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Tomographic Reconstruction of the Small-Angle X-Ray Scattering Tensor with Filtered Back Projection

Jisoo Kim, Daniël M. Pelt, Matias Kagias, Marco Stampanoni, Kees Joost Batenburg, Federica Marone

2022Physical Review Applied11 citationsDOIOpen Access PDF

Abstract

Small-angle x-ray scattering tensor tomography provides three-dimensional information on the unresolved material anisotropic microarchitecture, which can be hundreds of times smaller than an image pixel. We develop a direct filtered back-projection method based on algebraic filters that enables rapid tensor-tomographic reconstructions and is a few orders of magnitude faster compared to established techniques, given the same computational resources. We demonstrate the accuracy of the method on experimental data for a fiber-reinforced material sample. The achieved acceleration may pave the way toward the investigation of multiple large samples as well as rapid control and feedback during in situ tensor-tomographic experiments, opening perspectives for the understanding of the fundamental link between functional material properties and microarchitecture.

Topics & Concepts

Tensor (intrinsic definition)Projection (relational algebra)Tomographic reconstructionTomographyScatteringIterative reconstructionOpticsComputer sciencePhysicsGeometryComputer visionMathematicsAlgorithmMedical Imaging Techniques and ApplicationsAdvanced X-ray Imaging TechniquesComposite Material Mechanics
Tomographic Reconstruction of the Small-Angle X-Ray Scattering Tensor with Filtered Back Projection | Litcius