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3D reconstruction of ribcage geometry from biplanar radiographs using a statistical parametric model approach

机译:使用统计参数模型方法从双平面X射线照片重建胸腔几何形状的3D

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摘要

Rib cage 3D reconstruction is an important prerequisite for thoracic spine modelling, particularly for studies of the deformed thorax in adolescent idiopathic scoliosis. This study proposes a new method for rib cage 3D reconstruction from biplanar radiographs, using a statistical parametric model approach.Simplified parametric models were defined at the hierarchical levels of rib cage surface, rib midline and rib surface, and applied on a database of 86 trunks. The resulting parameter database served to statistical models learning which were used to quickly provide a first estimate of the reconstruction from identifications on both radiographs. This solution was then refined by manual adjustments in order to improve the matching between model and image. Accuracy was assessed by comparison with 29 rib cages from CT scans in terms of geometrical parameter differences and in terms of line-to-line error distance between the rib midlines. Intra and inter-observer reproducibility were determined regarding 20 scoliotic patients.The first estimate (mean reconstruction time of 2’30) was sufficient to extract the main rib cage global parameters with a 95% confidence interval lower than 7%, 8%, 2% and 4° for rib cage volume, antero-posterior and lateral maximal diameters and maximal rib hump, respectively. The mean error distance was 5.4 mm (max 35mm) down to 3.6 mm (max 24 mm) after the manual adjustment step (+3’30).The proposed method will improve developments of rib cage finite element modeling and evaluation of clinical outcomes.
机译:肋骨3D重建是进行胸椎建模的重要先决条件,尤其是对于青少年特发性脊柱侧凸中变形胸廓的研究。本研究提出了一种使用统计参数模型方法从双平面X线片重建肋骨3D的新方法,在肋骨表面,肋骨中线和肋骨表面的层次上定义了简化的参数模型,并将其应用于86个躯干的数据库中。生成的参数数据库用于统计模型学习,这些模型用于根据两个X射线照片上的识别快速提供重建的初步估计。然后通过手动调整完善此解决方案,以改善模型和图像之间的匹配。通过与来自CT扫描的29个肋骨保持架进行比较,以评估几何参数差异和肋骨中线之间的线到线误差距离,从而评估准确性。确定了20例脊柱侧弯患者的观察者内部和观察者之间的可重复性。首次估计(平均重建时间为2'30)足以提取主要肋骨笼总体参数,其95%置信区间低于7%,8%,2肋骨的容积,前后最大和外侧最大直径以及最大的驼峰分别为%和4°。在手动调整步骤(+ 3’30)后,平均误差距离从5.4毫米(最大35毫米)降低到3.6毫米(最大24毫米)。该方法将改善肋骨笼有限元建模和临床疗效评估的发展。

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