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Mean Scatterer Spacing Estimation Using Multi-Taper Coherence

机译:使用多锥度相干性的平均散射体间距估计

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摘要

It has been hypothesized that estimates of mean scatterer spacing are useful indicators for pathological changes to the liver. A commonly employed estimator of the mean scatterer spacing is the location of the maximum of the collapsed average of coherence of the ultrasound radio-frequency signal. To date, in ultrasound, estimators for this quantity have been calculated with a single taper. Using frequency-domain Monte Carlo simulations, we demonstrate that multi-taper estimates of coherence are superior to single-taper estimates for predicting mean scatterer spacing. Scattering distributions were modeled with Gamma-distributed scatterers for fractional standard deviations in scatterer spacings of 5, 10, and 15% at a mean scatterer spacing of 1 mm. Additionally, we demonstrate that we can distinguish between ablated liver tissue and unablated liver tissue based on signal coherence. We find that, on the average, signal coherence is elevated in the liver relative to signal coherence of received echoes from thermally ablated tissue. Additionally, our analysis indicates that a tissue classifier utilizing the multi-taper estimate of coherence has the potential to distinguish between ablated and unablated tissue types better than a single-taper estimate of coherence. For a gate length of 5 mm, we achieved an error rate of only 8.7% when sorting 23 ablated and 23 unablated regions of interest (ROIs) into classes based on multi-taper calculations of coherence.
机译:据推测,平均散射体间距的估计是肝脏病理变化的有用指标。平均散射体间距的常用估计器是超声射频信号的相干性崩溃平均值的最大值的位置。迄今为止,在超声中,此数量的估计量是通过单锥度计算的。使用频域蒙特卡罗模拟,我们证明相干性的多锥度估计优于单锥度估计,以预测平均散射体间距。使用伽玛分布的散射体对散射分布进行建模,以求平均散射体间距为1 mm时,散射体间距为5%,10%和15%时的分数标准偏差。此外,我们证明了我们可以根据信号相干性区分消融的肝组织和未消融的肝组织。我们发现,平均而言,相对于从热消融组织接收到的回声的信号一致性,肝脏中的信号一致性提高了。此外,我们的分析表明,利用多锥度相关性估计的组织分类器比单锥度相关性估计更好地区分烧蚀组织类型和未烧蚀组织类型。对于5 mm的浇口长度,基于多锥度相干计算,将23个烧蚀的感兴趣区域和23个非烧蚀的感兴趣区域(ROI)归类时,我们的错误率仅为8.7%。

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  • 作者

    Nicholas Rubert; Tomy Varghese;

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  • 年(卷),期 -1(60),6
  • 年度 -1
  • 页码 1061–1073
  • 总页数 31
  • 原文格式 PDF
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