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Photoacoustic Imaging using Combination of Eigenspace-Based Minimum Variance and Delay-Multiply-and-Sum Beamformers: Simulation Study

机译:基于特征空间最小值组合的光声成像   方差和延迟乘和波束形成器:仿真研究

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摘要

Delay and Sum (DAS), as the most common beamforming algorithm inPhotoacoustic Imaging (PAI), having a simple implementation, results in alow-quality image. Delay Multiply and Sum (DMAS) was introduced to improve thequality of the reconstructed images using DAS. However, the resolutionimprovement is now well enough compared to high resolution adaptivereconstruction methods such as Eigenspace- Based Minimum Variance (EIBMV). Weproposed to integrate the EIBMV inside the DMAS formula by replacing theexisting DAS algebra inside the expansion of DMAS, called EIBMV-DMAS. It isshown that EIBMV-DMAS outperforms DMAS in the terms of levels of sidelobes andwidth of mainlobe significantly. For instance, at the depth of 35 mm,EIBMV-DMAS outperforms DMAS and EIBMV in the term of sidelobes for about 108dB, 98 dB and 44 dB compared to DAS, DMAS, and EIBMV, respectively. Thequantitative comparison has been conducted using Full-Width-Half-Maximum (FWHM)and Signal-to-Noise Ratio (SNR), and it was shown that EIBMV-DMAS reduces theFWHM about 1.65 mm and improves the SNR about 15 dB, compared to DMAS.
机译:延迟和和(DAS)作为光声成像(PAI)中最常见的波束形成算法,实现起来很简单,导致图像质量较低。引入延迟乘法和和(DMAS)来提高使用DAS重建图像的质量。然而,与诸如基于本征空间的最小方差(EIBMV)之类的高分辨率自适应重建方法相比,现在的分辨率改进已经足够好。我们建议通过替换DMAS扩展中现有的DAS代数EIBMV-DMAS来将EIBMV集成到DMAS公式中。结果表明,就旁瓣水平和主瓣宽度而言,EIBMV-DMAS明显优于DMAS。例如,在35毫米的深度上,与DAS,DMAS和EIBMV相比,在旁瓣方面,EIBMV-DMAS的性能分别要高出DMAS和EIBMV约108dB,98 dB和44 dB。使用全宽半最大(FWHM)和信噪比(SNR)进行了定量比较,结果表明,与之相比,EIBMV-DMAS将FWHM降低了约1.65 mm,并将SNR提高了约15 dB。 DMAS。

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