Gyöngy Miklós, Kollár Sára
Pázmány Péter Catholic University, Faculty of Information Technology and Bionics, Práter utca 50/a, H-1083 Budapest, Hungary.
Pázmány Péter Catholic University, Faculty of Information Technology and Bionics, Práter utca 50/a, H-1083 Budapest, Hungary.
Ultrasonics. 2015 Feb;56:370-80. doi: 10.1016/j.ultras.2014.09.003. Epub 2014 Sep 16.
One method of estimating sound speed in diagnostic ultrasound imaging consists of choosing the speed of sound that generates the sharpest image, as evaluated by the lateral frequency spectrum of the squared B-mode image. In the current work, simulated and experimental data on a typical (47 mm aperture, 3.3-10.0 MHz response) linear array transducer are used to investigate the accuracy of this method. A range of candidate speeds of sound (1240-1740 m/s) was used, with a true speed of sound of 1490 m/s in simulations and 1488 m/s in experiments. Simulations of single point scatterers and two interfering point scatterers at various locations with respect to each other gave estimate errors of 0.0-2.0%. Simulations and experiments of scatterer distributions with a mean scatterer spacing of at least 0.5 mm gave estimate errors of 0.1-4.0%. In the case of lower scatterer spacing, the speed of sound estimates become unreliable due to a decrease in contrast of the sharpness measure between different candidate speeds of sound. This suggests that in estimating speed of sound in tissue, the region of interest should be dominated by a few, sparsely spaced scatterers. Conversely, the decreasing sensitivity of the sharpness measure to speed of sound errors for higher scatterer concentrations suggests a potential method for estimating mean scatterer spacing.
在诊断超声成像中,一种估计声速的方法是选择能生成最清晰图像的声速,这通过平方B模式图像的横向频谱来评估。在当前工作中,使用了典型(孔径47毫米,响应频率3.3 - 10.0兆赫)线性阵列换能器的模拟和实验数据来研究该方法的准确性。使用了一系列候选声速(1240 - 1740米/秒),模拟中的真实声速为1490米/秒,实验中的真实声速为1488米/秒。对单点散射体以及两个相互处于不同位置的干涉点散射体进行模拟,得到的估计误差为0.0 - 2.0%。对平均散射体间距至少为0.5毫米的散射体分布进行模拟和实验,得到的估计误差为0.1 - 4.0%。在散射体间距较小的情况下,由于不同候选声速之间清晰度测量对比度的降低,声速估计变得不可靠。这表明在估计组织中的声速时,感兴趣区域应由少数稀疏分布的散射体主导。相反,对于较高散射体浓度,清晰度测量对声速误差的敏感性降低,这提示了一种估计平均散射体间距的潜在方法。