论文标题

通过合成方法的分析,允许从临床QCT中准确对皮质骨厚度的空间建模

An Analysis by Synthesis Method that Allows Accurate Spatial Modeling of Thickness of Cortical Bone from Clinical QCT

论文作者

Reinhold, Stefan, Damm, Timo, Büsse, Sebastian, Gorb, Stanislav N., Glüer, Claus-C., Koch, Reinhard

论文摘要

骨质疏松症是一种骨骼疾病,由于皮质和小梁骨的强度降低而导致骨折风险增加。即使使用最先进的非侵入性评估方法,诊断率仍然很高。定量计算机断层扫描(QCT)允许对皮质骨的选择性分析,但是临床QCT的低空间分辨率导致对皮质骨(CT.TH)和骨强度的厚度高估。 我们提出了一种基于模型的新型,自动图像分析方法,该方法允许从临床QCT中精确地对皮质骨的厚度分布进行准确的空间建模。在通过合成分析(ABS)的方式中,从概率骨模型中合成随机扫描,使用最大的A-posteriori方法估算了最佳模型参数。通过利用平面内和平面外点扩散功能的不同特征,提出的方法可以评估皮质厚度的空间分布。 该方法在11个尸体人椎骨上进行了评估,该方法通过临床QCT扫描,并使用标准方法和ABS进行了分析,均与高分辨率外周QCT(HR-PQCT)作为金标准进行了分析。而基于标准QCT的测量值高估了CT.TH。乘以560%,与黄金标准($ r^2 = 0.20,\,p = 0.169 $)没有显着相关性,提出的方法消除了高估,并显示出与金标准的显着紧密相关($ r^2 = 0.98,\,\,\,p <0.0001 $)均低于10%。

Osteoporosis is a skeletal disorder that leads to increased fracture risk due to decreased strength of cortical and trabecular bone. Even with state-of-the-art non-invasive assessment methods there is still a high underdiagnosis rate. Quantitative computed tomography (QCT) permits the selective analysis of cortical bone, however the low spatial resolution of clinical QCT leads to an overestimation of the thickness of cortical bone (Ct.Th) and bone strength. We propose a novel, model based, fully automatic image analysis method that allows accurate spatial modeling of the thickness distribution of cortical bone from clinical QCT. In an analysis-by-synthesis (AbS) fashion a stochastic scan is synthesized from a probabilistic bone model, the optimal model parameters are estimated using a maximum a-posteriori approach. By exploiting the different characteristics of in-plane and out-of-plane point spread functions of CT scanners the proposed method is able assess the spatial distribution of cortical thickness. The method was evaluated on eleven cadaveric human vertebrae, scanned by clinical QCT and analyzed using standard methods and AbS, both compared to high resolution peripheral QCT (HR-pQCT) as gold standard. While standard QCT based measurements overestimated Ct.Th. by 560% and did not show significant correlation with the gold standard ($r^2 = 0.20,\, p = 0.169$) the proposed method eliminated the overestimation and showed a significant tight correlation with the gold standard ($r^2 = 0.98,\, p < 0.0001$) a root mean square error below 10%.

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