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Analysis Of A Deconvolution-Based Information Retrieval Algorithm In X-Ray Grating-Based Phase-Contrast Imaging

机译:基于X射线光栅的相衬成像中基于反卷积的信息检索算法的分析

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Grating-based X-ray phase-contrast imaging is a promising imaging modality to increase soft tissue contrast in comparison to conventional attenuation-based radiography. Complementary and otherwise inaccessible information is provided by the dark-field image, which shows the sub-pixel size granularity of the measured object. This could especially turn out to be useful in mammography, where tumourous tissue is connected with the presence of supertiny microcalcifications. In addition to the well-established image reconstruction process, an analysis method was introduced by Mod-regger, which is based on deconvolution of the underlying scattering distribution within a single pixel revealing information about the sample. Subsequently, the different contrast modalities can be calculated with the scattering distribution. The method already proved to deliver additional information in the higher moments of the scattering distribution and possibly reaches better image quality with respect to an increased contrast-to-noise ratio. Several measurements were carried out using melamine foams as phantoms. We analysed the dependency of the deconvolution-based method with respect to the dark-field image on different parameters such as dose, number of iterations of the iterative deconvolution-algorithm and dark-field signal. A disagreement was found in the reconstructed dark-field values between the FFT method and the iterative method. Usage of the resulting characteristics might be helpful in future applications.
机译:与传统的基于衰减的射线照相相比,基于光栅的X射线相衬成像是一种有希望的成像方式,可以增加软组织的对比度。暗场图像提供了补充信息,否则无法访问,该信息显示了被测对象的子像素大小粒度。事实证明,这在乳腺X线摄影中特别有用,在X线摄影中,肿瘤组织与超微钙化的存在相关。除了完善的图像重建过程外,Mod-regger还引入了一种分析方法,该方法基于对单个像素内的基本散射分布进行反卷积,从而揭示有关样本的信息。随后,可以利用散射分布来计算不同的对比度模态。该方法已被证明可以在较高的散射分布时刻提供附加信息,并且相对于提高的对比度噪声比,可能会达到更好的图像质量。使用三聚氰胺泡沫体模进行了几次测量。我们分析了基于反卷积的方法相对于暗场图像在不同参数(例如剂量,迭代反卷积算法的迭代次数和暗场信号)上的依赖性。在FFT方法和迭代方法之间的重构暗场值中发现了分歧。所得特性的使用可能对将来的应用有所帮助。

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