Jaladhar Neelavalli1, Rakesh Kumar Gupta2, Jakob Meineke3, Rupsa Bhattacharjee4, Suthambhara Nagaraj1, Tejas Jatin Shah1, Ulrich Katscher3, and Indrajit Saha4
1Philips Innovation Campus, Philips India Limited, Bengaluru, India, 2Fortis Memorial Research Institute, Gurugram, India, 3Philips Research Europe, Hamburg, Germany, 4Philips India Limited, Gurugram, India
Synopsis
The current work evaluates the influence of a combined SENSE and
compressed sensing algorithm, Compressed-SENSE, on the quantitative and
qualitative aspects of SWI data. Quantitative evaluation is done using quantitative
susceptibility maps. Clinical qualitative assessment is done in patients with
cerebral glioma using ITSS score as the metric for image diagnostic quality.
Introduction
Susceptibility weighted imaging (SWI) is an integral part of clinical
neuroimaging protocols including stroke, neurovascular disorders, trauma and
brain tumor imaging.1,2 It is a 3D high resolution, flow compensated, spoiled
gradient echo technique which uses both magnitude and phase information for enhanced
sensitivity to susceptibility-effect-causing structures like venous blood, hemorrhage,
iron/calcification in tissue.3 Additionally, quantitative susceptibility
mapping (QSM), obtained from gradient-echo phase data, provides important physiological
information such as blood oxygenation and tissue iron content.4,5 Despite use of parallel imaging, current SWI
acquisition times can range from 3mins to 5mins, depending on the spatial resolution
and coverage. Acceleration techniques like compressed sensing (CS) offer a
possible means of further reducing this acquisition time. Few earlier studies
have evaluated the utility of CS for SWI.6,7 While these studies focused on the influence of
CS on the quality of SWI magnitude, they have not evaluated its influence on
the quantitative accuracy of SWI phase. Furthermore, compressed sensing with
parallel imaging has not been evaluated in SWI before. In this work, we
evaluate the influence of a compressed sensing with parallel imaging technique
- Compressed-SENSE8 (CSENSE) - on the accuracy of quantitative
phase and on the diagnostic quality of SWI in glioma patients.Materials and Methods
Compressed sensing relies on pseudo-random sampling of k-space leading
to in-coherent aliasing, which is then removed through iterative reconstruction.9 Parallel imaging on the other hand utilizes the
spatially distributed coil-sensitivities as an additional means of spatial
encoding.10 The CSENSE algorithm used in this work
efficiently combines the strengths of both, providing additional acceleration. It
iteratively computes the image by simultaneously ensuring fidelity with the
acquired complex k-space and sparseness in a pre-determined orthogonal
transformation. The fidelity constraint ensures that the phase is preserved
through iterations. Quantitative
evaluation: QSM maps (using JEDI11) from SWI data alone, acquired at different CSENSE
reduction factors (CS-SWIp), were computed and mean susceptibility values of 5
gray matter nuclei were statistically compared using ANOVA test. The table
shown in Figure-1 summarizes the parameters used for data acquisition. After
obtaining informed consent, two adult healthy volunteers were imaged for this
part of the study. SWI acquisition with full k-space sampling (Ref-SWIp) served
as reference for evaluating susceptibility values from CS-SWIp. Conventional
SWI (Conv-SWIp) data, which is currently used in clinical imaging, with a SENSE
parallel imaging was also acquired. Standard deviation of susceptibility values
within the CSF region in the third ventricles was used to estimate the background
noise in QSM maps. Clinical evaluation:
Twelve patients with cerebral gliomas were imaged with CS-SWIp (reduction factor
3.6) in addition to the Conv-SWI that is routinely acquired for diagnostic
imaging. SWIp magnitude data from both acquisitions were randomly presented to
an experienced neuro-radiologist in a blinded fashion for assessing intra-tumoral
susceptibility signal (ITSS) score.12 Correlation between ITSS scores for Conv-SWIp
and CS-SWIp were statistically evaluated using Spearman’s rank correlation
test. The study was approved by local ethics committee. Imaging was performed
on a 3.0T Philips Ingenia system using the SWIp sequence.Results
Figure-2 shows the susceptibility values along with the corresponding
standard deviations from one subject. Figure 3 shows the standard deviation of susceptibility
values in CSF region. Statistically, measurements from the Ref-SWI, Conv-SWI
and CS-SWIp with different CSENSE factors were found to be equivalent (p=0.99)
in all the subjects. However, the noise in the QSM maps increased with
increasing CSENSE factor. Figure 4 shows Conv-SWIp and CS-SWIp images from one
of the patients. Intra-tumoral contrast is visually similar between the images.
Except in one case, the ITSS scores for 11 patients were identical between Conv-SWIp
and CS-SWIp (Spearman’s rho: 0.96, p<0.05, Figure-5). Discussion
The increasing standard deviation in QSM maps with increasing CSENSE
factors is consistent with previously observed behavior in CS algorithms where
incoherent aliasing increases with increasing factors. While this increased
‘noise’ is present in the SWIp magnitude images as well, the influence on
contrast-to-noise ratio was not significant to influence the ITSS score. Study Limitations: We did not compare CSENSE
with other methods like l1-spirit. Furthermore, the sample size in
clinical evaluation was small. Future studies will focus on evaluation in other
conditions with a larger sample size, along with comparison with other existing
methods.Conclusion
The Compressed-SENSE algorithm did not significantly influence the
diagnostic quality of SWIp, while providing a 30% reduction in imaging time
compared to the conventional SWIp. Furthermore, mean tissue magnetic susceptibility
values were not influenced by CSENSE, up to reduction factor 4. However, measurement
noise in the QSM maps increased with increasing CSENSE factor. Acknowledgements
No acknowledgement found.References
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