降低正交码合成孔径超声系统的复杂度

Ming Yang, Siyuan Wei, C. Chakrabarti
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引用次数: 1

摘要

本文提出了几种降低正交啁啾和正交Golay码合成孔径超声系统计算复杂度的方法。首先,我们通过选择特定信噪比增益的系统参数来最小化有效乘法次数的复杂性。所提出的方法有助于将复杂性降低约20%。接下来,我们考虑一个补偿身体运动的系统。我们首先在极域中进行计算,然后利用小邻域内运动速度场的相关性来降低运动补偿的复杂性。这些近似值以最小的性能损失将计算复杂度降低了3000。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reducing the Complexity of Orthogonal Code Based Synthetic Aperture Ultrasound System
In this paper, we propose several techniques to reduce the computation complexity of orthogonal chirp and orthogonal Golay code based synthetic aperture ultrasound systems. First, we minimize the complexity in terms of number of effective multiplications by choosing the system parameters for a specified SNR gain. The proposed method helps in reducing the complexity by about 20. Next, we consider a system that compensates for body motion. We reduce the complexity of motion compensation first by doing the calculations in polar domain, and second, by making use of the correlation in motion velocity field in a small neighborhood. These approximations reduce the computation complexity by3000 with minimal performance penalty.
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