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首页> 外文期刊>IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control >Time-varying autoregressive spectral estimation for ultrasound attenuation in tissue characterization
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Time-varying autoregressive spectral estimation for ultrasound attenuation in tissue characterization

机译:时变自回归谱估计用于组织表征中的超声衰减

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摘要

In the field of biological tissue characterization, fundamental acoustic attenuation properties have been demonstrated to have diagnostic importance. Attenuation caused by scattering and absorption shifts the instantaneous spectrum to the lower frequencies. Due to the time-dependence of the spectrum, the attenuation phenomenon is a time-variant process. This downward shift may be evaluated either by the maximum energy frequency of the spectrum or by the center frequency. In order to improve, in strongly attenuating media, the results given by the short-time Fourier analysis and the short-time parametric analysis, we propose two approaches adapted to this time-variant process: an adaptive method and a time-varying method. Signals backscattered by an homogeneous medium of scatterers are modeled by a computer algorithm with attenuation values ranging from 1 to 5 dB/cm MHz and a 45 MHz transducer center frequency. Under these conditions, the preliminary results obtained with the proposed time-variant methods, compared with the classical short-time Fourier analysis and the short-time auto-regressive (AR) analysis, are superior in terms of standard deviation (SD) of the attenuation coefficient estimate. This study, based on nonstationary AR spectral estimation, promises encouraging perspectives for in vitro and in vivo applications both in weakly and highly attenuating media.
机译:在生物组织表征领域,已证明基本的声衰减特性具有诊断重要性。由散射和吸收引起的衰减将瞬时频谱移至较低频率。由于频谱的时间依赖性,衰减现象是一个时变过程。可以通过频谱的最大能量频率或中心频率来评估此下移。为了在强衰减介质中改善短时傅立叶分析和短时参数分析所给出的结果,我们提出了两种适用于该时变过程的方法:一种自适应方法和一种时变方法。通过计算机算法对由均匀散射体介质反向散射的信号进行建模,其衰减值范围为1至5 dB / cm MHz,传感器中心频率为45 MHz。在这种情况下,与经典的短时傅立叶分析和短时自回归(AR)分析相比,使用时变方法获得的初步结果在标准偏差(SD)方面要好。衰减系数估计。这项基于非平稳AR光谱估计的研究有望在弱和高衰减介质中为体外和体内应用提供令人鼓舞的观点。

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