Image reconstruction method for a computed tomography apparatus
First Claim
1. A method for reconstructing an image of an examination subject in a 3D-spherical coordinate system comprising a plurality of φ
- -planes in an x-ray computed tomography system, comprising the steps of;
conducting a spiral scan of an examination subject by rotating an x-ray beam, having an x-ray beam geometry, around a measurement field in which the examination subject is disposed, said x-ray beam proceeding through a plurality of projections from a plurality of successive focus point locations, said measurement field having a measurement field radius;
detecting x-rays from said x-ray beam attenuated by said examination subject during said spiral scan, said radiation detector producing detector values dependent on the x-rays incident thereon;
conducting line integrations along a plurality of lines over data derived from said detector values to obtain intermediate data;
for each of said φ
-planes, calculating 3D radon values representing plane integrals of integration planes containing said straight lines from said intermediate data for a sub-volume of interest defined only for a respective φ
-plane and limiting said sub-volume of interest by said measurement field radius and by respective curved surfaces defined by a locus of a straight line proceeding perpendicularly to said respective φ
-plane and proceeding from said focus point locations positioned on a spiral segment of said spiral scan.
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Abstract
An exact image reconstruction method for computed tomography allows the reconstruction of a sub-volume of interest in a long subject from cone beam or pyramid beam CT data using a spiral focus path. A two-stage reconstruction process is utilized that, by line integration over the detector, first calculates 3D radon values of a sub-volume of interest defined only for the respective φ-plane for each φ-plane of a 3D spherical coordinate system. For each φ-plane, the sub-volume of interest is limited toward the exterior by the radius of the measurement field and is upwardly and downwardly limited by curved surfaces that arise by the locus of a straight line perpendicular to the φ-plane under consideration proceeding to each focus point of a spiral segment.
42 Citations
5 Claims
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1. A method for reconstructing an image of an examination subject in a 3D-spherical coordinate system comprising a plurality of φ
- -planes in an x-ray computed tomography system, comprising the steps of;
conducting a spiral scan of an examination subject by rotating an x-ray beam, having an x-ray beam geometry, around a measurement field in which the examination subject is disposed, said x-ray beam proceeding through a plurality of projections from a plurality of successive focus point locations, said measurement field having a measurement field radius; detecting x-rays from said x-ray beam attenuated by said examination subject during said spiral scan, said radiation detector producing detector values dependent on the x-rays incident thereon; conducting line integrations along a plurality of lines over data derived from said detector values to obtain intermediate data; for each of said φ
-planes, calculating 3D radon values representing plane integrals of integration planes containing said straight lines from said intermediate data for a sub-volume of interest defined only for a respective φ
-plane and limiting said sub-volume of interest by said measurement field radius and by respective curved surfaces defined by a locus of a straight line proceeding perpendicularly to said respective φ
-plane and proceeding from said focus point locations positioned on a spiral segment of said spiral scan. - View Dependent Claims (2, 3, 4, 5)
- -planes in an x-ray computed tomography system, comprising the steps of;
Specification