CORRECTION OF ENERGY-DEPENDENT SYSTEMATIC-ERRORS IN DUAL-ENERGY X-RAYCT USING A BASIS MATERIAL COEFFICIENTS TRANSFORMATION METHOD

Citation
Kl. Goh et al., CORRECTION OF ENERGY-DEPENDENT SYSTEMATIC-ERRORS IN DUAL-ENERGY X-RAYCT USING A BASIS MATERIAL COEFFICIENTS TRANSFORMATION METHOD, IEEE transactions on nuclear science, 44(6), 1997, pp. 2419-2424
Citations number
12
Categorie Soggetti
Nuclear Sciences & Tecnology","Engineering, Eletrical & Electronic
ISSN journal
00189499
Volume
44
Issue
6
Year of publication
1997
Part
2
Pages
2419 - 2424
Database
ISI
SICI code
0018-9499(1997)44:6<2419:COESID>2.0.ZU;2-O
Abstract
Computer simulation results from our previous studies showed that ener gy dependent systematic errors exist in the values of attenuation coef ficient synthesized using the Basis material decomposition technique w ith acrylic and aluminum as the basis materials, especially when a hig h atomic number element (e.g., iodine from radiographic contrast media ) was present in the body. The errors were reduced when a basis set wa s chosen from materials mimicking those found in the phantom. In the p resent study, we employed a basis material coefficients transformation method to correct for the energy dependent systematic errors. In this method, the basis material coefficients were first reconstructed usin g the conventional basis materials (acrylic and aluminum) as the calib ration basis set. The coefficients were then numerically transformed t o those for a more desirable set of basis materials. The transformatio n was done at the effective energies of the low and high energy window s of the x-ray spectrum. With this correction method using acrylic and an iodine-water mixture as our desired basis set, computer simulation results showed that accuracy of better than 2% could be achieved even when iodine was present in the body at a concentration as high as 10% by mass. Simulation work had also been carried out on a more inhomoge neous 2D thorax phantom of the 3D MCAT phantom. The results of the acc uracy of quantitation were presented here.