CT radiation dose and iterative reconstruction techniques
1. CT radiation dose optimization is one of the major concerns for the scientific community. 2. CT image quality is dependent on the selected image reconstruction algorithm. 3. Iterative reconstruction algorithms have reemerged with the potential of radiation dose optimization by lowering image nois...
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Veröffentlicht in: | American journal of roentgenology (1976) 2015-04, Vol.204 (4), p.W384-W392 |
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container_issue | 4 |
container_start_page | W384 |
container_title | American journal of roentgenology (1976) |
container_volume | 204 |
creator | Padole, Atul Ali Khawaja, Ranish Deedar Kalra, Mannudeep K Singh, Sarabjeet |
description | 1. CT radiation dose optimization is one of the major concerns for the scientific community. 2. CT image quality is dependent on the selected image reconstruction algorithm. 3. Iterative reconstruction algorithms have reemerged with the potential of radiation dose optimization by lowering image noise. 4. Tube current is the most common parameter used to reduce radiation dose along with iterative reconstruction. 5. Tube potential (kV) is also used for dose optimization with iterative reconstruction in CT angiography protocols and small patients. |
doi_str_mv | 10.2214/AJR.14.13241 |
format | Article |
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CT radiation dose optimization is one of the major concerns for the scientific community. 2. CT image quality is dependent on the selected image reconstruction algorithm. 3. Iterative reconstruction algorithms have reemerged with the potential of radiation dose optimization by lowering image noise. 4. Tube current is the most common parameter used to reduce radiation dose along with iterative reconstruction. 5. 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source | American Roentgen Ray Society; MEDLINE; Alma/SFX Local Collection |
subjects | Algorithms Humans Radiation Dosage Radiation Protection - methods Radiographic Image Interpretation, Computer-Assisted - methods Tomography, X-Ray Computed - instrumentation Tomography, X-Ray Computed - methods |
title | CT radiation dose and iterative reconstruction techniques |
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