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Spatiotemporal Fourier transform method for the measurement of narrowband ultrasonic surface acoustic waves with TV holography

机译:电视全息术测量时空傅里叶变换方法的窄带超声表面声波

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摘要

The measurement of ultrasonic surface acoustic waves of nanometric amplitude by TV holography (TVH) was demonstrated some years ago. The spatial periodicity of the wavefield across the optical phase difference maps was exploited to yield the mechanical amplitude and phase of the propagating wave. Now we present a refinement of the technique where we also profit from the temporal periodicity, at each point of the surface, of the displacement induced by the wave. We record a series of sets of primary correlograms,which are processed to yield optical phase-difference maps. We change slightly the delay between the excitation of the wave and the measurement from one recording to the next, so that the position of the wavefield on the resultant images is shifted accordingly. Every point on the surface, which oscillates at the frequency of the wave, is thus recorded at several instants of its oscillation cycle in consecutive optical phase difference maps of the sequence. We have then spatial periodicity at a given instant across each image and temporal periodicity at a given point on the surface across the series of images. This feature is exploited to calculate a three-dimensional Fourier transform of the data. As we employ narrowband ultrasonic waves, the spatial content of the spectrum is contained in a small region ofthe spatial frequency plane and within a thin slice of temporal frequencies, and can be easily filtered and inverse Fourier transformed to obtain the mechanical amplitude and phase of the wave. This method intends to extend the detection capability of the TVH technique to ultrasonic waves of lower amplitude. Keywords: spatiotemporal Fourier transform, surface acoustic waves, pulsed TV holography
机译:几年前通过电视全息术(TVH)测量了纳米振幅的超声表面声波。利用整个光学相位差图中波场的空间周期性,可以得出传播波的机械振幅和相位。现在,我们对技术进行了改进,在该技术中,我们还从波浪在表面的每个点处的时间周期性中受益,该波动是由波浪引起的。我们记录了一系列主要的相关图,对其进行处理以产生光学相差图。我们略微改变了波的激发与测量之间的延迟,即从一次记录到下一次记录,从而使波场在所得图像上的位置相应地移动。因此,以波的频率振荡的表面上的每个点都在其振荡周期的几个瞬间记录在序列的连续光学相位差图中。然后,我们在每个图像上的给定瞬间具有空间周期性,并且在一系列图像上的表面上给定点具有时间周期性。利用此功能来计算数据的三维傅立叶变换。当我们使用窄带超声波时,频谱的空间内容包含在空间频率平面的一小部分和时间频率的薄片内,并且可以容易地进行滤波和傅立叶逆变换以获得机械振幅和相位。波。该方法旨在将TVH技术的检测能力扩展到较低振幅的超声波。关键词:时空傅里叶变换,表面声波,脉冲电视全息

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