Björn Fricke1 and Jürgen Finsterbusch1
1Department of Systems Neuroscience, University Medical Center Hamburg-Eppendorf, Hamburg, Germany
Synopsis
Cortico-spinal functional MRI covering a brain and
a cervical spinal cord volume in the same acquisition, e.g. to
investigate the interaction of brain and spinal cord areas, requires
a dynamic shim update of the frequency and linear shim terms to
obtain a reasonable EPI image quality in both volumes. Unfortunately,
the optimum values for static higher-order and volume-specific
dynamic linear shim terms cannot be determined with the standard shim
algorithms provided by manufacturers. Here, a shim algorithm has been
implemented that overcomes this problem and provides a better field
homogeneity in the brain and spinal cord volumes.
Introduction
Cortico-spinal functional MRI covering a brain and
a cervical spinal cord volume in the same acquisition, allows to
investigate the interaction of brain and spinal cord areas, e.g. in
pain processing or motor learning 1,2.
Due to the large distance of the two target volumes, a reasonable
image quality can only be achieved with a dynamic shim update between
the volumes 1
which on most MR system is limited to the frequency and linear shim
terms. This requires the joint optimization of volume-specific
(dynamic) linear and static higher-order shim settings which cannot
be performed by the standard shim algorithms of most manufacturers.
Furthermore, finding a good approximation to this ideal solution
involves a shim of a large volume covering both target regions to
determine the higher-order shim terms and individual shims of the two
target regions to determine their specific linear shim terms 1
yielding a rather time consuming procedure. In this study, a
dedicated shim algorithm has been developed that determines optimized
shim settings for global (static) second-order in combination with
volume–specific (dynamic) linear shim terms. It shortens the shim
procedure considerably and provides a better field homogeneity in the
brain and spinal cord volumes compared to the conventional approach
based on the manufacturer’s algorithm.Methods
The shim algorithm for cortico-spinal fMRI (“CoSpi
shim”) was implemented in IDL (L3Harris Geospatial, version
8.5.1). It requires a field map measurement (magnitude and phase
difference of two echoes) and information on the two shim volumes as
input. After a phase unwrap in each of the two shim volumes
independently, it performs a fit of the obtained field map with
second-order shim terms active in both volumes and two sets of
constant and linear shim terms that are active only in the brain and
spinal cord shim volume, respectively, but vanish in the other
volume.
Experiments were performed on a 3T whole-body MR
system (Magnetom PrismaFit, Siemens, Germany) with a standard
64-channel head-neck coil on phantoms and healthy volunteers (Fig. 1)
from which informed consent was obtained prior to the examination.
Field maps were acquired using a 2D fast-gradient-echo technique with
two echoes (echo times 4.26 ms and 6.72 ms) and a
field-of-view of 256x256x400 mm3
covered with an isotropic resolution of 4.0 mm. FLASH images as
anatomical reference and EPI images were acquired with resolutions of
2.0x2.0x2.0 mm3 (1.0 mm
gap) in the brain volume (8 slices) and 1.0x1.0x5.0 mm3
in the spinal cord volume (24 slices), respectively.
The shim settings obtained with the conventional
approach based on the manufacturers algorithm 1
and the CoSpi shim algorithm were compared with respect to the field
inhomogeneity in the target volumes (standard deviation of the
field map) and the EPI image quality.Results and Discussion
Figure 2
demonstrates the conventional shim approach and the need for a
dynamic shim update for cortico-spinal fMRI. The higher-order shim
terms are determined for the large adjustment volume covering both
slice groups and the volume-specific linear terms from a shim
adjusted in the corresponding target region (cf.
Fig. 1). Only with a dynamic
update of the linear shim terms between the two slice groups during
the measurement, a reasonable image quality can be obtained in both
volumes.
In Fig. 3,
field maps obtained in the phantom and in vivo with the conventional
approach and the CoSpi algorithm are presented. The CoSpi algorithm
provide a very similar or better field inhomogeneity with less phase
wrappings in the phase difference images. This is also reflected in
the standard deviations of the unwrapped field map that are reduced
by about 30% / 80% (brain / spinal cord volume) in the phantom
and 40% / 60% in vivo, respectively.
The EPI images shown in Fig. 4
are consistent with the findings of the field map measurements of
Fig. 3.
For instance, in the in vivo experiments, spinal cord slices appear
very similar for both approaches but the brain slices are
considerably compressed for the conventional shim approach which is
in line with the anterior-posterior gradient of the phase
differences (cf. Fig. 3).
In the phantom experiments, compression and through-slice dephasing
in the spinal cord volume is less pronounced for the CoSpi compared
to the conventional approach that suffers from a field gradient in
the slice-phase direction (cf. Fig. 3).
Overall, the CoSpi approach outperformes the
conventional approach in terms of image quality. In addition, the
time required for shimming is reduced from more than 15 min with
the conventional approach to about 7 min with the CoSpi shim
because only a single shim step is required.
In conclusion, the implemented algorithm could
help to improve the performance and applicability of cortico-spinal
fMRI.Acknowledgements
No acknowledgement found.References
1. Finsterbusch J, Sprenger C, Büchel C.
Combined T2*-weighted measurements of the human brain and cervical
spinal cord with a dynamic shim update. NeuroImage. 2013; 79:153–161.
2. Sprenger C, Finsterbusch J, Büchel C. Spinal Cord–Midbrain
Functional Connectivity Is Related to Perceived Pain Intensity: A
Combined Spino-Cortical fMRI Study. J.Neurosci. 2015;
35(10):4248-4257.