Cheriet F, Meunier J
Université de Montréal, Département d'informatique et de recherche opérationnelle, Montréal, Canada.
Comput Med Imaging Graph. 1999 May-Jun;23(3):133-41. doi: 10.1016/s0895-6111(99)00006-3.
The purpose of this paper is to elaborate a three dimensional (3D) reconstruction method, using biplane X-ray angiograms acquired daily by the clinician, without any special calibration procedure during the X-ray examination. The absolute geometry of the X-ray imaging system is determined by an iterative procedure based on the minimization of the mean square distance between observed and analytical projections of a set of reference points identified by the clinician on the simultaneous pair of images. Once the geometry of the imaging system is found the 3D structure of interest is retrieved from classical methods of binocular stereovision. This 3D information is a prerequisite for an accurate evaluation of the degree of severity of a vascular structure or motion anomaly and therefore, for establishing an appropriate diagnosis. The proposed 3D reconstruction method is validated on synthetic and real data and is shown to perform robustly and accurately in the presence of noise. The method should be particularly useful in clinical applications as it needs very little intervention from the clinician.
本文的目的是阐述一种三维(3D)重建方法,该方法使用临床医生每日获取的双平面X射线血管造影图像,在X射线检查过程中无需任何特殊校准程序。X射线成像系统的绝对几何形状通过迭代程序确定,该程序基于临床医生在同步的一对图像上识别出的一组参考点的观察投影与分析投影之间的均方距离最小化。一旦找到成像系统的几何形状,就可以从经典的双目立体视觉方法中检索出感兴趣的3D结构。此3D信息是准确评估血管结构或运动异常严重程度的先决条件,因此也是建立适当诊断的先决条件。所提出的3D重建方法在合成数据和真实数据上得到了验证,并且在存在噪声的情况下表现出强大且准确的性能。该方法在临床应用中应该特别有用,因为它几乎不需要临床医生的干预。