Matthew Tarasek1, Jeannette Roberts2, Deirdre Cassidy 3, Desmond Yeo1, Randall Carter2, and Brian Bales2
1MRI, GE Global Research, Niskayuna, NY, United States, 2Life Sciences, GE Global Research, Niskayuna, NY, United States, 3Life Sciences, GE Healthcare UK, United Kingdom, United Kingdom
Synopsis
We present a method
for 3D non-rigid, feature-based atlas registration to
images that contain limited inherent anatomical MR contrast. This method can be used to standardize ROI identification and may be applied to
any multi-functional imaging technique to provide increased quantitative
registration accuracy. Here quantitative T1 measurements were used to test
the accuracy and reproducibility of the method. Overall, data analysis
performed with atlas registration provides a 2-fold reduction in standard
deviation and 4-fold increase in reproducibility versus data analysis performed
without registration.
Purpose:
Contrast agents are used in clinical magnetic
resonance imaging (MRI) examinations to enhance the visualization and diagnostic
accuracy of many pathologies.1 After contrast agent washout, anatomical
sub-structures (e.g. brain sub-structures) may become indistinguishable from
surrounding tissues, and this greatly limits the precision/accuracy of quantitative assessment in
these areas.2 Here we present a method for the registration of a rat
brain atlas to images that contain limited inherent anatomical MR contrast.
Quantitative in vivo T1 mapping results
were used to test the accuracy and reproducibility of the registration method.
Overall, data analysis performed with atlas registration provides a
2-fold reduction in region-of-interest (ROI) standard deviation and 4-fold
increase in reproducibility in registered ROIs compared to data analysis
performed without atlas registration.Methods:
Three Sprague
Dawley rats were used for in vivo brain scans, which were performed on a
clinical 3T GE MR750 scanner (GE Healthcare, Waukesha,
WI) using a rat-sized transmit/receive quadrature
Litz rat coil (Doty Scientific). Imaging data was acquired to cover the entire
brain. Rats were anaesthetized using isoflurane and their core body temperature
was monitored and maintained. Quantitative T1 data sets were
acquired using a 2D inversion recovery (IR) sequence at the following TI
values: 100, 250, 800, 1200, 2000 with all times in ms. Other parameters
included flip-angle (FA) = 180°/90°, recovery time (TR) = 2500ms, echo time (TE)
= 2ms, field-of-view (FoV) = 6cm2, matrix 256 x128, 0.8mm thick. Data
analysis included (i) quantitative T1 mapping in whole-brain ROI, which
involved T1-fitting per pixel according to a standard inversion recovery
equation (S(t)=S0(1 - 2*e-TI/T1)), (ii)
identification of anatomical structures in dataset with confirmation by a
trained biologist, (iii) extraction of quantitative T1 values from the
identified ROIs without atlas registration, and (iv) re-extraction of quantitative
T1 values from the identified ROIs with atlas registration. Registration
was performed as depicted in Fig. 1 and 2 with a feature-based selection of
fixed points per image slice, and moving points in the corresponding atlas
volume.3 Most data analysed required a combination of translation,
rotation, and scaling, although in some instances shearing was also evident and
an affine input was necessary for the computation of the transformation matrix.
The transformation matrix corresponding to matching the point pairs, was
completed in using the RANSAC algorithm4, and the inverse geometric
transform was used to recover the atlas distortions for image overlay and
display. All post-processing code was written in Matlab (Mathworks, Natick, MA).Results/Discussion:
The atlas
registration was performed by specifying a fixed/moving point estimate based only on the outline of the brain region
in a proton-density weighted (PDw) image (Fig. 1 and 2, shown for axial and
coronal slice planes respectively); this method increased the registration
speed and consistency by eliminating the need for accurate brain sub-structure
identification. Slice placement was calculated by matching the atlas center with
the central imaging slice, and then calculating atlas positions based on
imaging parameters (slice thickness and spacing). Table 1 shows the data
summary for critical brain structures identified and assessed with quantitative
T1 mapping. Results indicate an average of 2.1 times reduction in measurement
uncertainty (standard deviation) using atlas registration for these structures (based
on the ROI standard deviations). Fig. 3a-d shows histogram results for a
pituitary gland assessment of a single rat, where Fig. 3b is T1 value (average
and standard deviation) without registration extracted from an average ROI
location as depicted in Fig. 3a, and Fig. 3d is the T1 value computed with
registration, extracted from an average ROI location as depicted in Fig. 3c. The
number of pixels used in ROI for calculation was held constant. In addition to
uncertainty reduction, we see a greater measurement repeatability between scan
sessions for analysis done with registration. Table 1 indicates that T1 varies
by <2% on subsequent scan days in ROIs analysed with registration, whereas
variations up to 16% can be seen in these regions analyzed without atlas
registration.Conclusion:
Results suggests that use
of non-rigid registration, using a brain-outline feature-based selection of fixed/moving points can provide a more accurate
and repeatable measure of quantitative T1 data in brain sub-structure ROIs.
This is indicated by a 2.1-fold reduction in measurement ROI uncertainty and a
4-fold increase in measurement repeatability. Overall, this method can be used
to standardize ROI identification and may be applied to any multi-functional
imaging technique to provide increased quantitative registration accuracy.
Future algorithm improvement may be achievable by automating point selection
based on a Sobel approximation of
image gradient at the brain/CSF interface, as this will eliminate the step of
manual point selection.Acknowledgements
No acknowledgement found.References
[1] Caravan et al.
Chem. Rev., 99:2293-2352(1999 [2] ) [2] Yamamoto et al. Radiol Phys Technol.
2(1):13-21. (2009) [3] Goshtasby, Ardeshir, Pattern Recognition, Vol. 19, 1986,
pp. 459-466. [4] Goshtasby, Ardeshir, Image and Vision Computing, Vol. 6, 1988,
pp. 255-261.