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医学超声成像中的无用户参数最小方差波束形成器

User Parameter-Free Minimum Variance Beamformer in Medical Ultrasound Imaging.

作者信息

Salari Ali, Asl Babak Mohammadzadeh

出版信息

IEEE Trans Ultrason Ferroelectr Freq Control. 2021 Jul;68(7):2397-2406. doi: 10.1109/TUFFC.2021.3065876. Epub 2021 Jun 29.

Abstract

The minimum variance beamformer (MVB) is a well-known adaptive beamformer in medical ultrasound imaging. Accurate estimation of the covariance matrix has a great effect on the performance of the MVB. In adaptive ultrasound imaging, parameters such as the subarray length, the number of samples used for temporal averaging, and the value of diagonal loading (DL) have the main role in the true estimation of the covariance matrix. The optimal values for these parameters are different from one scenario to another one. Thus, the MVB is not a parameter-free method, and its behavior is scenario-dependent. In the field of telecommunications and radar, the shrinkage method was proposed to determine the DL factor, but no method has been provided yet to determine other parameters. In this article, an adaptive approach is developed to determine the MVB parameters, which is completely independent of the user. The minimum variance variable loading along with the modified shrinkage (MVVL-MSh) algorithm is introduced to adaptively calculate the optimal DL. Also, two methods based on the coherence factor (CF) are proposed to determine the subarray length in the spatial smoothing and the number of samples required for temporal averaging. The performance of the proposed methods is evaluated using simulated and experimental RF data. It is shown that the methods preserve the contrast and improve the resolution by about 35% and 38% compared to the MV having a fix loading coefficient and the MV-Sh algorithm.

摘要

最小方差波束形成器(MVB)是医学超声成像中一种著名的自适应波束形成器。协方差矩阵的准确估计对MVB的性能有很大影响。在自适应超声成像中,诸如子阵列长度、用于时间平均的样本数量以及对角加载(DL)值等参数在协方差矩阵的准确估计中起主要作用。这些参数的最佳值因场景而异。因此,MVB不是一种无参数方法,其行为依赖于场景。在电信和雷达领域,提出了收缩方法来确定DL因子,但尚未提供确定其他参数的方法。在本文中,开发了一种自适应方法来确定MVB参数,该方法完全独立于用户。引入了最小方差可变加载与改进收缩(MVVL-MSh)算法来自适应计算最佳DL。此外,还提出了两种基于相干因子(CF)的方法来确定空间平滑中的子阵列长度和时间平均所需的样本数量。使用模拟和实验射频数据评估了所提出方法的性能。结果表明,与具有固定加载系数的MV和MV-Sh算法相比,这些方法保留了对比度,并将分辨率提高了约35%和38%。

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