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多普勒超声频谱估计技术的比较研究与评估。第二部分:方法与结果。

A comparative study and assessment of Doppler ultrasound spectral estimation techniques. Part II: Methods and results.

作者信息

Vaitkus P J, Cobbold R S, Johnston K W

机构信息

Institute of Biomedical Engineering, University of Toronto, Canada.

出版信息

Ultrasound Med Biol. 1988;14(8):673-88. doi: 10.1016/0301-5629(88)90024-5.

Abstract

Various alternative spectral estimation methods are examined and compared in order to assess their possible application for real-time analysis of Doppler ultrasound arterial signals. Specifically, five general frequency domain models are examined, including the periodogram, the general autoregressive moving average (ARMA) model which has the autoregressive (AR) and moving average (MA) models as special cases, and Capon's maximum likelihood spectral model. A stimulated stationary Doppler signal with a known theoretical spectrum was used as the reference test sequence, and white noise was added to enable various signal/noise conditions to be created. The performance of each method representative of each spectral model was assessed using both qualitative and quantitative schemes that convey information related to the bias and variance of the spectral estimates. Three integrated performance indices were implemented for quantitative analysis. The relative computational complexity for each algorithm was also investigated. Our results indicate that both the AR(Yule-Walker) and ARMA(singular value decomposition) models of orders (8) and (4,4), respectively, show good agreement with the theoretical spectrum, and yield estimates with variances considerably less than the Fast Fourier Transform (FFT). Preliminary results obtained with these methods using a clinical, non-stationary Doppler signal supports these observations.

摘要

为了评估各种替代频谱估计方法在多普勒超声动脉信号实时分析中的可能应用,对其进行了研究和比较。具体而言,研究了五种通用频域模型,包括周期图、以自回归(AR)和移动平均(MA)模型为特殊情况的通用自回归移动平均(ARMA)模型以及卡彭最大似然谱模型。一个具有已知理论频谱的模拟平稳多普勒信号被用作参考测试序列,并添加白噪声以创建各种信号/噪声条件。使用定性和定量方案评估了代表每个频谱模型的每种方法的性能,这些方案传达了与频谱估计的偏差和方差相关的信息。实施了三个综合性能指标进行定量分析。还研究了每种算法的相对计算复杂度。我们的结果表明,分别为8阶的AR(尤尔 - 沃克)模型和(4,4)阶的ARMA(奇异值分解)模型与理论频谱显示出良好的一致性,并且产生的估计方差远小于快速傅里叶变换(FFT)。使用临床非平稳多普勒信号通过这些方法获得的初步结果支持了这些观察结果。

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