Nashwan Naji1, Jeff Snyder1, and Alan Wilman1
1Department of Radiology and Diagnostic Imaging, University of Alberta, Edmonton, AB, Canada
Synopsis
Keywords: Susceptibility/QSM, Quantitative Susceptibility mapping, Susceptibility separation, R2*, SWI, MPRAGE, single-echo GRE
Motivation: Susceptibility separation enables exploring sub-voxel contributions of iron/myelin but requires multi-echo gradient-echo to calculate the R2* map. Extending its applicability to single-echo measurements such as in SWI-focused studies, would allow wider usage.
Goal(s): To develop and validate at 3T an approach that produces brain para- and diamagnetic maps from SWI with information from MPRAGE images typically collected for structural imaging.
Approach: R2* was estimated from SWI and MPRAGE using Bloch simulations, followed by production of para- and diamagnetic maps using calculated R2* and R2 maps, and SWI phase.
Results: Comparable maps to those produced from multi-echo images were obtained.
Impact: The
proposed method enables producing para- and diamagnetic maps from SWI studies, with
the possibility of retrospective application if SWI raw phase and T1w images
exist.
INTRODUCTION
Susceptibility
separation is an emerging postprocessing technique to dismantle paramagnetic
and diamagnetic sources at the sub-voxel level.1-4 To perform separation,
having multi-echo gradient-echo (ME-GRE) images is essential to compute R2* relaxation
and susceptibility induced field shift,1-4 as well as multi-echo
spin-echo images to measure the transverse relaxation rate, R2.1,4 However,
single-echo GRE imaging is still very common in clinical susceptibility-weighted
imaging (SWI) studies with full flow compensation. Here we introduce and
validate a method to apply susceptibility separation when ME-GRE images are not
available, by utilizing single-echo GRE and T1-weighted images. This enables paramagnetic
and diamagnetic maps when T2*-weighted images are available only at one echo time. METHODS
MPRAGE images are
GRE-based with short TE, and thus can be used together with any other
T2*-weighted images sampled at longer TE, such as SWI, as two points to fit the
R2* relaxation rate. The different T1-weighting is accounted for with Bloch
simulations to model the two signals and properly estimate the underlying R2*
contribution.
Imaging Protocol:
Data from two
different protocols were used for validation. Protocol 1 included MPRAGE and
ME-GRE, from which a single echo (at TE: 26.7 ms) was extracted and used for
testing. Protocol 2 had MPRAGE and SWI images, as well as ME-GRE. Both
protocols included PD-T2 FSE images for R2 mapping, and all images were
collected at 3T with informed consent and under the approval of the local
ethics committee.
Imaging parameters
of Protocol 1 included: A) 3D ME-GRE with 0.6x0.6x2.0 mm3 voxels, TR
of 47.0 ms, and TE1/∆TE/TE6 of 5.0/7.1/41.0 ms; B) 3D MPRAGE with 1x1x1 mm3
and TE/TR of 2.2/6.8 ms. For Protocol 2: A) 3D SWI with 0.7x0.8x1.0 mm3
and TE/TR of 20/28 ms; B) 3D MPRAGE with 0.9x0.9x1.0 mm3 and TE/TR
of 2.8/7.1 ms; C) 3D ME-GRE with 0.7x0.8x2.0 mm3, TR of 38.0 ms, and
TE1/∆TE/TE6 of 3.7/6.1/33.4 ms. R2 mapping in both protocols used 2D PD-T2 FSE
with 0.9x0.9x3.5 mm3, TR of 2500 ms, and TE1/TE2 of 10/93 ms; and B1+
mapping with 1.3x1.3x3.0 mm3.
Image Processing:
The same processing pipeline
was used for both the single-echo GRE/SWI and ME-GRE cases, except the step of
R2* estimation as described below:
A) R2 and R2*: R2 maps were obtained by fitting the
PD-T2 signal to a decay dictionary computed using Bloch simulations.5,6
R2* maps were obtained by exponential fitting for the ME-GRE data.
In the case of single-echo/SWI, the
single-echo GRE and MPRAGE images were first normalized using proton density
estimated from PD-T2 data, and then fitted to a dictionary computed using Bloch
simulations at typical ranges of T1 and T2*.
B) Susceptibility Separation: Phase images were unwrapped using
best-path7, and background field was removed using V-SHARP8.
All required images were registered into GRE space and then para- and
diamagnetic maps were computed using χ-separation toolbox1,9.
ROIs and Measurement:
Segmentations of five deep
gray matter (DGM) regions and four white matter (WM) regions based on the FSL
MNI152 template10,11 were projected into the native GRE space after
nonlinearly registering both spaces and obtaining the transformation
matrices.
RESULTS
Figure 1 compares
R2* images estimated using the proposed approach versus the standard multi-echo
fitting. Mean error was around 5% except in CSF in (A) and slightly higher in
(B) where the slice thickness differed from ME-GRE. Obtained QSM and separated para-/diamagnetic
maps from multi-echo and single-echo were found to be comparable (Figures 2 and 3). Figure 4 demonstrates that similar conspicuity of multiple sclerosis lesions
was observed in the separation results obtained from multi-echo versus
single-echo gradient-echo images. DISCUSSION
We proposed a
method to enable susceptibility separation in studies that included single-echo
T2* weighted images such as SWI, given that raw phase images and T1w images
exist. An R2* map is computed using MPRAGE and single-echo GRE images as both
contain T2* weighting at different echo times. Then, a typical susceptibility
separation processing pipeline can be used to obtain dia-/paramagnetic maps.
Obtained maps
using the proposed approach had comparable but slightly higher values when
compared with those obtained from ME-GRE, which could be related to the
differences in spatial resolution and/or ∆TE between MPRAGE and GRE images, an
inherent limitation when combining two independent set of images. However, the
differences were small, and the resultant separated maps provided similar visual
depiction.CONCLUSION
Susceptibility separation from single-echo GRE is feasible with aid from
MPRAGE images, which allows extending its application to single echo SWI
focused studies.Acknowledgements
This work was supported by the Natural Sciences and Engineering Research Council of Canada and the Canadian Institutes of Health Research.References
1. Shin HG, Lee
J, Yun YH, Yoo SH, Jang J, Oh SH, Nam Y, Jung S, Kim S, Fukunaga M, Kim W.
χ-separation: Magnetic susceptibility source separation toward iron and myelin
mapping in the brain. Neuroimage. 2021;240:118371.
2. Chen J, Gong NJ, Chaim KT,
Otaduy MC, Liu C. Decompose quantitative susceptibility mapping (QSM) to
sub-voxel diamagnetic and paramagnetic components based on gradient-echo MRI
data. Neuroimage. 2021;242:118477.
3. Dimov AV, Nguyen TD, Gillen KM,
Marcille M, Spincemaille P, Pitt D, Gauthier SA, Wang Y. Susceptibility source
separation from gradient echo data using magnitude decay modeling. Journal of
Neuroimaging. 2022;32(5):852-859.
4. Li Z, Feng R, Liu Q, Feng J,
Lao G, Zhang M, Li J, Zhang Y, Wei H. APART-QSM: an improved sub-voxel
quantitative susceptibility mapping for susceptibility source separation using
an iterative data fitting method. NeuroImage. 2023;274:120148.
5. McPhee KC, Wilman AH. T2
quantification from only proton density and T2-weighted MRI by modelling actual
refocusing angles. Neuroimage. 2015;118:642-650.
6. Snyder J, Seres P, Stobbe RW,
Grenier JG, Smyth P, Blevins G, Wilman AH. Inline dual‐echo T2 quantification in brain
using a fast mapping reconstruction technique. NMR in Biomedicine.
2023;36(1):e4811.
7. Abdul-Rahman
HS, Gdeisat MA, Burton DR, Lalor MJ, Lilley F, Moore CJ. Fast and robust
three-dimensional best path phase unwrapping algorithm. Applied optics.
2007;46(26):6623-6635.
8. Li W, Wu B,
Liu C. Quantitative susceptibility mapping of human brain reflects spatial
variation in tissue composition. Neuroimage.
2011;55(4):1645–1656.
9. chi-separation, https://github.com/SNU-LIST/chi-separation, 2023.
10. Jenkinson M, Beckmann CF,
Behrens TE, Woolrich MW, Smith SM. Fsl. Neuroimage. 2012;62(2):782-790.
11. Wakana S, Caprihan A,
Panzenboeck MM, Fallon JH, Perry M, Gollub RL, Hua K, Zhang J, Jiang H, Dubey
P, Blitz A. Reproducibility of quantitative tractography methods applied to
cerebral white matter. Neuroimage. 2007;36(3):630-644.