Zhao Hongzhi, Gu Xuejun, Jiang Huabei
Department of Biomedical Engineering, University of Florida, Gainesville, Florida 32611, USA.
Med Phys. 2005 Aug;32(8):2659-64. doi: 10.1118/1.1990287.
We present a detailed experimental study to evaluate our finite element based nonlinear reconstruction algorithm for recovery of acoustic properties in heterogeneous scattering media. Using a circularly scanning ultrasound system at 500 KHz, tissue phantom experiments were performed to study spatial resolution and contrast issues in model-based ultrasound tomography. Our results show that both acoustic attenuation and speed images can be quantitatively reconstructed in terms of the location, size, shape, and acoustic property value of the target when different contrast levels between the target and background were used. We also demonstrate that a high contrast target as small as 3 mm in diameter can be quantitatively resolved with our acoustic speed and attenuation images.
我们进行了一项详细的实验研究,以评估基于有限元的非线性重建算法,用于在异质散射介质中恢复声学特性。使用500kHz的圆形扫描超声系统,进行了组织仿体实验,以研究基于模型的超声层析成像中的空间分辨率和对比度问题。我们的结果表明,当目标与背景之间使用不同的对比度水平时,可以根据目标的位置、大小、形状和声学特性值对声衰减和速度图像进行定量重建。我们还证明,直径小至3mm的高对比度目标可以通过我们的声速和衰减图像进行定量分辨。