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A modified cylindrical coordinate system for the geometric analysis of abdominal aortic aneurysms

机译:一种改进的圆柱坐标系,用于腹主动脉瘤的几何分析

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Surgical repair of abdominal aortic aneurysms (AAA) is associated with a considerable mortality rate, thus making less invasive therapies appealing. One of the more popular therapies is the placement of an endovascular prosthesis [1]. Its function is to maintain vessel patency while attenuating the load on the AAA wall. To avoid dislodgment and migration, it is very important that the prosthesis be appropriately sized [2]. The designer must take into account the variety of shapes to which theprosthesis must conform, and the clinician must take care to select an appropriate length. We have developed a finite element based technique which can be used for the geometric analysis of AAA [3]. The technique requires the description of the AAA in acylindrical coordinate system whose z-axis passes cleanly through the inside of the AAA. For a highly tortuous AAA, such an axis may not exist, rendering the mapping until recently impossible. We present a modified cylindrical coordinate system for the 3D geometric analysis of highly tortuous AAA. The method offers the additional capability for determining AAA length, which is critical to the selection of endovascular prosthesis sizing.
机译:腹主动脉瘤(AAA)的手术修复与具有相当大的死亡率相关,从而使侵入性疗法减少吸引力。一个更受欢迎的疗法之一是血管内假体的放置[1]。其功能是保持血管通畅,同时衰减AAA墙壁上的负荷。为了避免脱位和迁移,假体适当大小的假体非常重要[2]。设计师必须考虑到假期必须符合的各种形状,并且临床医生必须注意选择适当的长度。我们开发了一种基于有限元的技术,可用于AAA [3]的几何分析。该技术需要描述Z轴通过AAA内部干净地穿过的矛盾坐标系中AAA。对于高度曲折的AAA,这种轴可能不存在,渲染映射到最近不可能。我们为高度曲折AAA的3D几何分析提供了一种改进的圆柱坐标系。该方法提供了用于确定AAA长度的额外能力,这对于选择血管内假体尺寸至关重要。

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