Laboratory on Cardiovascular Imaging and Dynamics, University of Leuven (KU Leuven), 3000 Leuven, Belgium.
IEEE Trans Med Imaging. 2013 Feb;32(2):449-59. doi: 10.1109/TMI.2012.2230114. Epub 2012 Nov 27.
Despite the availability of multiple solutions for assessing myocardial strain by ultrasound, little is currently known about the relative performance of the different methods. In this study, we sought to contrast two strain estimation techniques directly (speckle tracking and elastic registration) in an in vivo setting by comparing both to a gold standard reference measurement. In five open-chest sheep instrumented with ultrasonic microcrystals, 2-D images were acquired with a GE Vivid7 ultrasound system. Radial (ε(RR)), longitudinal (ε(LL)), and circumferential strain (ε(CC)) were estimated during four inotropic stages: at rest, during esmolol and dobutamine infusion, and during acute ischemia. The correlation of the end-systolic strain values of a well-validated speckle tracking approach and an elastic registration method against sonomicrometry were comparable for ε(LL) ( r=0.70 versus r=0.61, respectively; p=0.32) and ε(CC) ( r=0.73 versus r=0.80 respectively; p=0.31). However, the elastic registration method performed considerably better for ε(RR) ( r=0.64 versus r=0.85 respectively; p=0.09). Moreover, the bias and limits of agreement with respect to the reference strain estimates were statistically significantly smaller in this direction . This could be related to regularization which is imposed during the motion estimation process as opposed to an a posteriori regularization step in the speckle tracking method. Whether one method outperforms the other in detecting dysfunctional regions remains the topic of future research.
尽管有多种超声评估心肌应变的解决方案,但目前对于不同方法的相对性能知之甚少。在这项研究中,我们试图通过将两种应变估计技术(斑点追踪和弹性配准)直接进行对比,通过与金标准参考测量进行比较,来确定它们在体内环境下的性能。在五只开胸绵羊模型中,使用超声微晶体进行仪器测量,使用 GE Vivid7 超声系统获取二维图像。在 4 个变力阶段(休息时、接受艾司洛尔和多巴酚丁胺输注时以及急性缺血时),分别估计径向应变(ε(RR))、纵向应变(ε(LL))和周向应变(ε(CC))。斑点追踪方法和弹性配准方法的收缩末期应变值与超声心动图测径术的相关性,对于ε(LL)(r=0.70 与 r=0.61,p=0.32)和 ε(CC)(r=0.73 与 r=0.80,p=0.31)来说是相似的。然而,对于 ε(RR)(r=0.64 与 r=0.85,p=0.09),弹性配准方法的性能明显更好。此外,在该方向上,相对于参考应变估计的偏差和一致性界限在统计学上显著更小。这可能与运动估计过程中施加的正则化有关,而不是斑点追踪方法中的后验正则化步骤。一种方法是否比另一种方法在检测功能障碍区域方面表现更好,这仍然是未来研究的主题。