纵向超声波在均匀和分层介质中传播和传输的快速场模拟方法

Xiangtao Yin, Shiwei Zhou, J. Petruzzello
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引用次数: 0

摘要

本文提出了一种基于Rayleigh-Sommerfeld积分的快速声场模拟方法。改进的求和方案以均匀的大片分割源孔径,而不是简单的源,既减少了源场相互作用对的数量,又重用了单个源片的波束方向性,优于传统的基于简单源的方法。这种改进的方案,连同斯涅尔定律,也可以促进波在层状介质中的传输模拟。利用单波长尺寸贴片的快速方法,计算出圆形活塞和球形帽换能器的轴向和横向强度分布,计算速度比传统方法快至少20倍,并且在近场和远场保持了数值精度,其理论对应值的均方根误差(RMSE)分别为2%和5%。模拟组织介质中透射波束的数值算例进一步验证了该方法的有效性和准确性。与传统方法相比,改进方案的计算时间提高了至少4倍,均方根误差不超过5%。快速声场模拟方法可用于超声治疗应用中的换能器设计和波束形成研究,以及其他对声场模拟传输效率要求很高的场景。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
P5E-9 A Fast Field Simulation Method for Longitudinal Ultrasound Wave Propagation and Transmission in Homogeneous and Layered Media
A fast Rayleigh-Sommerfeld integral-based method was presented in this paper to speed up acoustic field simulation using a modified summation scheme. Partitioning source aperture with uniform large patches instead of simple sources, the modified summation scheme outperformed the conventional simple source based approach by both reducing the number of source-field interaction pairs and reusing the beam directivity of a single source patch. This modified scheme, along with Snell's law, could also facilitate wave transmission simulation in layered media. Using the fast method with patches of one wavelength dimension, the axial and lateral intensity distribution of a circular piston and a spherical cap transducer were calculated at least 20 times faster than did the conventional approach and retained numerical accuracy in near and far fields, with 2% and 5% root mean square error (RMSE) of their theoretical counterparts, respectively. Numerical examples of transmitted beam in a tissue-mimicking medium further demonstrated the efficiency and accuracy of the method. The modified scheme achieved at least 4 times computational time speed-up and had no more than 5% RMSE in comparison with the conventional approach. The fast field simulation method should be useful in transducer design and beam-forming investigation in therapeutic ultrasound applications and other scenarios where efficiency of transmitting acoustic field simulations is critical.
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