Patil Abhay V, Krouskop Thomas A, Ophir Jonathan, Srinivasan Seshadri
University of Texas Medical School, Department of Diagnostic and Interventional Imaging, Ultrasonics Laboratory, Houston, TX, USA.
Ultrasound Med Biol. 2008 Jul;34(7):1129-38. doi: 10.1016/j.ultrasmedbio.2007.12.007. Epub 2008 Mar 14.
In this work, we introduced an elastographic simulation framework, which estimates upper bounds on elastographic image quality by accounting for three-dimensional (3D) tissue motion and the 3D nature of the ultrasound beam. For the boundary conditions and the range of applied strains considered in this study, it was observed that for applied strains smaller than 0.7%, fast two-dimensional (2D) simulations and 3D simulations predicted similar upper bounds on elastographic signal-to-noise (SNR(e)) and contrast-to-noise ratios (CNR(e)); however, for applied strains greater than 0.7%, the predictions by 2D simulations grossly overestimated the achievable results when compared with upper bound results from 3D simulations. It was also found that linear increments in the elevational-to-lateral beamwidth ratio (beam ratio) resulted in nonlinear degradation in the achievable upper bounds on elastographic signal-to-noise ratio. For the modulus contrast ratio of ten between the target and the background, the peak difference in the prediction of contrast-to-noise by 2D and 3D simulations was approximately 10 dB, whereas, for modulus contrast ratio of 1.5, the peak difference increased to approximately 30 dB. No significant difference was observed between the spatial resolution predicted by 2D and 3D simulations; however, increase in beam ratio resulted in decrease in target detectability, especially at lower modulus contrast ratios.
在这项工作中,我们引入了一个弹性成像模拟框架,该框架通过考虑三维(3D)组织运动和超声束的三维特性来估计弹性成像图像质量的上限。对于本研究中考虑的边界条件和施加应变的范围,观察到对于小于0.7%的施加应变,快速二维(2D)模拟和3D模拟预测的弹性成像信噪比(SNR(e))和对比度噪声比(CNR(e))的上限相似;然而,对于大于0.7%的施加应变,与3D模拟的上限结果相比,2D模拟的预测严重高估了可实现的结果。还发现,仰角与横向波束宽度比(波束比)的线性增加会导致弹性成像信噪比可实现上限的非线性下降。对于目标与背景之间的模量对比度为十的情况,2D和3D模拟预测的对比度噪声的峰值差异约为10 dB,而对于模量对比度为1.5的情况,峰值差异增加到约30 dB。2D和3D模拟预测的空间分辨率之间未观察到显著差异;然而,波束比的增加导致目标可检测性降低,尤其是在较低的模量对比度下。