Enhanced Ultrasound Image Formation with Computationally Efficient Cross-Angular Delay Multiply and Sum Beamforming

Cameron A. B. Smith, Matthieu Toulemonde, Marcelo Lerendegui, Kai Riemer, Dina Malounda, Peter D. Weinberg, Mikhail G. Shapiro, Meng-Xing Tang
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Abstract

Ultrasound imaging is a valuable clinical tool. It is commonly achieved using the delay and sum beamformer algorithm, which takes the signals received by an array of sensors and generates an image estimating the spatial distribution of the signal sources. This algorithm, while computationally efficient, has limited resolution and suffers from high side lobes. Nonlinear processing has proven to be an effective way to enhance the image quality produced by beamforming in a computationally efficient manner. In this work, we describe a new beamforming algorithm called Cross-Angular Delay Multiply and Sum, which takes advantage of nonlinear compounding to enhance contrast and resolution. This is then implemented with a mathematical reformulation to produce images with tighter point spread functions and enhanced contrast at a low computational cost. We tested this new algorithm over a range of in vitro and in vivo scenarios for both conventional B-Mode and amplitude modulation imaging, and for two types of ultrasound contrast agents, demonstrating its potential for clinical settings.
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利用计算效率高的跨角延迟倍增和波束成形技术增强超声波图像形成
超声波成像是一种宝贵的临床工具。它通常使用延迟和波束成形器算法来实现,该算法利用传感器阵列接收到的信号,生成估计信号源空间分布的图像。这种算法虽然计算效率高,但分辨率有限,而且侧叶较多。事实证明,非线性处理是一种有效的方法,能以计算效率高的方式提高波束成形产生的图像质量。在这项工作中,我们介绍了一种新的波束成形算法,称为 "交叉角延迟乘和",它利用非线性复合的优势来增强对比度和分辨率。该算法通过数学重构实现,以较低的计算成本生成点扩散函数更紧密、对比度更高的图像。我们对这种新算法进行了一系列体外和体内测试,包括传统的 B-Mode 和振幅调制成像,以及两种类型的超声造影剂,证明了它在临床应用中的潜力。
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