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Fusion of X-ray and geometrical data in computed tomography for nondestructive testing applications

机译:用于无损检测应用的计算机断层扫描中的X射线和几何数据的融合

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X-ray computed tomography (CT) is widely used in nondestructive testing (NDT) techniques. While in medical imaging, classical methods based on backprojection (BP) or algebraic reconstruction techniques (ART) are satisfactory, in NDT applications, data acquisition constraints are such that these methods do not give satisfactory results. There is then a need for extra information and other kinds of data. In this paper, we consider an X-ray CT image reconstruction problem using two different kind of data: classical X-ray radiographic data and geometrical information and propose new methods based on regularization and Bayesian estimation for this data fusion problem. We use two kinds of geometrical information: partial knowledge of values in some regions and partial knowledge of the edges of other regions. We show the advantages of using such information on increasing the quality of reconstructions in a NDT application of wide layered shape (sandwich) structures. We also show results to analyze the effects of errors in these data on the reconstruction results.
机译:X射线计算机断层扫描(CT)广泛应用于非破坏性测试(NDT)技术。虽然在医学成像中,基于反射(BP)或代数重建技术(ART)的古典方法是令人满意的,在NDT应用中,数据采集约束是这些方法不给出令人满意的结果。然后需要额外信息和其他类型的数据。在本文中,我们考虑使用两种不同类型的数据:古典X射线放射线数据和几何信息的X射线CT图像重建问题,并基于对该数据融合问题的正则化和贝叶斯估计提出新方法。我们使用两种几何信息:部分地区的数值知识和其他地区边缘的部分知识。我们展示了使用这些信息提高了宽分层形状(夹层)结构的NDT应用中的重建质量的优点。我们还显示出现结果,以分析这些数据对重建结果的错误的影响。

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