IEEE Trans Ultrason Ferroelectr Freq Control. 2018 Jul;65(7):1153-1165. doi: 10.1109/TUFFC.2018.2834411.
One of the main issues in the development of 2-D arrays is the high system complexity due to the requirement for a large number of elements. The 2-D array systems suffer from high system complexity. The microbeamforming (MBF) method has been proposed to reduce the system complexity; however, distortions of MBF approach such as focusing errors of postbeamforming process result in broadening the main lobe and increasing the sidelobe and grating-lobe levels, which together degrade the image quality. As the presteered radio frequency (RF) data can be estimated from MBF data at the digital back end, better postbeamforming can be performed and higher image quality can be achieved. In this paper, a compensation approach is proposed to estimate the presteered RF data from MBF data by utilizing additional headers and compensation factors. The compensation factors and headers are estimated at the probe front end and then applied to the back-end digital system to reconstruct the required presteered RF data. As the absolute values of the MBF errors are modeled as a single-sided Gaussian distribution, the theoretical mean square error with the proposed method is approximately 2.75 times lower than that of its counterpart without compensation; this implies better reconstruction of presteered RF data can be achieved with the proposed method. The simulation results showed that the main lobe is improved, and the sidelobe and grating-lobe levels in both the lateral and elevation directions were improved by 11.73 and 19.12 dB, respectively, while the peak signal-to-noise ratios improved by 6-9 dB with the proposed method. The contrast-to-noise ratios also are enhanced by 0.5 dB when using the proposed method. Analog circuits are presented to demonstrate that this novel compensation method can be realized in practice. The reduction of cables and analog-to-digital converters are about seven-fold compared to fully sampled 2-D array systems as 4 by 4 channels are grouped for the proposed method as well.
二维数组的发展主要问题之一是由于需要大量的元件而导致的系统复杂性高。二维数组系统的系统复杂性高。微波束形成(MBF)方法已被提出以降低系统复杂性;然而,MBF 方法的失真,如后波束形成过程中的聚焦误差,导致主瓣展宽,并增加旁瓣和栅瓣电平,这一起降低了图像质量。由于可以在数字后端从 MBF 数据估计预导向射频(RF)数据,因此可以进行更好的后波束形成,并获得更高的图像质量。在本文中,提出了一种补偿方法,通过利用附加的字头和补偿因子,从 MBF 数据估计预导向 RF 数据。补偿因子和字头在探头前端估计,然后应用于后端数字系统,以重建所需的预导向 RF 数据。由于 MBF 误差的绝对值被建模为单边高斯分布,因此与无补偿的方法相比,所提出的方法的理论均方误差大约低 2.75 倍;这意味着可以通过所提出的方法更好地重建预导向 RF 数据。仿真结果表明,所提出的方法改善了主瓣,并且在横向和纵向方向上的旁瓣和栅瓣电平分别提高了 11.73dB 和 19.12dB,同时峰值信噪比提高了 6-9dB。使用所提出的方法还可以提高对比度噪声比约 0.5dB。提出了模拟电路以证明这种新颖的补偿方法可以在实际中实现。与完全采样的二维数组系统相比,所提出的方法减少了约七倍的电缆和模数转换器,因为 4x4 个通道被分组。