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Compensation of a Second Harmonic Wave Included in an Incident Ultrasonic Wave for the Precise Measurement of the Acoustic Nonlinearity Parameter

机译:包括在入射超声波中的第二次谐波的补偿用于声学非线性参数的精确测量

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摘要

The incident second harmonic wave is a problematic issue for the precise measurement of the acoustic nonlinearity parameter. This paper proposes a compensation method to remove the effect of the incident second harmonic component in the measurement of the absolute acoustic nonlinearity parameter using the calibration method. For this, the second harmonic component detected by the receiving transducer is considered as the sum of the component due to material nonlinearity and the component included in the incident signal and a numerical calculation model is developed as a function of the propagation distance. In the model, the factors related to the material nonlinear parameter and the magnitude of the incident second harmonic component are unknown and these are determined by finding a value that best matches the experimental data according to the change in the propagation distance; compensation for the incident second harmonic component is then achieved. The case where the phase of the second harmonic wave due to material nonlinearity is opposite to that of the fundamental wave is also considered. To verify the validity of the proposed method, fused silica and aluminum alloy Al6061-T6 specimens with different thicknesses corresponding to the propagation distance are tested. The experimental results show that the nonlinear parameters changed significantly according to the propagation distance before compensation but were very stable after compensation. Additionally, the average values of the nonlinear parameter are 11.04 in the fused silica, which is within the literature value range (10.1 to 12.4), and that for the Al6061-T6 is 6.59, which is close to the literature value range (4.5 to 6.12).
机译:事件二次谐波是关于声学非线性参数精确测量的问题问题。本文提出了一种使用校准方法去除事件二次谐波分量在测量绝对声学非线性参数的测量中的补偿方法。为此,由接收换能器检测的第二谐波分量被认为是由于材料非线性引起的部件的和,并且包括在入射信号和数值计算模型中的分量作为传播距离开发。在该模型中,与材料非线性参数相关的因素和入射的第二谐波分量的大小是未知的,并且通过找到根据传播距离的变化最佳匹配实验数据的值来确定这些因素;然后实现了事件二次谐波分量的补偿。由于材料非线性引起的第二谐波波的相位也与基本波的相反的情况。为了验证所提出的方法的有效性,测试了对应于传播距离的不同厚度的熔融石英和铝合金AL6061-T6试样。实验结果表明,非线性参数根据在补偿之前的传播距离变化显着变化,但在补偿后非常稳定。另外,非线性参数的平均值是熔融二氧化硅中的11.04,其在文献范围内(10.1至12.4),并且对于AL6061-T6为6.59,其接近文献值范围(4.5至6.12)。

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