Speaker
Dr
Antonello Spinelli
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Description
Introduction
Small animal positron emission tomographs (PET) are becoming extremely popular
allowing preclinical investigation of new drugs, new radiotracer etc. by performing
several sequential scans on the same animal. In order to compare the results
between scans (acquired at different time points) it is necessary to apply
quantitative or semi-quantitative image analysis methods. True quantitative
analysis can only be obtained by performing dynamic imaging combined with the
measurement of the arterial input function (IF) in order to apply compartmental
models. Such modelling technique is quite complex especially because of the
intrinsic difficulties in measuring the IF. It is thus necessary to investigate
alternative approaches. One possible choice is to measure the standard uptake value
(SUV) defined as the ratio between the tissue radiotracer concentration and the
injected activity per animal weight. Firstly in order to obtain accurate SUV values
it is necessary to cross calibrate the scanner and to measure the amount of tracer
in the animal tail. Estimation of the activity in the tail is quite important
considering the intrinsic difficulties in performing good tail injections. Secondly
it is necessary to develop a user friendly software tool that take into account all
the calibrations including also the uptake time, reconstruction methods, animal
weight etc. The objective of this work is to describe the calibration procedures
and the software developed at our institution to obtain SUV images of small
animals.
Material and methods
In order to estimate the tracer activity in the animal tail a set of calibrations
were carried out using a 0.5 ml syringe (tail phantom) filled with a solution of 18-
F ranging from 0.2 to 20 MBq. The coincidences per second (cps) were measured for
all the three energy windows (EW) available on our system (GE eXplore Vista) and
linear fits between the syringe activity and the total cps were performed. The
parameters obtained from the fits (for each EW) were then used to estimate the tail
activity from the total cps measured on the tail.
The scanner cross calibration was performed by filling a mouse phantom (syringe of
26 mm diameter) with a 18-F concentration ranging from 0.3 to 1 MBq/ml. A set of
images were acquired with three energy windows (100-700, 250-700 and 400-700 keV)
and recostructed, after Fourier rebinning, using both FBP and OSEM. No corrections
for attenuation or scatter were applied. Regions of interest (ROI) were drawn on
the reconstructed images and linear fits between the images cps/ml obtained from
the ROIs and the known mouse phantom concentrations were performed.
All the results obtained using the calibration methods described above were
implemented into a graphic user interface (GUI) code developed using IDL 6.2
(Interactive Data Language). The code allows the user to load an interfile image
and to obtain as output an interfile “SUV image” that can be loaded into any image
processing workstation.
In order to evaluate the accuracy of the calibrations several measurements were
carried out using three different phantoms. More precisely images of two
cylindrical phantoms with different diameters respectively equal to 20 mm and 30 mm
covering the entire axial field of view (46 mm) were acquired. The measurements
were performed considering 18-F concentrations ranging from 0.3 to 0.9 MBq/ml. The
measured radiotracer concentrations were then compared with the known true phantom
concentrations in order to calculate the mean error. Secondly images of a custom
made cylindrical phantom (with the same dimension as the mouse phantom) consisting
in a hot sphere (10 mm diameter) floating into a uniform active background (sphere
to background ratio equal to 3) were also acquired. The measured sphere 18-F
concentrations were then compared with the true values (ranging from 0,4 to 2
MBq/ml).
Results
The correlation coefficients of the linear fits obtained using the tail phantom,
mouse phantom and hot sphere phantom were always greater than 0.999, showing a good
correlation between the measured cps/ml and the known true 18-F concentration.
For the 100-700 keV EW the mean differences between the measured and true phantoms
concentrations were respectively equal to 3.5 % and 2.2% for FBP and OSEM. The mean
differences between the concentrations for the 250-700 keV EW were respectively
equal to 5.5% and 4.7% for FBP and OSEM. For the 400-700 keV EW the mean
concentrations differences were respectively equal to 5.4% and 4.5% for FBP and
OSEM.
Results obtained using the hot sphere phantom show that for FBP the mean
differences between the measured and true hot sphere concentrations were
respectively equal to: 12%, 7% and 2% for the 100-700 keV, 250-700 keV and 400-700
keV EW. For OSEM reconstruction the mean concentrations differences were equal to:
8%, 5% and 3% for the 100-700 keV, 250-700 keV and 400-700 keV EW respectively.
Conclusions
Results show that it is possible to obtain reasonably accurate calibrations and,
thus, to obtain good estimate of radiotracer concentration in small animals. The
mean errors were slightly higher when using the hot sphere phantom compared with
the cylindrical phantoms, however in this case a much larger range of 18-F
concentrations was considered. The developed code was also tested by several users
showing good stability.
Author
Dr
Antonello Spinelli
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Co-authors
Dr
Carlo Bergamini
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Cinzia Pettinato
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Cristina Nanni
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Daniela D'Ambrosio
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Mario Marengo
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Prof.
Romano Zannoli
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Silvia Tespidi
(Policlinico S. Orsola-Malpighi, Bologna, Italy)
Dr
Valentina Ambrosini
(Policlinico S. Orsola-Malpighi, Bologna, Italy)