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基于多重信号分类法的医学应用粘弹性材料的稳健相速度频散估计

Robust Phase Velocity Dispersion Estimation of Viscoelastic Materials Used for Medical Applications Based on the Multiple Signal Classification Method.

出版信息

IEEE Trans Ultrason Ferroelectr Freq Control. 2018 Mar;65(3):423-439. doi: 10.1109/TUFFC.2018.2792324.

Abstract

Ultrasound shear wave elastography (SWE) is emerging as a promising imaging modality for the noninvasive evaluation of tissue mechanical properties. One of the ways to explore the viscoelasticity is through analyzing the shear wave velocity dispersion curves. To explore the dispersion, it is necessary to estimate the shear wave velocity at each frequency. An increase of the available spectrum to be used for phase velocity estimation is significant for a tissue dispersion analysis in vivo. A number of available methods suffer because the available spectrum that one can work with is limited. We present an alternative method to the classical 2-D Fourier transform (2D-FT) that uses the multiple signal classification (MUSIC) technique to provide robust estimation of the -space and phase velocity dispersion curves. We compared results from the MUSIC method with the 2D-FT technique twofold: by searching for maximum peaks and gradient-based strategy. We tested this method on digital phantom data created using finite-element methods (FEMs) in viscoelastic media as well as on the experimental phantoms used in the Radiological Society of North America Quantitative Imaging Biomarker Alliance effort for the standardization of shear wave velocity in liver fibrosis applications. In addition, we evaluated the algorithm with different levels of added noise for FEMs. The MUSIC algorithm provided dispersion curves estimation with lower errors than the conventional 2D-FT method. The MUSIC method can be used for the robust evaluation of shear wave velocity dispersion curves in viscoelastic media.

摘要

超声剪切波弹性成像(SWE)作为一种非侵入性评估组织力学特性的有前途的成像方式正在出现。探索粘弹性的方法之一是通过分析剪切波速度频散曲线。为了探索频散,有必要估计每个频率的剪切波速度。用于相速度估计的可用频谱的增加对于体内组织弥散分析是非常重要的。许多现有的方法都存在局限性,因为可用的频谱有限。我们提出了一种替代经典二维傅里叶变换(2D-FT)的方法,该方法使用多信号分类(MUSIC)技术提供了对 -空间和相速度频散曲线的稳健估计。我们通过搜索最大峰值和基于梯度的策略,从两个方面将 MUSIC 方法的结果与 2D-FT 技术进行了比较。我们在粘弹性介质中使用有限元方法(FEM)创建的数字体模数据以及北美放射学会定量成像生物标志物联盟用于肝脏纤维化应用中剪切波速度标准化的实验体模上测试了该方法。此外,我们还针对 FEM 的不同噪声水平评估了算法。与传统的 2D-FT 方法相比,MUSIC 算法提供了具有更低误差的频散曲线估计。MUSIC 方法可用于稳健评估粘弹性介质中的剪切波速度频散曲线。

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