Segmentation of Cardiac Chambers in 2D Echocardiographic Images by Using a New Atlas-Based Deformable Model

M. Saadatmand, Elham Fathipour, Alireza Noei Sarcheshmeh
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Abstract

Cardiovascular diseases (CVDs) are considered as the main reason of mortality around the world. Echocardiography is the most common imaging modality for diagnosis or treatment follow-up of CVDs. However, because of speckle-noise corruption and low resolution, segmentation of heart chambers in echo-images is a challenging endeavor. We previously proposed a probabilistic atlas as a prior model for the heart chambers in echo-images. In this paper, we propose a new active contour for the segmentation of cardiac chambers by using that digital atlas. Our deformable model effectively combines the global and local (patch-based) region-based energy functionals. Also, to extract all the cardiac chambers, we determine four active contours in every echo-image (one contour for each chamber in the four-chamber view). For simultaneously evolving all the curves, a coupling term is also added to the energy functional. Finally, the evolution equation of each active contour is computed through the Euler-Lagrange equation. Experimental results demonstrate that our method provides accurate solutions compared to expert delineations.
一种新的基于阿特拉斯的可变形模型在二维超声心动图图像中分割心室
心血管疾病(cvd)被认为是世界范围内死亡的主要原因。超声心动图是心血管疾病诊断或治疗随访中最常用的成像方式。然而,由于斑点噪声的破坏和低分辨率,回声图像中心室的分割是一个具有挑战性的工作。我们之前提出了一个概率图谱作为超声图像中心室的先验模型。在本文中,我们提出了一种新的活动轮廓线,用于分割心脏室的数字图谱。我们的可变形模型有效地结合了全局和局部(基于补丁的)基于区域的能量函数。此外,为了提取所有的心室,我们在每个回声图像中确定四个活动轮廓(在四腔视图中每个心室一个轮廓)。对于同时演化的所有曲线,还在能量泛函中加入了耦合项。最后,利用欧拉-拉格朗日方程计算各活动轮廓的演化方程。实验结果表明,与专家描述相比,我们的方法提供了准确的解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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