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Three-dimensional reconstruction and NURBS-based structured meshing of coronary arteries from the conventional X-ray angiography projection images

机译:常规X射线血管造影投影图像对冠状动脉的三维重建和基于NURBS的结构化网格划分

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摘要

Despite its two-dimensional nature, X-ray angiography (XRA) has served as the gold standard imaging technique in the interventional cardiology for over five decades. Accordingly, demands for tools that could increase efficiency of the XRA procedure for the quantitative analysis of coronary arteries (CA) are constantly increasing. The aim of this study was to propose a novel procedure for three-dimensional modeling of CA from uncalibrated XRA projections. A comprehensive mathematical model of the image formation was developed and used with a robust genetic algorithm optimizer to determine the calibration parameters across XRA views. The frames correspondences between XRA acquisitions were found using a partial-matching approach. Using the same matching method, an efficient procedure for vessel centerline reconstruction was developed. Finally, the problem of meshing complex CA trees was simplified to independent reconstruction and meshing of connected branches using the proposed nonuniform rational B-spline (NURBS)-based method. Because it enables structured quadrilateral and hexahedral meshing, our method is suitable for the subsequent computational modelling of CA physiology (i.e. coronary blood flow, fractional flow reverse, virtual stenting and plaque progression). Extensive validations using digital, physical, and clinical datasets showed competitive performances and potential for further application on a wider scale.
机译:尽管具有二维性质,但X射线血管造影(XRA)在过去的几十年中一直是介入心脏病学的金标准成像技术。因此,对可以增加用于冠状动脉(CA)定量分析的XRA程序效率的工具的需求正在不断增加。这项研究的目的是提出一种从未校准的XRA投影对CA进行三维建模的新颖方法。开发了图像形成的综合数学模型,并将其与强大的遗传算法优化器一起使用,以确定跨XRA视图的校准参数。 XRA采集之间的帧对应关系是使用部分匹配方法找到的。使用相同的匹配方法,开发了一种有效的血管中心线重建程序。最后,使用提出的基于非均匀有理B样条(NURBS)的方法,将复杂CA树的网格化问题简化为独立重建和连接分支的网格化。因为它可以进行结构化的四边形和六面体网格划分,所以我们的方法适用于CA生理学的后续计算建模(即冠状动脉血流,反向血流,虚拟支架置入和斑块进展)。使用数字,物理和临床数据集进行的广泛验证显示出具有竞争力的性能,并有潜力在更广泛的范围内进一步应用。

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