A Multishot, Hadamard-Encoded Autocalibration Scan for Multiband EPI at 7T
Alexander D. Cohen1, Andrew S. Nencka1,2, and Yang Wang1,2

1Radiology, Medical College of Wisconsin, Milwaukee, WI, United States, 2Biophysics, Medical College of Wisconsin, Milwaukee, WI, United States

Synopsis

A multiband (MB) echo planar imaging (EPI) sequence with multishot autocalibration was developed and implemented at 7T. Slices were unaliased using the principles of Hadamard encoding, resulting in a fully-sampled calibration scan reconstructed without parallel imaging techniques. A Hadamard unaliasing procedure was demonstrated with an acceleration factor of lower rank than the Hadamard encoding matrix. Using this sequence, a functional MRI protocol at 7T was introduced to obtain a sufficient calibration volume, that was then utilized to unalias the remaining repetitions using a slice-GRAPPA technique. Preliminary resting state data acquired using this protocol has generated reliable connectivity networks.

Purpose

Multiband (MB) imaging, which involves the simultaneous excitation of multiple slices, has been developed to speed up 2D EPI acquisitions1,2. In order to solve the slice-unaliasing problem of MB imaging, a fully sampled calibration dataset is needed. Typically, a separate reference scan with a MB-factor=1 (MB1) is collected. However, collecting the reference scan in this way can lead to an increased risk of motion between the reference scan and data acquisition, and long TRs resulting in longer acquisitions with varied T1 weighting. At 7T, increased susceptibility effects necessitate the addition of in-plane acceleration to reduce distortion and T2* related signal loss. To address these issues, a multiband scan with multishot (MS) autocalibration was developed and prepended to a MB-EPI acquisition. Furthermore, an application of Hadamard unaliasing with an acceleration factor lower than the rank of the Hadamard encoding matrix was implemented to unalias the slices3, yielding a fully sampled calibration scan unreliant upon parallel imaging techniques.

Methods

Autocalibration repetitions were Hadamard encoded through the addition of a temporally modulated slice-wise phase tag incorporated into the excitation pulse. Phase tags are selected so that a linear combination of the different aliased repetitions results in the signal being cancelled in all slices but one3. Initial testing was performed on a phantom on a 7T GE Healthcare Discovery MR950 system using a 32-channel Nova receive-only head coil and quadrature transmit coil. Further evaluation was conducted on three healthy volunteers under informed consent. Each subject underwent a resting state sagittal MB gradient-echo EPI scan. All data was collected with the following parameters: matrix=128x128, resolution=1.6mm isotropic, TR/TE=1000/23ms, FA=45°, MB5, in-plane R=2, excitations per repetition=17. This resulted in 85 total slices (17x5) and full brain coverage. Controlled aliasing was performed using the Blipped-CAIPI approach with a FOV shift of 34.

At the beginning of the MB acquisition, 32 interleaved autocalibration volumes were acquired using a Hadamard-encoded multi-slice excitation3. To Hadamard unalias five slices, eight repetitions are needed to form a standard Hadamard encoding matrix in which there are effectively three encoded null images. The k-space volumes from the odd and even interleaves were combined prior to Fourier reconstruction and Hadamard unaliasing resulting in a fully sampled, unaliased calibration volume. The time series data following the calibration repetitions was reconstructed using the autocalibration scan as the reference and a slice-GRAPPA algorithm4. Navigator echoes were obtained at the beginning of each shot and used to correct for ghosting on a slice-by-slice and repetition-by-repetition basis. This algorithm is shown in Figure 1.

The task-free fMRI data was analyzed using independent component analysis (ICA) and FSL’s (www.fmrib.ox.ac.uk/fsl) MELODIC5 software with 25 components. Data was motion corrected using MCFLIRT, blurred using a Gaussian kernel with FWHM=3.0mm, and high-pass filtered. For each scan, the component representing the default mode network was manually extracted. For each timeseries, the tSNR was also computed.

Results

The Hadamard unaliased, multishot autocalibration volumes were suitable for use as reference scan for the slice and in-plane unaliasing of the subsequent MB-EPI volumes. Autocalibration images from a volunteer are shown in Figure 2 alongside reconstructed MB-EPI volumes and tSNR maps. The mean tSNR in the whole brain across subjects was 19.0+/-2.8, however tSNR in gray matter, where brain activation is detected, was consistently greater than 30 (Figure 2C). Reliable functional connectivity of the default mode network was found for all subjects using ICA (Figure 3).

Discussion

One advantage of Hadamard unaliasing is the effective averaging inherent in the unaliasing process. The unaliasing of five Hadamard encoded slices is essentially equivalent to eight averages since eight repetitions are used to unalias the five slices3. Thus, a sufficient calibration volume could be obtained in 16s (8 Hadamard repetitions x 2 interleaves x TR=1s). This usage of eight repetitions to Hadamard unalias five slices and three null slices is novel. This allows the utility of Hadamard unaliasing while retaining a MB acceleration factor which is within hardware RF amplitude limits and coil sensitivity limits for subsequent GRAPPA based unaliasing.

Conclusion

A Hadamard-encoded multiband, multishot autocalibration scan can be used to reliably unalias MB-EPI data. This reference scan was prepended to the EPI acquisition, reducing the chance of motion between the reference scan and EPI acquisition. This work further shows an application of Hadamard unaliasing with an acceleration factor lower than the rank of the Hadamard encoding matrix through the inclusion of the mathematical construct of null slices. Finally, the averaging inherent in the Hadamard unaliasing process, and the fact that k-space is fully sampled, yields high SNR calibration volumes in a short amount of time.

Acknowledgements

No acknowledgement found.

References

1. Moeller et al., Magnetic Resonance in Medicine. 63:1144-1153 (2009).

2. Feinberg and Setsompop, Journal of Magnetic Resonance. 229:90-100 (2013).

3. Souza et al., Journal of Computer Assisted Tomography. 12(6):1026-1030 (1988).

4. Setsompop et al., Magnetic Resonance in Medicine. 67:1210-1224 (2012).

5. Beckmann et al., IEEE Trans Med Imaging. 23(2):137-152 (2004).

Figures

Figure 1. Reconstruction algorithm using the autocalibration reps as reference images for the slice-GRAPPA reconstruction.

Figure 2. An example Hadamard-unaliased autocalibration volume (A), slice-GRAPPA reconstructed volume using the autocalibration volume as a reference scan (B), and tSNR maps (C) for one representative subject.

Figure 3. The default mode network in each of the three subjects imaged in this study. The default mode network was reliably extracted for all three subjects using ICA.



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