Department of Mechanical Engineering, Wonkwang University, Iksan, Jeonbuk 54538, Korea.
School of Traffic and Transportation Engineering, Central South University, Changsha 410075, China.
Sensors (Basel). 2019 Mar 19;19(6):1373. doi: 10.3390/s19061373.
In nonlinear acoustic measurements involving reflection from the stress-free boundary, the pulse-echo method could not be used because such a boundary is known to destructively change the second harmonic generation (SHG) process. The use of a focusing acoustic beam, however, can improve SHG after reflection from the specimen boundary, and nonlinear pulse-echo methods can be implemented as a practical means of measuring the acoustic nonlinear parameter () of solid specimens. This paper investigates the optimal sensor design for pulse-echo SHG and measurements using Fresnel zone plate (FZP) focused beams. The conceptual design of a sensor configuration uses separate transmission and reception, where a broadband receiver is located at the center and a four-element FZP transmitter is positioned outside the receiver to create a focused beam at the specified position in a solid sample. Comprehensive simulations are performed for focused beam fields analysis and to determine the optimal sensor design using various combinations of focal length, receiver size and frequency. It is shown that the optimally designed sensors for 1 cm thick aluminum can produce the second harmonic amplitude and the uncorrected nonlinear parameter corresponding to the through-transmission method. The sensitivity of the optimal sensors to the changes in the designed sound velocity is analyzed and compared between the odd- and even-type FZPs.
在涉及无应力边界反射的非线性声学测量中,由于众所周知的这种边界会破坏二次谐波产生(SHG)过程,因此不能使用脉冲回波法。然而,聚焦声束的使用可以改善从样品边界反射后的 SHG,并且可以实现非线性脉冲回波方法作为测量固体样品的声非线性参数(β)的实用手段。本文研究了使用菲涅耳波带片(FZP)聚焦光束进行脉冲回波 SHG 和 β测量的最佳传感器设计。传感器配置的概念设计采用了单独的发射和接收,其中宽带接收器位于中心位置,而四元件 FZP 发射器位于接收器外部,以在固体样品中的指定位置创建聚焦光束。进行了全面的模拟,以分析聚焦光束场并确定使用不同焦距、接收器尺寸和频率的最佳传感器设计。结果表明,针对 1cm 厚的铝,优化设计的传感器可以产生与透射法相对应的二次谐波幅度和未经校正的非线性参数。分析了最佳传感器对设计声速变化的灵敏度,并比较了奇数和偶数 FZP 之间的灵敏度。