Fast and efficient free induction decay MRSI at 9.4 T: assessment of neuronal activation-related changes in the human brain biochemistry
Grzegorz L. Chadzynski1,2, Jonas Bause2, G. Shajan2, Rolf Pohmann2, Klaus Scheffler1,2, and Philipp Ehses1,2

1Biomedical Magnetic Resonance, Eberhard-Karls University of Tübingen, Tübingen, Germany, 2High-field Magnetic Resonance Center, Max Planck Institute for Biological Cybernetics, Tübingen, Germany

Synopsis

The aim was to design a MRSI-FID sequence for ultra-high field applications with high acquisition speed and sampling efficiency. The sequence allows acquisition of a 32×32 voxel matrix within approximately 2 min, down to 30 sec using parallel imaging. We have examined the suitability of this approach for assessing biochemical changes in the human visual cortex during a visual stimulus. Obtained results were in accordance with other functional MRS studies and indicate that the developed sequence is suitable for rapid monitoring of stimulus evoked changes in human brain biochemistry at a very high spatial resolution.

Purpose

The aim of this work was to develop a fast and efficient MRSI-FID sequence and test its suitability for measuring biochemical changes in the human visual cortex during stimulation.

Methods

In-vivo measurements were performed at 9.4T with the approval of the local ethics board. A custom-built head coil [1] consisting of 16 transmit and 31 receive channels was used.

Sequence optimization: the diagram of the proposed sequence is presented in fig. 1. Flip angles (FA) of water saturation pulses were numerically optimized for a T1 range of 800-2800 ms and B1+ inhomogeneities of ±50%. The slice-selection gradient shape was optimized to minimize sidebands, induced by mechanical gradient vibrations, which may hinder spectral quantification [2]. Specifically, the gradient frequency spectrum was numerically optimized to minimize mechanical resonances (≈550 and ≈1500 Hz, fig. 2a, dark gray bands). Additionally, acquisition duration, TR and FA were set to achieve optimal SNR [3]

GRAPPA accelerated MRSI: TE=1.6 ms, TR=138 ms, FA=25°, spectral bandwidth=6000 Hz, acquisition duration=85 ms, for high-resolution spectra. TE=1.6, TR=138 and 102ms, FA=25°, spectral bandwidth=6000Hz, acquisition duration=85 and 42ms for low-resolution spectra. Total acquisition time (TA) without GRAPPA acceleration was 5 min 8 sec (high-resolution) and 2 min 8 sec (low-resolution).

Functional MRSI: matrix of 32×32 voxels, 2 weighted averages, nominal voxel size of 6×6×10 mm3 and otherwise identical sequence parameters. TA was 2 min 8 sec. For comparison, BOLD images were collected with GRE-EPI (TR=500 ms, TE=20 ms, nominal FA=50°, GRAPPA R=3, voxel size 1mm isotropic). The visual stimulus consisted of a flickering (7 Hz) radial checkerboard: 6 interleaved blocks (off-on), 2 min 8 sec each. TA was 12 min 28 sec.

Post-processing and quantification: An additional non-water-suppressed MRSI-FID data set was acquired for data reconstruction with adaptive combine coil combination [4], GRAPPA calibration and eddy current correction [5]. High-resolution MRSI data were retrospectively undersampled to simulate different GRAPPA acceleration factors. In order to reduce the g-factor loss, CAIPIRINHA patterns [6] were used for simulating factor 2 and 4 acceleration. Spectra were evaluated with LCModel [7] using a basis-set simulated with VeSPA [8, 9]. GRE-EPI functional images were post-processed using FSL-FEAT [10].

Results

Fig. 2 shows the results of the numerical optimization for sidebands reduction. The best and worst (blue and red) performing gradient shapes together with their frequency spectra are displayed in fig. 2a (left and right side). The frequency spectrum of the best performing gradient has the local minima overlapping with the two forbidden frequency ranges, whereas the worst performing gradient shows exactly the opposite. Phantom and in-vivo spectra (2b and c) confirmed the results of the optimization procedure. In both cases the sidebands at ≈550 and ≈1100 Hz were greatly reduced. Moreover, even the sideband at ≈1500 Hz (ignored in the optimization) was significantly smaller.

The results of GRAPPA accelerated high- and low-resolution MRSI are presented in fig. 3. Apart from some noise enhancement, the quality of all presented spectra is similar.

Figure 4 shows the results of functional MRSI of the visual cortex. Here the spectra were displayed without 1st order phase correction. Instead, the same phase error was introduced to the basis-set used for quantification with LCModel. Both single (b) and mean ‘rest’ vs. ‘active’ spectra (c) show differences in the region between 1.8 and 2.5 ppm, which is associated with two major neurotransmitters: gamma-aminobutyric acid (GABA) and glutamate (Glu). This is confirmed by the average time courses (d) calculated for both metabolites over five voxel region associated with positive BOLD response. A clear correlation between the changes in GABA/tCr and Glu/tCr concentration ratios and the stimulation periods can be seen. The average differences between the stimulus on- and off-set were ≈13% and ≈11%, for GABA /tCr and Glu/tCr, respectively.

Discussion/Conclusions

The proposed MRSI-FID sequence enables, reliable acquisition of proton spectra with reduced sideband artifacts, high spatial resolution, minimized sensitivity to B0 and B1 inhomogeneities, very short acquisition delay and SNR optimized acquisition duration at 9.4T. The high SNR makes it theoretically possible to reduce the acquisition time even further by utilizing parallel imaging techniques, whereas high temporal resolution enabled the assessment of functional related changes in metabolite concentrations during visual stimulation.

Our observations regarding the functional MRSI are in accordance with the results published previously [11-13]. However, strong contaminations with lipid signal currently still hinders the analysis of the spectra from the regions close to the scalp. Further studies, with a large number of participants will be necessary to elucidate the observed changes in concentrations of Glu and GABA in the regions associated with positive BOLD response.

Acknowledgements

This work was funded (in part) by the Fortüne Junior Program - an intramural founding program of the Medical Faculty of Eberhard-Karls University of Tübingen (F1358006.1).

References

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Figures

Figure 1: Time diagram of the proposed MRSI-FID sequence. The non-localized fat saturation pulse resulted in ~40% reduction of fat contaminations. Asymmetric excitation pulse (duration of 1 ms) allowed shortening the acquisition delay to 1.6 ms. Further acceleration could be achieved with shortening the acquisition duration to 42 ms (asterisk).

Figure 2: Best and worst performing gradient shapes (a, left), their frequency spectrum (a, right), phantom (b) and in-vivo (c) spectra collected with both gradient shapes. Optimization considered fixed slice-selection amplitude and complete rephasing of the gradient moment at the TE. The hardware constraints of the gradient system were obeyed.

Figure 3: An example of high-resolution reconstructed (a) and measured low-resolution spectra (b) with different GRAPPA acceleration factors. Acquisition parameters are given in figure legend.

Figure 4: Localizer and BOLD z-score map (a); single (b) and average rest, and active spectra (c) from the voxel marked with green asterisk (localizer); and changes in mean GABA/tCr and Glu/tCr concentration ratios (d) calculated for voxels corresponding to the positive BOLD response (localizer, green).



Proc. Intl. Soc. Mag. Reson. Med. 24 (2016)
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