SCATTER COMPENSATION METHODS IN 3D ITERATIVE SPECT RECONSTRUCTION - ASIMULATION STUDY

Citation
Fj. Beekman et al., SCATTER COMPENSATION METHODS IN 3D ITERATIVE SPECT RECONSTRUCTION - ASIMULATION STUDY, Physics in medicine and biology, 42(8), 1997, pp. 1619-1632
Citations number
33
Categorie Soggetti
Radiology,Nuclear Medicine & Medical Imaging
ISSN journal
00319155
Volume
42
Issue
8
Year of publication
1997
Pages
1619 - 1632
Database
ISI
SICI code
0031-9155(1997)42:8<1619:SCMI3I>2.0.ZU;2-J
Abstract
Effects of different scatter compensation methods incorporated in full y 3D iterative reconstruction are investigated. The methods are: (i) t he inclusion of an 'ideal scatter estimate' (ISE); (ii) like (i) but w ith a noiseless scatter estimate (ISE-NF); (iii) incorporation of scat ter in the point spread function during iterative reconstruction ('ide al scatter model', ISM); (iv) no scatter compensation (NSC); (v) ideal scatter rejection (ISR), as can be approximated by using a camera wit h a perfect energy resolution. The iterative method used was an ordere d subset expectation maximization (OS-EM) algorithm. A cylinder contai ning small cold spheres was used to calculate contrast-to-noise curves . For a brain study, global errors between reconstruction and 'true' d istributions were calculated. Results show that ISR is superior to all other methods. In all cases considered, ISM is superior to ISE and pe rforms approximately as well as (brain study) or better than (cylinder data) ISE-NF. Both ISM and ISE improve contrast-to-noise curves and r educe global errors, compared with NSC. In the case of ISE, blurring o f the scatter estimate with a Gaussian kernel results in slightly redu ced errors in brain studies, especially at low count levels. The optim al Gaussian kernel size is strongly dependent on the noise level.