The purpose of this study was to quantify the effects of saturation transfer (CEST and MT) measurements in glioblastoma (GBM) patients at 1.5T. Data from GBM patients (n=10), treated with intensity modulated radiation therapy with a dose of 2 Gy per session with concurrent temozolomide, were analyzed before and after 10 treatment fractions. MT data were fitted to the Bloch-McConnell (BM) equations using a two-pool model with extended phase graphs (EPG) incorporated into the model. Results showed differences between normal and tumor regions and demonstrated promise for the application of CEST at 1.5T.
GBM study:
The study was
approved by the institutional research ethics board and informed consent was
obtained from all patients. Data from 10 patients (treated with intensity
modulated radiation therapy with a dose of 2 Gy per session with concurrent
temozolomide) were analyzed before and after 10 treatment fractions.
MR protocol:
Data were acquired
on a 1.5T Philips Ingenia system. MT and CEST imaging used a pulsed saturation
scheme13-15 that consisted of short, block pulses designed to
overcome the RF amplifier limitations on this scanner (10ms pulses for MT and
0.5ms pulses for CEST, both separated by short gaps in time). Figure 1 shows the
MR parameters used for the pulsed saturation and B0/B1/T1/T2
mapping sequences.
Image pre-processing:
The
Gd post-contrast T1 and T2 FLAIR volumes were first
registered to the pre-contrast T1 volume using the “flirt” function
from FSL (FSL, FMRIB, Oxford, UK; http://www.fmrib.ox.ac.uk/fsl). From each of
the 3D volumes (pre- and post-contrast T1, and T2 FLAIR),
2D slices were extracted that corresponded to the scanned CEST/MT slice. For
the CEST scans, motion correction was performed across the saturation
frequencies using the FSL “mcflirt” function. Contours were drawn of the tumor and
normal (i.e. white matter on the contralateral side or “cNAWM”, as in previous
work8) brain regions.
Parameter
quantification:
MT data were fitted
to the Bloch-McConnell (BM) equations using a two-pool model3 (i.e.,
liquid and semi-solid pools) with extended phase graphs (EPG)16-17 incorporated into the model18. The CEST
effect was quantified by computing the difference between the z-spectra and the
quantitative MT-extrapolated curve19. The CEST asymmetry was
quantified20 between 3 and 4ppm, after B0 correction and
after removing the MT contribution. Parameter values were compared between
normal and tumor regions. Results were quantified before and after 10 radiation
treatment fractions.
Figure 2 shows standard (post-contrast T1-weighted and T2 FLAIR) scans and fitted MT parameter maps for an example case, before radiation treatment. In the tumor region, there is a decrease in the relative semisolid fraction, M0B, and an increase in the exchange rate between the two pools, R, compared to the cNAWM regions. There is an absence of gray and white brain structure in the M0B map at the location of the lesion. The model is well-fitted to the data points in both regions.
Figure 3a shows a difference map between the Nuclear Overhauser Effect (NOE) (quantified between -3 and -4 ppm) and amide (quantified between 3 and 4 ppm) areas. The CEST asymmetry map (Figure 3b) and corresponding plots for each region (Figure 3c) are shown to illustrate CEST asymmetry. Higher CEST asymmetry was seen at the tumor location compared to the normal region.
Figure 4 displays all MT/CEST maps for one patient, before radiation therapy and after 10 treatment fractions. The medians and interquartile ranges for all parameters are plotted in Figure 5, averaged over 10 GBM cases. For MT, the relative semi-solid fraction, M0B, was significantly lower in tumors than in normal regions (by the non-parametric Wilcoxon signed-rank test). Tumors also had significantly higher exchange rate, R, compared to normal regions. Higher CEST asymmetry was seen between tumor and normal regions. Overall, there were larger standard deviations in the tumor regions, likely reflecting tumor heterogeneity.
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