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3D estimation of soft biological tissue deformation from radio-frequency ultrasound volume acquisitions.

机译:从射频超声体积采集中获得3D估算的软生物组织变形。

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摘要

The current research and development of 2D (matrix-shaped) transducer arrays to acquire 3D ultrasound data sets provides new insights into medical ultrasound applications and in particular into elastography. Until very recently, tissue strain estimation techniques commonly used in elastography were mainly 1D or 2D methods. In this paper, a 3D technique estimating biological soft tissue deformation under load from ultrasound radiofrequency volume acquisitions is introduced. This method locally computes axial strains, while considering lateral and elevational motions. Optimal deformation parameters are estimated as those maximizing a similarity criterion, defined as the normalized correlation coefficient, between an initial region and its deformed version, when the latter is compensated for according to these parameters. The performance of our algorithm was assessed with numerical data reproducing the configuration of breast cancer, as well as a physical phantom mimicking a pressure ulcer. Simulation results show that the estimated strain fields are very close to the theoretical values, perfectly discriminating between the harder lesion and the surrounding medium. Experimental strain images of the physical phantom demonstrated the different structures of the medium, even though they are not all detectable on the ultrasound scans. Finally, both simulated and experimental results demonstrate the ability of our algorithm to provide good-quality elastograms, even in the conditions of significant out-of-plane motion.
机译:用于采集3D超声数据集的2D(矩阵形)换能器阵列的当前研究与开发为医学超声应用,尤其是弹性成像提供了新的见解。直到最近,弹性成像中常用的组织应变估计技术主要还是一维或二维方法。在本文中,介绍了一种3D技术,该技术通过超声射频量采集来估算负载下的生物软组织变形。该方法在考虑横向和仰角运动的同时局部计算轴向应变。最佳变形参数估计为最大化初始区域与其变形版本之间的相似度标准(定义为归一化相关系数)的那些参数,当根据这些变形参数对变形版本进行补偿时。我们的算法的性能是通过数值数据来评估的,该数值数据再现了乳腺癌的构造以及模仿压疮的物理模型。仿真结果表明,估计的应变场非常接近理论值,可以完美地区分较硬的病变和周围的介质。物理体模的实验应变图像显示了介质的不同结构,即使在超声扫描中并非全部可以检测到。最后,仿真结果和实验结果都证明了即使在明显的平面外运动的情况下,我们的算法也能够提供高质量的弹性图。

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