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Parametric Phase Information based 2D Cepstrum PSF Estimation Method for Blind De-convolution of Ultrasound Imaging

机译:基于参数相位信息的二维倒谱PSF估计的超声成像盲去卷积

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In the ultrasound imaging system, blurring which occurs after passing through ultrasound scanner system, represents point spread function (PSF) that describes the response of the ultrasound imaging system to a point source distribution. So, de-blurring can be achieved by de-convolving the ultrasound images with an estimated of corresponding PSF. However, it is hard to attain an accurate estimation of PSF due to the unknown properties of the tissues of the human body through the ultrasound signal propagates. In this paper, we present a new method for PSF estimation in the Fourier domain (FD) based on parametric minimum phase information, and simultaneously, it performs fast 2D de-convolution in the ultrasound imaging system. Although most of complex cepstrum methods, are obtained using complex 2D phase unwrapping in order to estimate the FD-phase information of PSF, our algorithm estimates the 2D PSF using 2D FD-phase information with the parametric weighting factor α and β. They affect the feature of PSF shapes. This makes the computations much simpler and the estimation more accurate. Our algorithm works on the beam-formed uncompressed radio-frequency data, with pre-measured and estimated 2D PSFs database from actual probe used. We have tested our algorithm with vera-sonic system and commercial ultrasound scanner (Philips C4-2), in known speed of sound phantoms and unknown speeds in vivo scans.
机译:在超声成像系统中,通过超声扫描仪系统后发生的模糊代表点扩展函数(PSF),它描述了超声成像系统对点源分布的响应。因此,可以通过对超声图像与相应的PSF进行反卷积来实现去模糊。然而,由于通过超声信号传播的人体组织的未知特性,难以获得对PSF的准确估计。在本文中,我们提出了一种基于参数最小相位信息的傅立叶域(FD)中PSF估计的新方法,同时,它在超声成像系统中执行快速2D反卷积。尽管大多数复杂倒谱方法都是使用复杂的2D相位展开来估计PSF的FD相位信息,但是我们的算法还是使用带有参数加权因子α和β的2D FD相位信息来估计2D PSF。它们会影响PSF形状的特征。这使计算更简单,估计更准确。我们的算法对波束形成的未压缩射频数据进行处理,并使用从实际探针中获得的预先测量和估计的二维PSFs数据库。我们已经使用维拉超声系统和商用超声扫描仪(Philips C4-2)测试了我们的算法,并以已知的幻像速度和体内扫描的速度未知。

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