Literature DB >> 10505867

Super-global distortion correction for a rotational C-arm x-ray image intensifier.

R R Liu1, S Rudin, D R Bednarek.   

Abstract

Image intensifier (II) distortion changes as a function of C-arm rotation angle because of changes in the orientation of the II with the earth's or other stray magnetic fields. For cone-beam computed tomography (CT), distortion correction for all angles is essential. The new super-global distortion correction consists of a model to continuously correct II distortion not only at each location in the image but for every rotational angle of the C arm. Calibration bead images were acquired with a standard C arm in 9 in. II mode. The super-global (SG) model is obtained from the single-plane global correction of the selected calibration images with given sampling angle interval. The fifth-order single-plane global corrections yielded a residual rms error of 0.20 pixels, while the SG model yielded a rms error of 0.21 pixels, a negligibly small difference. We evaluated the accuracy dependence of the SG model on various factors, such as the single-plane global fitting order, SG order, and angular sampling interval. We found that a good SG model can be obtained using a sixth-order SG polynomial fit based on the fifth-order single-plane global correction, and that a 10 degrees sampling interval was sufficient. Thus, the SG model saves processing resources and storage space. The residual errors from the mechanical errors of the x-ray system were also investigated, and found comparable with the SG residual error. Additionally, a single-plane global correction was done in the cylindrical coordinate system, and physical information about pincushion distortion and S distortion were observed and analyzed; however, this method is not recommended due to a lack of calculational efficiency. In conclusion, the SG model provides an accurate, fast, and simple correction for rotational C-arm images, which may be used for cone-beam CT.

Mesh:

Year:  1999        PMID: 10505867     DOI: 10.1118/1.598684

Source DB:  PubMed          Journal:  Med Phys        ISSN: 0094-2405            Impact factor:   4.071


  7 in total

1.  A practical global distortion correction method for an image intensifier based x-ray fluoroscopy system.

Authors:  Luis F Gutiérrez; Cengizhan Ozturk; Elliot R McVeigh; Robert J Lederman
Journal:  Med Phys       Date:  2008-03       Impact factor: 4.071

2.  Distortion, Orientation, and Translation Corrections of Tiled EMCCD Detectors for the New Solid State X-ray Image Intensifier (SSXII).

Authors:  Hidab Hamwi; Joseph W Lee; Kenneth R Hoffmann; Stephen Rudin; Aleksandr Verevkin
Journal:  Proc SPIE Int Soc Opt Eng       Date:  2008

3.  Geometric calibration and correction for a lens-coupled detector in x-ray phase-contrast imaging.

Authors:  Alex George; Peter Y Chen; Alejandro Morales-Martinez; Alireza Panna; Andrew A Gomella; Eric E Bennett; Han Wen
Journal:  J Med Imaging (Bellingham)       Date:  2017-03-24

4.  Influence of multi-angle input of intraoperative fluoroscopic images on the spatial positioning accuracy of the C-arm calibration-based algorithm of a CAOS system.

Authors:  Xiangqian Chen; Yu Wang; Gang Zhu; Weijun Zhang; Gang Zhou; Yubo Fan
Journal:  Med Biol Eng Comput       Date:  2020-01-09       Impact factor: 2.602

5.  Hierarchical radial basis function networks and local polynomial un-warping for X-ray image intensifier distortion correction: a comparison with global techniques.

Authors:  P Cerveri; C Forlani; A Pedotti; G Ferrigno
Journal:  Med Biol Eng Comput       Date:  2003-03       Impact factor: 3.079

6.  Multimodality calibration for simultaneous fluoroscopic and nuclear imaging.

Authors:  Casper Beijst; Mattijs Elschot; Sandra van der Velden; Hugo W A M de Jong
Journal:  EJNMMI Phys       Date:  2016-08-30

7.  Image intensifier distortion correction for fluoroscopic RSA: the need for independent accuracy assessment.

Authors:  Angela E Kedgley; Anne-Marie V Fox; Thomas R Jenkyn
Journal:  J Appl Clin Med Phys       Date:  2012-01-05       Impact factor: 2.102

  7 in total

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