ANL CT Reconstruction Algorithm for Utilizing Digital X-ray
Abstract
Reconstructs X-ray computed tomographic images from large data sets known as 16-bit binary sinograms when using a massively parallelized computer architecture such as a Beowuif cluster by parallelizing the X-ray CT reconstruction routine. The algorithm uses the concept of generation of an image from carefully obtained multiple 1-D or 2-D X-ray projections. The individual projections are filtered using a digital Fast Fourier Transform. The literature refers to this as filtered back projection.
- Publication Date:
- Research Org.:
- Argonne National Laboratory (ANL), Argonne, IL (United States)
- Sponsoring Org.:
- DOE/FE
- Contributing Org.:
- Chris Deemer, Robert Visher, William A. Ellingson
- OSTI Identifier:
- 1230742
- Report Number(s):
- CT Precon; 001749IBMPC00
ANL-SF-04-048
- DOE Contract Number:
- W31-109-eng38
- Resource Type:
- Software
- Software Revision:
- 00
- Software Package Number:
- 001749
- Software Package Contents:
- Media Directory; Software Abstract; Media includes Source CodeCD Rom
- Software CPU:
- IBMPC
- Open Source:
- No
- Source Code Available:
- Yes
- Related Software:
- Intended to use ANL CMOS CT Scan or ANL RID CT Scan data
- Country of Publication:
- United States
- Subject:
- flat panel, x-ray, computerized tomography
Citation Formats
. ANL CT Reconstruction Algorithm for Utilizing Digital X-ray.
Computer software. Vers. 00. DOE/FE. 1 May. 2004.
Web.
. (2004, May 1). ANL CT Reconstruction Algorithm for Utilizing Digital X-ray (Version 00) [Computer software].
. ANL CT Reconstruction Algorithm for Utilizing Digital X-ray.
Computer software. Version 00. May 1, 2004.
@misc{osti_1230742,
title = {ANL CT Reconstruction Algorithm for Utilizing Digital X-ray, Version 00},
author = {},
abstractNote = {Reconstructs X-ray computed tomographic images from large data sets known as 16-bit binary sinograms when using a massively parallelized computer architecture such as a Beowuif cluster by parallelizing the X-ray CT reconstruction routine. The algorithm uses the concept of generation of an image from carefully obtained multiple 1-D or 2-D X-ray projections. The individual projections are filtered using a digital Fast Fourier Transform. The literature refers to this as filtered back projection.},
doi = {},
url = {https://www.osti.gov/biblio/1230742},
year = {Sat May 01 00:00:00 EDT 2004},
month = {Sat May 01 00:00:00 EDT 2004},
note =
}
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