二维超声稀疏阵列中自由运动单元的优化

B. Diarra, M. Robini, Emmanuel Roux, H. Liebgott, C. Cachard, P. Tortoli
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引用次数: 2

摘要

非网格稀疏阵列技术是克服二维矩阵阵列连接困难和部分补偿单元数减少带来的能量损失的一种很有前途的方法。该方法不依赖于空间采样条件,与模拟退火算法相结合,可以显著改善光束方向图。但是,在该方法的上一个版本中,在优化过程中不能改变元素的位置。为了进一步增加自由度,从而提高优化性能,我们提出了一种元件位置和apodiization都可以修改的新策略。这种新方法由于更好地分布了阵列上的元素,从而提高了灵敏度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization of free-moving elements in 2D ultrasound sparse arrays
The non-grid sparse array technique is a promising approach to overcome the connection difficulties of 2D matrix arrays and to partially compensate the energy loss linked to the element number reduction. Being independent from the spatial sampling conditions, this method leads to a significant improvement of the beam pattern when combined to the simulated annealing algorithm. However, in the previous version of this method, the position of the elements cannot be changed during the optimization. In order to add a further degree of freedom and thus to improve the optimization performance, we propose a new strategy in which both element position and apodization can be modified. This new approach improves the sensitivity thanks to a better distribution of the elements on the array footprint.
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