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Nonlinear focal shift in medium Fresnel-number focused acoustic beams

机译:菲涅尔数聚焦声束中的非线性焦移

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The study of the acoustic field characteristics generated by focusing sources, both in linear and nonlinear regime, is an active field of research as they are relevant in most of the ultrasonic applications in medicine and industry. Particularly, the linear focal shift phenomenon (i.e. the distance between the geometrical focus of the focused source and the on-axis maximum pressure position in linear regime, real focus) was explained in 1982 by Lucas and Muir. Also, the nonlinear focal shift phenomenon (the displacement of the pressure and intensity maxima position of focused acoustic beams under increasing driving voltages) has been related and interpreted in previous works. Nevertheless, till the moment it has not been published a specific experiment with the objective to study, experimentally and numerically, the focal region of medium Fresnel-number transducers, and the magnitude of the this shift. This is the purpose of this work. The nonlinear focal shift phenomenon is presented for the case of a medium Fresnel-number beam (NF=6). The experimental results show the existence of a short nonlinear shift in the position of the on-axis maximum pressure (6 mm). These results are coherent with numerical KZK model predictions. It is shown that in the nonlinear regime and for this focusing degree the position of the on-axis maximum pressure can surpassing the geometrical focal length. Contrary, the on-axis minimum pressure approaches the transducer under increasing driving voltages, and at high excitation the distance between on-axis maximum and minimum pressure is closer to 1 cm.
机译:由聚焦源产生的声场特性在线性和非线性范围内的研究是活跃的研究领域,因为它们与医学和工业中的大多数超声应用相关。特别是在1982年,卢卡斯(Lucas)和缪尔(Muir)解释了线性焦点偏移现象(即,聚焦源的几何焦点与线性状态下轴上最大压力位置之间的距离,即真实焦点)。此外,非线性焦移现象(在不断增加的驱动电压下聚焦声束的压力位移和强度最大值位置)在先前的工作中已经涉及并得到了解释。但是,到目前为止,还没有发表过专门的实验,目的是通过实验和数值研究中菲涅耳数换能器的焦点区域以及这种位移的幅度。这就是这项工作的目的。对于中等菲涅耳数光束(N F = 6),提出了非线性焦移现象。实验结果表明,在轴上最大压力(6 mm)的位置上存在一个短的非线性位移。这些结果与数值KZK模型预测一致。结果表明,在非线性状态下,对于这种聚焦度,轴上最大压力的位置可能会超过几何焦距。相反,在驱动电压增加的情况下,轴向最小压力接近换能器,并且在高激励下,轴向最大和最小压力之间的距离更接近1 cm。

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