Synopsis
Non-alcoholic fatty liver
disease is the leading cause of chronic liver disease. Multi-echo Cartesian MRI
methods can non-invasively quantify liver fat, but are susceptible to motion
artifacts and limited by breath hold (BH) imaging. We have developed a new
free-breathing (FB) liver fat quantification method using non-Cartesian 3D
stack-of-radial imaging. To reduce scan time, we undersampled data up to a
factor of R=3. In healthy subjects, mean fat quantification was statistically
equivalent among different R. Initial comparisons with spectroscopy show good
agreement. Our new technique can potentially achieve accurate whole-liver fat
quantification within a fast 1-minute FB scan.Introduction
Non-alcoholic fatty liver
disease (NAFLD) affects 20-30% of the population worldwide and is the leading
cause of chronic liver disease.
1 The current gold standard for
diagnosis and monitoring of NAFLD is an invasive biopsy to characterize fatty
infiltration in the liver, however, biopsy suffers from spatial sampling bias and
associated morbidity.
1-4 Multi-echo MRI methods can provide reliable
non-invasive 3D quantification of fat in the entire liver.
5-7 However,
current multi-echo MRI methods are based on Cartesian sampling, which is
susceptible to respiratory motion-induced artifacts. As a result, scans are
performed during a single breath hold (BH) and face challenges to achieve full
volumetric coverage, high spatial resolution, desirable echo times, and artifact-free
images. Furthermore, breath holding may not be possible for certain patients.
In this work, we develop and evaluate a new
free-breathing (FB) liver fat quantification technique using a
multi-echo non-Cartesian 3D stack-of-radial sequence with golden-angle
ordering. Various degrees of undersampling
are investigated to further reduce scan time.Methods
Sequence A
bipolar multi-echo RF-spoiled gradient echo sequence using the
golden-angle-ordered 3D stack-of-radial trajectory was developed (Fig. 1).
Bipolar and radial gradient errors can lead to incorrect fat quantification8-11,
thus gradient delay phase errors were measured12 with additional
calibration spokes (40 for each Gx and Gy). Since the golden angle ordering supports
flexible selection of any contiguous subset of radial readouts for reconstruction,
we emulated accelerated scans by retrospectively reconstructing the first 33%
of readouts (undersampling factor R=3), first 50% of readouts (R=2), and 100%
of readouts (R=1, fully sampled).
Experiments Liver
scans were acquired on a 3T scanner (Skyra, Siemens) using the FB 3D
stack-of-radial sequence in n=7 healthy volunteers. In select volunteers, a BH 3D
Cartesian sequence13 with 4-fold acceleration and CAIPIRINHA14
reconstruction was also acquired, along
with gold standard single-voxel MR spectroscopy (SVS) in the liver and bone
marrow. Representative parameters are listed in Table 1. A 32-channel
array was used for all acquisitions. T1 bias in fat fraction (FF) calculation
was minimized using a low flip angle.15
Reconstruction Using the calibration
data, the Gx and Gy delays were
calibrated for each channel and TE, and then used to update the k-space
trajectory for 3D gridding reconstruction (Fig. 1d). Parallel imaging
reconstruction was not employed. Fat-water separation was performed using a graph
cut algorithm with a 6-peak fat model and a single effective R2* per voxel.16-18
Fat fraction (FF) was calculated as FF(%) = 100% x Fat / (Fat + Water) with
magnitude discrimination to eliminate noise bias.15 Fat, water,
and FF for the BH Cartesian acquisitions were calculated by scanner software
using a similar signal model.13 SVS FF results were calculated by
scanner software.19
Analysis 3D fat and water images
were viewed and regions of interest (ROIs) were drawn in the liver and the bone
marrow using OsiriX to assess fat-water separation and FF quantification. A
one-way ANOVA F-test was performed to evaluate statistical differences in FF
between FB 3D stack-of-radial with R=1, 2, and 3.
Results
Representative fat, water and
FF images are shown in
Fig. 2 for the BH Cartesian and FB 3D
stack-of-radial scans with various R. Due to differences in BH and FB
positions, slices are not perfectly matched. Linear correlation plots between
3D stack-of-radial at R=1, 2, 3 are shown in
Fig. 3. A strong linear relationship
exists between the under-sampled data (R=2 and 3) and fully sampled data (R=1).
The mean FF values in the ROIs among all 3D stack-of-radial scans at different R
are not significantly different (
p-value
= 0.9977) (
Fig. 3c). Bar plots comparing FB 3D stack-of-radial with
BH 3D Cartesian and BH SVS in two representative volunteers are shown in
Fig.
4. The mean FF obtained by BH SVS and FB 3D stack-of-radial scans is highly
consistent.
Discussion and Conclusion
Although the R=2 and R=3 3D
stack-of-radial images have increased noise and streaking, the fat-water
separation quality is maintained. As a result, mean FF quantification was not
significantly different for all volunteers among R for the FB 3D
stack-of-radial scans. Additional acceleration may be possible by utilizing
non-Cartesian parallel imaging. We performed an initial comparison between FF
from FB 3D stack-of-radial, standard BH Cartesian and BH SVS. The FF between
all techniques had good correspondence, but had some differences possibly due to
ROI placement, subject inter-scan motion, or signal model parameters. Further
work is needed to carefully compare different FF measurement techniques. In
summary, our technique can potentially achieve accurate 3D whole-liver fat quantification
within a 1-2 minute free-breathing scan. This may improve patient compliance
and fat quantification for management of NAFLD.
Acknowledgements
Siemens Medical SolutionsReferences
[1] Bellentani, Stefano,
and Mariano Marino. "Epidemiology and natural history of non-alcoholic
fatty liver disease (NAFLD)." Ann
Hepatol 8.Suppl 1 (2009): S4-S8.
[2] Rinella ME. Nonalcoholic Fatty Liver Disease:
A Systematic Review. JAMA. 2015; 313(22): 2263-2273.
[3] Vernon, G., A. Baranova, and Z. M. Younossi.
"Systematic review: the epidemiology and natural history of non-alcoholic
fatty liver disease and non-alcoholic steatohepatitis in
adults." Alimentary pharmacology
& therapeutics 34.3 (2011): 274-285.
[4] de
Alwis, Nimantha Mark Wilfred, and Christopher Paul Day. "Non-alcoholic
fatty liver disease: the mist gradually clears." Journal of hepatology 48 (2008): S104-S112.
[5] Bydder,
Mark, et al. "Relaxation effects in the quantification of fat using
gradient echo imaging." Magnetic
resonance imaging 26.3 (2008): 347-359.
[6] Ma, Jingfei. "Dixon techniques for water and fat
imaging." Journal of Magnetic
Resonance Imaging 28.3 (2008): 543-558.
[7] Yu H, McKenzie CA,
Shimakawa A, et al. Multiecho reconstruction for simultaneous water-fat
decomposition and T2* estimation. J Magn Reson Imaging 2007; 26: 1153–1161.
[8] Moussavi, A.,
Untenberger, M., Uecker, M. and Frahm, J. (2014), Correction of
gradient-induced phase errors in radial MRI. Magn Reson Med, 71: 308–312.
[9] Yu, H., Shimakawa,
A., McKenzie, C. A., Lu, W., Reeder, S. B., Hinks, R. S. and Brittain, J. H.
(2010), Phase and amplitude correction for multi-echo water–fat separation with
bipolar acquisitions. J. Magn. Reson. Imaging, 31: 1264–1271.
[10] Lu, W., Yu, H.,
Shimakawa, A., Alley, M., Reeder, S. B. and Hargreaves, B. A. (2008), Water–fat
separation with bipolar multiecho sequences. Magn Reson Med, 60: 198–209.
[11] Peters, Dana C., J. Andrew Derbyshire, and Elliot R.
McVeigh. "Centering the projection reconstruction trajectory: reducing
gradient delay errors." Magnetic
resonance in medicine 50.1 (2003): 1-6.
[12] Block, K. T., and M. Uecker. "Simple method for
adaptive gradient-delay compensation in radial MRI." Proceedings of the International Society for
Magnetic Resonance in Medicine. 2011.
[13] Zhong, X., Nickel,
M. D., Kannengiesser, S. A.R., Dale, B. M., Kiefer, B. and Bashir, M. R.
(2014), Liver fat quantification using a multi-step adaptive fitting approach
with multi-echo GRE imaging. Magn Reson Med, 72: 1353–1365.
[14] Breuer, F. A.,
Blaimer, M., Heidemann, R. M., Mueller, M. F., Griswold, M. A. and Jakob, P. M.
(2005), Controlled aliasing in parallel imaging results in higher acceleration
(CAIPIRINHA) for multi-slice imaging. Magn Reson Med, 53: 684–691.
[15] Liu, C.-Y.,
McKenzie, C. A., Yu, H., Brittain, J. H. and Reeder, S. B. (2007), Fat
quantification with IDEAL gradient echo imaging: Correction of bias from T1 and noise. Magn Reson
Med, 58: 354–364.
[16] Yu, H., Shimakawa,
A., McKenzie, C. A., Brodsky, E., Brittain, J. H. and Reeder, S. B. (2008),
Multiecho water-fat separation and simultaneous R estimation with multifrequency fat
spectrum modeling. Magn Reson Med, 60: 1122–1134.
[17] Hernando, Diego, et al. "Robust water/fat separation
in the presence of large field inhomogeneities using a graph cut
algorithm." Magnetic Resonance in
Medicine 63.1 (2010): 79-90.
[18] ISMRM Fat-Water
Toolbox. 2012.
[19] Pineda, Nashiely, et al. "Measurement of Hepatic
Lipid: High-Speed T2-Corrected Multiecho Acquisition at 1H MR Spectroscopy—A
Rapid and Accurate Technique 1." Radiology
252.2 (2009): 568-576.