Ht. Li et Jr. Votaw, OPTIMIZATION OF PET ACTIVATION STUDIES BASED ON THE SNR MEASURED IN THE 3-D HOFFMAN BRAIN PHANTOM, IEEE transactions on medical imaging, 17(4), 1998, pp. 596-605
Citations number
22
Categorie Soggetti
Engineering, Biomedical","Radiology,Nuclear Medicine & Medical Imaging","Engineering, Eletrical & Electronic
This work investigates the noise properties of O-15 water PET images i
n an attempt to increase the sensitivity of activation studies, A meth
od fur computing the amount of noise within a region of interest (ROI)
from the uncertainty in the raw data was implemented for three-dimens
ional (3-D) positron emission tomography (PET), The method was used to
study the signal-to-noise ratio (SNR) of regions-of-interest (ROI's)
inside a 3-D Hoffman brain phantom, Saturation occurs at an activity c
oncentration of 2.2 mCi/l, which corresponds to a 75-mCi O-15 water in
jection into a normal person of average weight. This establishes the u
pper limit for injections for human brain studies using 3-D PET on the
Siemens ECAT 921 EXACT scanner. Data from human brain activation stud
ies on four normal volunteers using two-dimensional (2-D) PET were ana
lyzed, The biological variation was found to be 5% ill l-ml ROI's, The
variance for a complete activation study was calculated, for a variet
y of protocols, by combining the Poisson noise propagated from the raw
data in the phantom experiments with the biological variation. A prot
ocol that is predicted to maximize the SNR in dual-condition activatio
n experiments while remaining below the radiation safety limit is: tel
l scans with 45 mCi per injection. The data should not be corrected fo
r random or scatter events since they do not help in the identificatio
n of activation sites while they do add noise to the image. Due to the
lower noise level of 3-D PET, the threshold for detecting a true chan
ge in activity concentration is 10%-20% lower than 2-D FIST, Because o
f this, a 3-D activation experiment using the Siemens 921 scanner requ
ires fewer subjects for equal statistical power.