF) of acquired signals is estimated at the starting points of these signals. The continuous wavelet transform (CWT) of received signals are calculated with AGU Vallen wavelet program to get the accurate values of the TOF of these signals. Two methods are used for determining the coordinates of impact points (localization the impact point). The first method is the new technique (method 1) by Kundu. This technique has two linear equations with two unknowns (the coordinate of AE source point). The second method is the nonlinear algorithm (method 2). This algorithm has a set of six nonlinear equations with five unknowns. Two MATLAB codes are implemented separately to solve the linear and nonlinear equations. The results show good indications for the location of impact points in both methods. The location errors of calculated impact points are divided by constant distance to get independent percentage errors with the site of the coordinate.
机译:在这项工作中,对材料特性未知(其群速度分布未知)的复合板进行了冲击实验,以定位冲击点。笔形导线中断用于生成声发射(AE)信号,该信号由六个压电晶片有源传感器(PWAS)采集。这些传感器以特定的配置分布在板上的两个簇中。在这些信号的起点处估计已采集信号的飞行时间(TOF)。使用AGU Vallen小波程序计算接收信号的连续小波变换(CWT),以获得这些信号的TOF的准确值。有两种方法可用于确定碰撞点的坐标(定位碰撞点)。第一种方法是Kundu的新技术(方法1)。该技术具有两个带有两个未知数(AE源点的坐标)的线性方程。第二种方法是非线性算法(方法2)。该算法具有六个带有五个未知数的非线性方程组。分别实现了两个MATLAB代码,以求解线性和非线性方程。结果显示了两种方法中冲击点位置的良好指示。将计算出的冲击点的位置误差除以恒定距离,以获得与坐标位置无关的百分比误差。

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