A pseudo non-linear method for fast simulations of ultrasonic reverberation

B. Byram, J. Shu
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引用次数: 14

Abstract

There is growing evidence that reverberation is a primary mechanism of clinical image degradation. This has led to a number of new approaches to suppress reverberation, including our recently proposed model-based algorithm. The algorithm can work well, but it must be trained to reject clutter, while preserving the signal of interest. One way to do this is to use simulated data, but current simulation methods that include multipath scattering are slow and do not readily allow separation of clutter and signal. Here, we propose a more convenient pseudo non-linear simulation method that utilizes existing linear simulation tools like Field II. The approach functions by linearly simulating scattered wavefronts at shallow depths, and then time-shifting these wavefronts to deeper depths. The simulation only requires specification of the first and last scatterers encountered by a multiply reflected wave and a third point that establishes the arrival time of the reverberation. To maintain appropriate 2D correlation, this set of three points is fixed for the entire simulation and is shifted as with a normal linear simulation scattering field. We show example images, and we compute first order speckle statistics as a function of scatterer density. We perform ex vivo measures of reverberation where we find that the average speckle SNR is 1.73, which we can simulate with 2 reverberation scatterers per resolution cell. We also compare ex vivo lateral speckle statistics to those from linear and pseudo non-linear simulation data. Finally, the van Cittert-Zernike curve was shown to match empirical and theoretical observations.
一种快速模拟超声混响的伪非线性方法
越来越多的证据表明,混响是临床图像退化的主要机制。这导致了许多新的方法来抑制混响,包括我们最近提出的基于模型的算法。该算法可以很好地工作,但必须对其进行训练,以在保留感兴趣的信号的同时抑制杂波。一种方法是使用模拟数据,但目前的模拟方法包括多径散射是缓慢的,并且不容易允许杂波和信号分离。在这里,我们提出了一种更方便的伪非线性仿真方法,利用现有的线性仿真工具,如Field II。该方法通过线性模拟浅层散射波前,然后将这些波前时移到更深的深度。模拟只需要确定多次反射波遇到的第一个和最后一个散射体,以及确定混响到达时间的第三个点。为了保持适当的二维相关性,这三个点的集合在整个模拟中是固定的,并与正常的线性模拟散射场一样移位。我们展示了示例图像,并计算了一阶散斑统计量作为散射体密度的函数。我们进行了离体混响测量,发现平均散斑信噪比为1.73,我们可以用每个分辨率单元2个混响散射体来模拟。我们还比较了离体横向散斑统计与线性和伪非线性模拟数据的统计。最后,证明了van Cittert-Zernike曲线与经验和理论观察相匹配。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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