Keywords
7T-fMRI, parallel transmit, multi-echo, multiband, temporal lobe, orbitofrontal 49
cortex 50
51
52
53
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1. Introduction 54
The temporal signal-to-noise ratio (tSNR) of functional magnetic resonance imaging 55
(fMRI) varies across the brain. The ventral anterior temporal cortex and orbitofrontal cortex, 56
for example, are located next to air-filled sinuses and so are affected by magnetic field 57
inhomogeneity that causes signal dropout and geometric distortions (Devlin et al., 2000; 58
Halai et al., 2014, 2015, 2024). This makes it challenging to use fMRI to investigate the roles 59
that these regions may play in a myriad of cognitive processes – including vision (Devereux 60
et al., 2018), language (Borghesani et al., 2016), multimodal semantic cognition (Lambon 61
Ralph et al., 2017), emotion (Fernandez et al., 2017), social cognition (Binney et al., 2016; 62
Zahn et al., 2007), theory of mind (DuPre et al., 2016), and executive function (Duncan, 63
2010). Signal dropout and geometric distortions are more severe at higher field strengths, 64
implying that it may be especially difficult to measure task-related activity in susceptible 65
regions with ultra-high-field fMRI (e.g., 7T-fMRI). However, 7T-fMRI also has many 66
advantages in regions unaffected by magnetic susceptibility artefacts: 7T-fMRI offers 67
improved tSNR relative to 3T-fMRI (Morris et al., 2019), which can be used to reduce voxel 68
size and enable applications such as laminar fMRI (Koopmans et al., 2011) or to reduce 69
acquisition times and enable shorter scan times for special populations such as patients with 70
neurodegenerative diseases (Cope et al., 2023). 7T-fMRI also benefits from improved spatial 71
specificity relative to 3T-fMRI because the signal from cortical microvasculature is enhanced 72
while the signal from large veins is reduced (Marques & Norris, 2018). Improving signal 73
homogeneity would allow researchers studying the whole brain (or focusing on regions 74
prone to susceptibility artefacts) to take full advantage of 7T-fMRI; therefore, in this study 75
we compared three methods of doing so. 76
One possible method for counteracting signal dropout is parallel transmit (pTx), 77
which uses multiple transmit elements, controlled independently, to homogenise the flip 78
angle pattern experienced by the tissue (Deniz et al., 2019). A recent study used pTx to 79
counteract signal dropout in ventral anterior temporal regions for echo-planar imaging (EPI) 80
7T fMRI (Ding et al., 2022). pTx improved tSNR across the brain compared to a standard 81
sequence, particularly in the temporal lobes. However, there was no improvement in 82
functional contrast during a semantic association task that is known to recruit the anterior 83
temporal lobes in 3T-fMRI studies (Jung et al., 2017). 84
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A second method of recovering signal in these regions is multi-echo (ME) imaging 85
(Kundu et al., 2017; Poser et al., 2006; Posse, 2012). T2* is known to vary across the brain 86
(Hagberg et al., 2002); in areas prone to magnetic susceptibility artefacts, T2* is particularly 87
short due to increased intravoxel dephasing. A single echo provides sensitivity to a narrow 88
range of T2* values; the echo time (TE) is therefore selected to provide the best compromise 89
of sensitivity to T2* across the whole brain. Combining data from multiple echoes increases 90
the range of T2* that can be imaged with high fidelity. ME has been shown to improve 91
functional contrast (Poser & Norris, 2009) and spatial specificity (Boyacioğlu et al., 2015) at 92
7T and 3T (Fernandez et al., 2017; Halai et al., 2024; Kirilina et al., 2016; Lynch et al., 2020). 93
Having multiple echoes also facilitates the separation of signal and noise because signals 94
decay in a well-characterised way across echoes, whereas noise does not. This principle 95
underpins multi-echo independent components analysis (ME-ICA), via which ICA 96
components that are TE-independent, and thus are likely to be noise rather than blood-97
oxygen-level-dependent (BOLD) signal, can be removed (Dipasquale et al., 2017; Kundu et 98
al., 2011, 2013, 2015, 2017). This method may enhance signal detection in areas prone to 99
susceptibility artefacts on top of the advantage offered by ME alone (e.g. Lombardo et al., 100
2016). ME sequences have some potential disadvantages. For example, multi-echo can 101
lengthen repetition time (TR). In-plane acceleration is frequently needed to achieve a 102
sufficiently short first TE, which reduces tSNR (Yun & Shah, 2017). In turn, a short first TE, 103
combined with hardware constraints, often limits the minimum voxel size (Koopmans et al., 104
2011). Critically, in many previous studies examining the benefits of ME sequences 105
compared to single-echo (SE), the “single-echo” data were extracted from the ME dataset 106
(Amemiya et al., 2019; Bhavsar et al., 2014; Caballero-Gaudes et al., 2019; Cohen et al., 107
2017, 2017, 2018; Dipasquale et al., 2017; Evans et al., 2015; Fernandez et al., 2017; Gilmore 108
et al., 2022; Kovářová et al., 2022). This means that the “single-echo” data will inherit 109
suboptimal parameters that are ME-specific, making the comparison unfair. 110
A third strategy for improving acquisition is multiband (MB) imaging, also known as 111
simultaneous multi-slice, in which multiple slices are acquired simultaneously (Barth et al., 112
2016; Moeller et al., 2010; Setsompop et al., 2012). Typically MB has been applied to 113
increase temporal resolution – multiple studies have shown that MB can reduce noise 114
aliasing, increase statistical power and counteract the increase in TR associated with ME 115
(Feinberg et al., 2010; Griffanti et al., 2014; Halai et al., 2024; Puckett et al., 2018; Smith et 116
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al., 2013). Benefits specific to task fMRI have been less clear (Demetriou et al., 2018; Todd 117
et al., 2016) since some noise features are unlikely to be correlated with task regressors and 118
can be removed with high-pass filtering. Other possible disadvantages of MB include a 119
reduction in tSNR due to increases in g-factor effects (Demetriou et al., 2018; Risk et al., 120
2021; Setsompop et al., 2012) and leakage of signal into the simultaneously-excited slices 121
(Todd et al., 2016). 122
There is therefore a need to evaluate 7T-fMRI sequences to determine which 123
parameters are important for counteracting signal dropout and improving sensitivity in 124
regions prone to susceptibility artefacts without compromising signal quality elsewhere. We 125
tested five possible sequences. These consisted of pTx, plus a 2 x 2 factorial design varying 126
number of echoes and multiband factor: single-echo single band (SESB), single-echo 127
multiband (SEMB), multi-echo single band (MESB), and multi-echo multiband (MEMB). We 128
used a semantic judgment task that is known to evoke activity across the semantic network, 129
including areas severely affected and those relatively unaffected by susceptibility artefacts 130
(Jung et al., 2017). 131
We had two univariate effects of interest – activation magnitude and activation 132
precision (Halai et al., 2024). Activation magnitude is the magnitude of the BOLD signal 133
change, operationalised as the 1st-level beta values extracted from each voxel. We 134
hypothesised that both pTx and ME would recover signal and hence increase activation 135
magnitude relative to the SESB sequence (which we used as a baseline). Activation precision 136
is the reliability of the BOLD signal change, analogous to the functional contrast-to-noise 137
ratio (fCNR) and operationalised as the 1st-level t-values extracted from each voxel. We 138
hypothesised that MB sequences, with greater effective degrees of freedom, would increase 139
activation precision relative to single band (SB) sequences. We also had two secondary 140
hypotheses: first, since ME-ICA denoising removes TE-independent noise, greater activation 141
precision would be observed in multi-echo denoised data (MEdn) relative to ME data 142
without denoising; second, that any MB advantage would be due to the increase in the 143
number of volumes. 144
Our study focused primarily on univariate effects. However, multivariate analysis 145
techniques, which exploit variance and covariance between voxels and can accommodate 146
participant-specific differences in activation patterns (Coutanche, 2013; Davis et al., 2014; 147
Davis & Poldrack, 2013) are rapidly gaining popularity. These methods frequently rely on the 148
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assumption of good-quality signal across the whole brain (Frisby et al., 2023) and so we 149
conducted an exploratory analysis, following the method of Haxby et al. (2001), to decode 150
task condition from the data acquired with each sequence. Finally, we tested for the 151
presence of slice leakage artefacts in our MB data. 152
To summarise, our study aimed to compare pTx, ME and MB as methods for 153
improving sensitivity in ventral temporal and orbitofrontal regions while maintaining image 154
quality across the rest of the brain. 155
156
2. Methods 157
2.1. Participants 158
20 healthy native speakers of British English (age range 18-50, mean age 33.45 years, 12 159
female, 8 male) participated in the study. All were right-handed, had normal or corrected-160
to-normal vision, and had no neurological or sensory disorders. All participants gave written 161
informed consent. The research was approved by a local National Health Service (NHS) 162
ethics committee (04/Q105/66). 163
164
2.2. Stimuli and task 165
All participants performed a semantic association task and a visual pattern matching task 166
(hereafter called the “control task”) adapted from a previous study (Jung et al., 2017). Each 167
stimulus consisted of three pictures presented simultaneously (Figure 1). Some pictures 168
were line drawings taken from the Pyramids and Palm Trees Test (Howard & Patterson, 169
1992) and some were colour cartoons or photographs taken from the Camel and Cactus Test 170
(Bozeat et al., 2000). In the semantic task, participants were instructed to indicate which of 171
the two pictures at the bottom of the screen had the closest semantic relationship to the 172
picture at the top (hereafter the “probe picture”). In the control task, participants were 173
instructed to indicate which of two scrambled pictures (generated from the pictures used in 174
the semantic task) at the bottom of the screen was identical to a scrambled probe. There 175
were 248 unique picture triplets, so some stimuli were repeated between runs, but no 176
stimulus was repeated within a run. E-Prime software (Psychology Software Tools Inc., 177
Pittsburgh, USA) was used to display stimuli and record responses. Stimuli were rear-178
projected onto a screen at the back of the MRI scanner, and observers viewed stimuli 179
through a mirror mounted to the head coil directly above the eyes. 180
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181
Figure 1: One block of the semantic association task (left of the arrow) and one block of the 182
control task (right of the arrow). Each trial consisted of a fixation cross (500 ms) followed by 183
three pictures presented simultaneously. Participants had to select which of the two 184
pictures at the bottom was more semantically similar to (in the semantic task) or visually 185
identical to (in the control task) the picture at the top (the probe picture). Each block lasted 186
16 s in total. Reprinted with permission from (Halai et al., 2024). 187
188
The study had a block design with three types of block: semantic, control and rest. 189
Each task block consisted of four trials. Each trial consisted of a fixation cross presented for 190
500 ms followed by a stimulus presented for 3500 ms. Each rest block consisted of a fixation 191
cross presented for 16 s. Each run began 16 s after the start of the MR sequence and then 192
consisted of 30 blocks presented in the order: semantic, control, semantic, control, rest. 193
There were five runs per participant, collected in a single session. Accuracy and reaction 194
time were measured for each trial. Since reaction time is not normally distributed, both 195
metrics were compared across tasks using Wilcoxon’s signed-rank tests and across 196
sequences using Friedman’s nonparametric ANOVA. 197
198
2.3. Image acquisition 199
All images were acquired on a whole-body MAGNETOM Terra 7T MRI (Siemens 200
Healthcare, Germany). An 8Tx32Rx head coil (Nova Medical, USA) was used to run all 201
structural and functional imaging sequences. 202
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An MP2RAGE anatomical scan was acquired with the following parameters: 224 203
sagittal slices (interleaved acquisition), FOV 240 x 225.12 x 240 mm3, voxel size 0.75 mm 204
isotropic, TR 4300 ms, inversion times 840 and 2370 ms, TE 1.99 ms, nominal flip angles 5° 205
and 6°, GRAPPA acceleration factor 3, and duration 8 minutes 50 seconds. 206
Next, manual B0-shimming was performed over the volume to be used for EPI. The 207
aim was to reduce the water linewidth, defined as full width of the spectrum at half height, 208
to below 40 Hz. However, for some participants the adjustments proved time-consuming 209
and so adjustment time was capped at 30 minutes from the start of scanning after which 210
the best shim parameters were adopted. The actual average water linewidth was 42 Hz 211
(standard deviation = 9 Hz; missing data for 4 participants). Then a dummy pTx-EPI scan of 212
one volume was acquired to trigger the acquisition of subject-specific B0 and per-channel B1+ 213
field maps. The brain was divided into 5 slabs along the slice direction and slab-specific 2-214
spoke pTx excitation pulses were designed offline. Variable-rate selective excitation (VERSE; 215
Hargreaves et al., 2004) was applied to reduce specific absorption rate (SAR) for the pTx 216
sequence only. 217
There were five functional runs of EPI, one run of each sequence. Key parameters 218
are given in Table 1. The order of sequences was counterbalanced across participants. The 219
following parameters were held constant across sequences: 48 axial slices (interleaved 220
acquisition), FOV 210 x 210 x 210 mm3 to cover the whole brain in most participants (visual 221
inspection ensured that the ventral anterior temporal lobe was included in the FOV for all 222
participants and the FOV was tilted up at the nose to avoid ghosting of the eyes into the 223
temporal lobe), voxel size 2.5 mm isotropic (no gap), and A-P phase encoding direction. 224
After each run, 5 further volumes were acquired with the phase encoding direction changed 225
to P-A to facilitate distortion correction during preprocessing. 226
227
SESB SEMB MESB MEMB pTx
No. echoes 1 1 3 3 1
Multiband factor 1 2 1 2 1
TR (ms) 3020 1510 3020 1510 3000
TE1 (ms) 25.00 25.00 11.80 11.80 25.00
TE2 (ms) - - 27.05 27.05 -
TE3 (ms) - - 42.30 42.30 -
iPAT type Off Off GRAPPA GRAPPA GRAPPA
iPAT factor Off Off 3 3 2
Phase partial
Fourier
7/8 7/8 7/8 7/8 Off
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Nominal flip
angle (°)
50 50 78 63 40
Bandwidth
(Hz/Px)
2204 2204 2204 2204 1804
Number of
volumes acquired
171 340 171 340 172
Number of pulses 1 1 1 1 5 (VERSE 2-
spoke pTx
pulses)
228
Table 1: parameters of each sequence. 229
230
2.4. Data analysis 231
All analysis code is available at https://github.com/slfrisby/7TOptimisation/. 232
233
2.4.1. Preprocessing 234
For ease of data sharing we converted all DICOMs to BIDS format (Gorgolewski et al., 235
2016) using heudiconv v1.0.0 (Halchenko et al., 2024). 236
Standard reproducible preprocessing pipelines designed for 3T-fMRI, such as 237
fMRIprep (Esteban et al., 2019; Gorgolewski et al., 2011; Markiewicz et al., 2024) perform 238
poorly on 7T-fMRI EPI data. Therefore, the analysis pipeline was split into stages using 239
different software packages. 240
Since it is notoriously difficult to perform a good-quality brain extraction on 241
MP2RAGE data (because of salt-and-pepper noise in the background and cavities), two 242
pipelines were used. The MP2RAGE T1w (combined) image first had its background noise 243
removed using O’Brien regularisation (O’Brien et al., 2014) and was then submitted to the 244
CAT12 pipeline for segmentation (Gaser et al., 2023; in SPM12; 245
https://www.fil.ion.ucl.ac.uk/spm/). The bias- and global-intensity corrected T1w image 246
produced was provided to as input to the anatomy pipeline in fMRIPrep 21.0.1. TheT1w 247
image was skull-stripped with a Nipype implementation of the antsBrainExtraction.sh 248
workflow (ANTs 2.3.3; Avants et al., 2009, 2011; https://github.com/ANTsX/ANTs/). Volume-249
based spatial normalisation to standard space (MNI152NLin2009cAsym) was performed 250
through nonlinear registration with antsRegistration.sh (ANTs). 251
Functional preprocessing was performed using in-house code, composed of 252
functions from AFNI (v.18.3.03; Cox, 1996; Cox & Hyde, 1997; https://afni.nimh.nih.gov/), 253
FSL (v.5.0; Andersson et al., 2003; Jenkinson et al., 2012; Smith, 2002; Smith et al., 2004; 254
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https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/), tedana (v.23.0.1; DuPre et al., 2021; Kundu et al., 255
2011, 2013; The tedana Community et al., 2023; 256
https://tedana.readthedocs.io/en/stable/index.html) and ANTS (v. 2.2.0; Avants et al., 2009, 257
2011; https://github.com/ANTsX/ANTs/). EPIs were despiked using 3dDespike (AFNI), slice 258
timing was corrected to the middle slice using 3dTshift (AFNI), motion was corrected with 259
3dvolreg and 3dAllineate (AFNI) using the first volume of each run as a reference (for ME 260
datasets, the TE1 image was aligned and the resulting transform was applied to the TE2 and 261
TE3 images), and skull-stripped using BET (FSL) to create a participant-specific brain mask. 262
For ME datasets only, tedana was used to create two timeseries – one in which the 263
echoes were optimally combined based on T2* weighting (Posse, 2012), and one in which 264
the T2* optimally-combined data were denoised using ICA. tedana conducts denoising by 265
decomposing data using PCA and ICA, classifying components according to whether the 266
signal scales linearly with TE (as the BOLD signal does), and reconstructing the data using 267
only BOLD-like components. The brain mask created with BET was used as the mask for this 268
stage. 269
Next, for all datasets, unwarping was conducted using topup and applytopup (FSL). 270
Field displacement maps were calculated using ten volumes (five with A-P phase encoding 271
direction, extracted from the start of each functional run, and five with P-A phase encoding 272
direction, collected separately after each run) and the resulting correction was applied to all 273
images. Finally, the mean EPI for each run was coregistered to the skull-stripped native 274
structural image using a rigid-body registration with AntsRegistrationSyN.sh (ANTS). EPIs 275
were then transformed into standard space (MNI152NLin2009cAsym) by combining the 276
transforms from native EPI to native T1 and the transforms from native T1 to standard space 277
and applying those transforms to the EPIs using antsApplyTransforms (ANTS). Images were 278
smoothed with a 6 mm FWHM Gaussian filter in SPM12 (https://www.fil.ion.ucl.ac.uk/spm/) 279
for GLM analysis. 280
A separate functional preprocessing pipeline was used to create images for slice 281
leakage analysis. This pipeline differed from the main pipeline in the following ways. 282
Despiking was omitted to avoid the removal of noise. For ME datasets only, rather than run 283
the full tedana workflow, we conducted optimal combination of data from multiple echoes 284
(but no denoising) using the t2smap command using all voxels in the volume (i.e. no brain 285
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mask). All coregistration steps were omitted (the images remained in native EPI space) and 286
no smoothing was applied. 287
288
2.4.2. 1st-level (within-participant) GLM 289
Data were analysed using the general linear model (GLM) approach implemented in 290
SPM12 in MATLAB r2019a. We had 5 timeseries of primary interest – standard single-echo 291
single band (SESB), parallel transmit (pTx), single-echo multiband (SEMB), multi-echo single 292
band (MESB) and multi-echo multiband (MEMB). For the latter two sequences, data from all 293
echoes were optimally combined but were not ICA-denoised. We also generated two 294
timeseries with ME-ICA denoising - multi-echo single band with ICA denoising (MESBdn) and 295
multi-echo multiband with ICA denoising (MEMBdn) - and two downsampled MB timeseries 296
created by extracting odd-numbered volumes to match the number of volumes in the single 297
band timeseries - odd-numbered volumes of single-echo multiband (SEMBodd) and odd-298
volumes of multi-echo multiband (MEMBodd). 299
At the individual subject level, each block of the semantic and control task was 300
modelled as a boxcar function (resting blocks were modelled implicitly) and these boxcar 301
functions were subsequently convolved with SPM’s difference of gammas haemodynamic 302
response function. The six motion parameters extracted during preprocessing were used as 303
regressors of no interest. The micro-time resolution was set as the number of slices (n = 48), 304
the micro-time onset was set as the reference slice for slice-time correction (n = 24), and the 305
high-pass filter cutoff was 128 seconds. The same MNI template used during preprocessing 306
was used as a mask for the analysis. The parameter estimation method was restricted 307
maximum likelihood estimation (ReML) and serial correlations were accounted for using an 308
autoregressive AR(1) model during estimation. For univariate analyses the contrast of 309
interest was greater activation for the semantic task than the control task (S > C). For 310
exploratory multivariate pattern analysis (MVPA) each block (12 semantic and 12 control) 311
was modelled individually in order to obtain one beta image per block. 312
Finally, for the slice leakage analysis, the modelling was rerun on the minimally-313
preprocessed timeseries without any brain mask. We obtained both univariate contrasts of 314
interest (S > C) and beta images per block (for MVPA). 315
316
2.4.3. 2nd-level (across-participant) GLM 317
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2.4.3.1. Region-of-interest (ROI) analysis 318
Regions of interest (ROIs) were defined based on a large-scale distortion-corrected 319
3T-fMRI study of the semantic network (Humphreys et al., 2015). For each comparison, ROIs 320
were analysed only if they overlapped by at least one voxel with the whole-brain contrast of 321
interest (S > C) summed over all sequences in the comparison. 322
323
2.4.3.1.1. Univariate analysis 324
Activation magnitude (1st-level beta values) and activation precision (1st-level t-325
values) were extracted from each ROI using a publicly-available script, roi_extract.m 326
(https://github.com/MRC-CBU/riksneurotools/blob/master/Util/roi_extract.m). There were 327
two planned t-tests for activation magnitude (pTx > SESB, ME > SE) and four planned t-tests 328
for activation precision (MB > SB, MEdn > ME, MBodd > SB, SB > MBodd). For each planned 329
t-test, results were Bonferroni-corrected for the number of ROIs included. 330
331
2.4.3.1.2. Exploratory multivariate pattern analysis (MVPA) 332
The input to this analysis was the activation magnitude values extracted from each 333
block individually (12 semantic and 12 control). For each block and each ROI, a vector of 334
beta values within that ROI was created. The cosine dissimilarity between every possible 335
pair of blocks was calculated. MVPA performance was operationalised as the mean 336
between-task dissimilarity minus the mean within-task dissimilarity and paired t-tests were 337
used to compare the metric across sequences (all planned t-tests described in the univariate 338
ROI analysis were conducted; Haxby et al., 2001). 339
340
2.4.3.2. Whole-brain analysis 341
All the above contrasts were assessed at the whole-brain level using t-tests (for 342
comparing pTx and SESB) or using random-effects ANOVAs with one-sample t-tests on the 343
summary statistic (for the three factorial designs: varying echo and band (SESB, SEMB, MESB 344
and MEMB); varying denoising and band (MESBdn, MEMBdn, MESB and MEMB); and 345
varying echo and downsampled band (SEMBodd, MEMBodd, SEMB and MEMB)). The 346
ANOVAs were conducted using a publicly-available script, batch_spm_anova.m 347
(https://github.com/MRC-CBU/riksneurotools/blob/master/SPM/batch_spm_anova.m). The 348
group t-maps were assessed for significance by using a voxel-height threshold of p < 0.001 349
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to define clusters and then a cluster-defining family-wise-error corrected threshold of p C) in standard space was 354
inspected and the coordinates of the peak t-values of the top 5 clusters were identified. 355
These coordinates were back-projected to obtain 5 sets of corresponding coordinates in 356
each participant’s native EPI space (hereafter “seeds”, labelled A). Next, voxels to which 357
signal might be warped were identified as artefact locations based on phase shift (FOV/2, 358
labelled B) and, in the MEMB data, GRAPPA (labelled Ag) and phase shift plus GRAPPA 359
(labelled Bg). A spherical ROI, 4 voxels in radius, was defined around each seed location and 360
possible artefact location using a modified version of the scripts developed for McNabb et 361
al. (2020; https://github.com/DrMichaelLindner/MAP4SL/; our version available at 362
https://github.com/slfrisby/7TOptimisation/). 363
Both univariate (McNabb et al., 2020) and multivariate (Halai et al., 2024) slice 364
leakage tests were conducted. Activation magnitude was extracted from minimally-365
preprocessed data, and, for the multivariate analysis, the difference between mean within-366
task similarity and mean between-task similarity was calculated as in the ROI analysis. 367
Paired t-tests were conducted for each seed and artefact location between each sequence 368
of interest (SEMB and MEMB) and a control sequence. For artefact locations based on phase 369
shift (B), the control sequence was the corresponding SB sequence (SESB for SEMB and 370
MESB for MEMB). For artefact locations based on GRAPPA, the control sequence was the 371
corresponding SE sequence, because SE sequences were collected without GRAPPA (SEMB 372
for MEMB). Results were Bonferroni-corrected for the number of peaks (n = 5) and the 373
number of possible artefact regions (n = 1 for SEMB and n = 3 for MEMB). 374
375
3. Results 376
3.1. Excluded participants 377
Two participants were excluded because of excessive head motion (this was defined 378
by calculating, for each participant, the percentage of volumes per run with absolute 379
translation values of over 2 mm or absolute rotation values over 1°, averaging these 380
percentages over runs, and excluding any participant whose mean percentage was greater 381
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than 2 standard deviations above the mean percentage across participants). One participant 382
was excluded because of technical problems during data acquisition which meant that the 383
pTx run failed. All subsequent analyses were conducted on the remaining 17 participants. 384
385
3.2. Behavioural results 386
The 17 participants had good performance on both tasks and, importantly, there 387
were no significant differences between the 5 sequences in terms of accuracy (Friedman’s χ2 388
= 5.26, p = 0.26) or reaction time (Friedman’s χ2 = 7.20, p = 0.16). The semantic and control 389
tasks did not differ reliably in accuracy (Wilcoxon’s z = 0; p = 0.06) or reaction time 390
(Wilcoxon’s z = 7; p = 1.00). 391
392
3.3. Region-of-interest analysis 393
ROIs that overlapped with the whole-brain contrast of interest (S > C) for at least 394
one of the five sequences are shown in Figure 2. 395
396
Figure 2: Regions of interest, taken from a meta-analysis of semantic tasks by (Humphreys et 397
al., 2015). All spheres are 8 mm in radius. Regions of interest are overlaid on the 398
MNI152NLin2009cAsym template. LTP = left temporal pole; LvATL = left ventral anterior 399
temporal lobe; RITG = right inferior temporal gyrus; LFP = left frontal pole; LmMTG = left 400
medial middle temporal gyrus; LpMTG = left posterior middle temporal gyrus; LIFGpt = left 401
inferior temporal gyrus pars triangularis. 402
403
404
LTP LvATL RITG LFP LmMTG LpMTG LIFGpt
Activation magnitude
pTx > SESB - 0.2488 0.0240* - - 0.0042** 0.4114
ME > SE 0.0502 0.0001** 0.0333* 0.2951 0.0092* 0.0003* 0.4155
Activation precision
MB > SB 0.4569 0.0007** 0.0019** 0.0989 0.2187 0.0266* 0.0016**
MEdn > ME 0.3117 <0.0001** <0.0001** 0.0014** 0.1363 <0.0001** SB 0.4225 0.1057 0.0481* - 0.5697 0.1879 0.3300
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15
MVPA
pTx > SESB - 0.8569 0.3280 - - 0.1529 0.9179
ME > SE 0.0096* 0.0063** 0.1612 0.0655 0.0465* 0.0024** 0.2508
MB > SB 0.2455 0.1417 0.0667 0.3021 0.3949 0.2693 0.5207
MEdn > ME 0.0027** <0.0001** MB 0.7416 0.4570 0.7222 - 0.3803 0.6716 0.3242
MBodd > SB 0.2584 0.5430 0.2778 - 0.6197 0.3284 0.6758
405
Table 2: p-values for all t-tests within regions of interest (ROIs) based on the semantic 406
network. * = p < 0.05, ** = p C) 408
summed over all sequences in the comparison, LTP = left temporal pole, LvATL = left ventral 409
anterior temporal lobe, RITG = right inferior temporal gyrus, LFP = left frontal pole, LmMTG 410
= left medial middle temporal gyrus, LpMTG = left posterior middle temporal gyrus, LIFGpt = 411
left inferior temporal gyrus pars triangularis. 412
413
3.3.1. Univariate analysis 414
Table 2 shows the p-values for all planned t-contrasts. pTx provided significantly 415
better activation magnitude than SESB in the left posterior middle temporal gyrus (LpMTG). 416
ME sequences provided significantly better activation magnitude than SE sequences in the 417
left ventral anterior temporal lobe (LvATL). 418
MB sequences offered significantly better activation precision than SB sequences in 419
the LvATL, right inferior temporal gyrus (RITG) and left inferior frontal gyrus pars triangularis 420
(LIFGpt). MEdn sequences offered significantly better activation precision than ME in the 421
LvATL, RITG, LpMTG, LIFGpt and left frontal pole (LFP). There was no significant difference in 422
either direction between MBodd sequences and SB sequences (see Supplementary Table 1 423
for detailed results, plus reverse contrasts). We also found no significant interaction 424
between multi-echo and multi-band. 425
426
3.3.2. Exploratory MVPA 427
Table 2 also shows the p-values for t-tests comparing our MVPA dissimilarity metric 428
between sequences. The ME sequences produced significantly better performance than SE 429
sequences in the LvATL and LpMTG. MEdn sequences produced better performance than 430
ME sequences in every ROI. All other comparisons failed to reach significance. 431
432
3.4. Whole-brain analysis 433
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Figure 3 shows the results for activation magnitude. Figure 3A shows a single cluster, 434
within the right fusiform gyrus and lateral inferior occipital cortex, that showed greater 435
activation magnitude with pTx than with SESB (pTx > SESB). Figure 3B shows the main effect 436
of ME over SE, featuring clusters in the fusiform and inferior temporal gyri bilaterally plus 437
the left orbitofrontal cortex (cluster and peak information is provided in Supplementary 438
Table 2). 439
440
441
Figure 3: Effects on activation magnitude: (A) effect of parallel transmit (pTx > SESB); (B) 442
effect of echo (ME > SE). Results are cluster-corrected at p < 0.05 based on an uncorrected 443
voxel threshold of p < 0.001 and are overlaid on the MNI152NLin2009cAsym template. 444
445
Figure 4 shows the results for activation precision. Both the main effect of MB over 446
SB and the main effect of ME-ICA denoising over ME without ICA denoising extended down 447
the temporal lobe and included frontal regions (Supplementary Table 2). There was no 448
significant difference between downsampled MB sequences and SB sequences in either 449
direction. 450
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451
Figure 4: Effects on activation precision: (A) effect of multiband (MB > SB); (B) effect of ME-452
ICA denoising (MEdn > ME). Results are cluster-corrected at p < 0.05 based on an 453
uncorrected voxel threshold of p < 0.001 and are overlaid on the MNI152NLin2009cAsym 454
template. 455
456
To summarise, these results aligned with results from our ROI analyses – ME 457
increased activation magnitude and both MB and ME-ICA denoising increased activation 458
precision (see Supplementary Figures 1-6 for detailed results, plus reverse contrasts). 459
460
461
3.5. Slice leakage analysis 462
Seed and possible artefact locations for an example participant are shown in Figure 463
5A. Figure 5B shows activation magnitude for an example seed and its corresponding 464
possible artefact locations for all participants in each MB sequence and its corresponding 465
sequences. Figure 5C shows MVPA performance. Violin plots for all other peaks are shown 466
in Supplementary Figure 7. t-tests were conducted at each location, but no comparison 467
reached statistical significance (p-values are shown in Supplementary Table 3). We therefore 468
concluded that there was no evidence for slice leakage in either of our MB datasets. 469
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470
Figure 5: Slice leakage analysis. (A) Seed and possible artefact locations for a single 471
participant. The ROIs (radius 4 voxels) indicate the seed location (blue), possible artefact 472
location based on phase shift (green), possible artefact location based on GRAPPA (red), and 473
possible artefact location based on phase shift and GRAPPA (yellow) in native EPI space. 474
Informed consent was obtained from the participant for this image to be published. (B) 475
Mean activation magnitude within each sphere for each MB sequence and the 476
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19
corresponding control sequences for the first seed location (plots for other seeds are shown 477
in Supplementary Figure 7; statistics for all seeds are shown in Supplementary Table 3). (C) 478
Mean MVPA dissimilarity within each sphere for each MB sequence and the corresponding 479
control sequences. 480
481
482
4. Discussion 483
The tSNR of fMRI varies across the brain. This is especially evident in ventral anterior 484
temporal and orbitofrontal regions, which are located next to the air-filled sinuses and are 485
therefore affected by signal dropout and geometric distortions (Devlin et al., 2000; Halai et 486
al., 2014, 2015, 2024). This study is the first 7T-fMRI study systematically comparing pTx, ME 487
and MB as methods for improving sensitivity in these regions while maintaining sensitivity 488
across the brain. We found that pTx improved activation magnitude in posterior temporal 489
and occipital regions. ME, however, resulted in improved activation magnitude extending 490
down the temporal lobe and including inferior frontal regions. Both MB and ME-ICA 491
denoising resulted in improved activation precision in the same areas. In an exploratory 492
analysis we found that ME and ME-ICA improved MVPA performance but MB did not. No 493
slice leakage artefacts were associated with our multiband sequences. 494
Although parallel transmit produced better activation magnitude in posterior 495
temporal and occipital regions than the baseline (SESB) sequence without compromising 496
activation magnitude elsewhere, activation magnitude in anterior temporal areas was 497
comparable for both sequences. These results replicated those of Ding et al. (2022) who 498
failed to find improved task contrast in anterior temporal regions with pTx in spite of 499
improved tSNR in the resting state. Note that, despite visible signal dropout on the EPIs, 500
even the baseline sequence was able to identify semantic activity extending into ventral 501
anterior temporal regions (Figure 6). It is possible that this finding reflects the increased 502
sensitivity of 7T-fMRI compared to 3T-fMRI, where semantic activity is rarely observed 503
without using a method such as multi-echo (Halai et al., 2014, 2015, 2024) or spin-echo 504
(Binney et al., 2010; Embleton et al., 2010). That a standard sequence can detect signal in 505
these regions might come as a surprise to many neuroimaging researchers as 7T-fMRI is not 506
only associated with increased sensitivity, but also with exacerbated magnetic susceptibility 507
artefacts. This finding should therefore embolden researchers to use 7T fMRI for 508
experimental designs that are difficult to conduct at a lower field strength - for example, 509
studies of special populations, who may benefit from shorter scan times (Cope et al., 2023), 510
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20
or studies requiring high spatial specificity (Marques & Norris, 2018). We do acknowledge 511
that the way we have utilised 7T fMRI in this study will not be suitable for, for example, 512
studies that require ultra-high resolution (in our case, scanner hardware constrained voxel 513
size when combined with a short first echo time). 514
515
516
517
Figure 6: Contrast despite signal dropout and geometric distortions. (A) Mean EPI across all 518
subjects for the baseline sequence (SESB) registered to MNI152NLin2009cAsym space. (B) 519
Selected regions of interest overlaid on the mean EPI image. (C) Main effect of activation 520
magnitude for the contrast of interest (S > C) for the baseline sequence. (D) Main effect of 521
activation magnitude for the contrast of interest (S > C) for the MEMB sequence. Results are 522
cluster-corrected at p < 0.05 based on an uncorrected voxel threshold of p < 0.001. 523
524
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21
The factorial design enabled us to disentangle the effects of ME and MB. As 525
hypothesised, ME improved activation magnitude and these effects were localised to 526
inferior temporal and orbitofrontal areas. Adverse effects on activation magnitude were 527
negligible - although ME reduced activation precision in two very small clusters 528
(Supplementary Figure 4), these were not within areas that the semantic task is known to 529
recruit (Jung et al., 2017). These results demonstrated that having one very short echo is a 530
successful method of increasing activation magnitude in areas where T2* is particularly short 531
(Halai et al., 2014, 2015, 2024; Jung et al., 2017). ME also opens up the opportunity for 532
sophisticated denoising such as tedana (DuPre et al., 2021; Kundu et al., 2011, 2013; The 533
tedana Community et al., 2023), which improved activation precision in agreement with 534
previous findings (Amemiya et al., 2019; Gonzalez-Castillo et al., 2016). Small clusters in 535
which ME-ICA increased activation magnitude (Supplementary Figure 5) or decreased 536
activation precision (Supplementary Figure 6) were not within regions recruited by the task 537
(Jung et al., 2017). 538
As hypothesised, multiband improved activation precision in areas of inhomogeneity 539
and in agreement with other work (Puckett et al., 2018). Supplementary Figure 4 shows two 540
very small clusters in which multiband reduced activation precision, but which lie outside 541
regions recruited by the task (Jung et al., 2017). After downsampling the MB timeseries to 542
match the number of volumes in the SB timeseries, there was no longer any difference 543
between the SB and MB sequences; this suggests that it is the increase in the number of 544
volumes that accounts for the benefits of multiband. Additionally, there was no evidence for 545
signal leakage into the simultaneously-acquired slice location (McNabb et al., 2020; Todd et 546
al., 2016), at least for our modest multiband factor of 2. We note that MB and ME seem to 547
have independent effects as the interaction was not significant within any ROI. However, 548
ME seems to offer larger activation magnitude (Figure 6) and MB offers better activation 549
precision. MB can help reduce the longer TR associated with ME and may decrease noise 550
aliasing in studies using short TRs (~1s). 551
Although this study focused primarily on univariate effects, we also identified 552
improvements to multivariate metrics that will be of interest to researchers using 553
increasingly-popular MVPA tools (Frisby et al., 2023). ME was found to improve MVPA 554
performance compared to SE sequences and, in turn, MEdn sequences performed 555
significantly better than ME sequences without denoising in every region of interest (with 556
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22
no detrimental effects). Future studies employing multivariate methods should strongly 557
consider using both ME acquisitions and ME-ICA preprocessing. 558
This study provides evidence supporting use of ME and/or MB sequences to detect 559
signal in regions prone to susceptibility artefacts. However, it is important to note that 560
individual 7T MRI scanners have their own hardware and software limitations; this means 561
that each site must optimise and test feasible parameters locally. For example, our system 562
did not allow us to take advantage of the higher spatial resolution offered by 7T-fMRI while 563
retaining an adequately short first echo for our multi-echo sequences. Puckett et al. (2018) 564
used comparable voxel sizes but had a shorter first TE than us (9.9 ms vs our 11.8 ms); 565
Miletić et al. (2020) had higher resolution (1.6 mm vs our 2.5 mm isotropic) and a shorter 566
first echo of 9.66 ms. Additionally, our 7T Terra pTx system imposes very conservative SAR 567
limits (1W per channel, 8W total) for pTx scans but permits 20W total (i.e. 2.5W per 568
channel) for circularly polarised mode (CP-mode or “TrueForm”) scans (equivalent to single 569
transmit). We therefore had to use VERSE-modified pTx pulses which are known to be more 570
sensitive to B0 inhomogeneity. We also acknowledge that pTx can be combined with multi-571
echo or multiband (Ding et al., 2023; Wu et al., 2016). Although we used the pTx head coil 572
for all scans, the combination of sequences was not implemented on our scanner at the 573
time of running this study and therefore needs to be tested empirically in future. Thus, 574
rather than identifying the limits of what is possible, we offer an accessible framework that 575
will enable researchers to leverage 7T-fMRI for investigating regions affected by 576
susceptibility artefacts despite the hardware and software constraints of individual 577
scanners. 578
579
5. Conclusion 580
In this study we compared pTx, ME and MB as methods of improving sensitivity in 581
temporal and frontal areas prone to magnetic susceptibility artefacts. Both pTx and ME 582
improved activation magnitude, but only ME showed improvements in artefact-prone 583
regions. MB and ME-ICA improved activation precision in these areas. Exploratory results 584
suggested that both ME and ME-ICA may also benefit MVPA. We demonstrated that a multi-585
echo, multiband sequence running on the 8Tx32Rx pTx head coil (in CP mode) can detect 586
signal in susceptible regions while maintaining sensitivity across the whole brain and is 587
therefore a versatile choice for future studies using high field strength and investigating the 588
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23
functional roles of ventral temporal and/or orbitofrontal cortex (Binney et al., 2016; 589
Borghesani et al., 2016; Devereux et al., 2018; Duncan, 2010; DuPre et al., 2016; Fernandez 590
et al., 2017; Lambon Ralph et al., 2017; Zahn et al., 2007). 591
592
Data and code availability: Data will be made publicly available upon peer review and 593
acceptance. Code is publicly available at: https://github.com/slfrisby/7TOptimisation/. 594
595
CRediT statement: Saskia L. Frisby: Conceptualisation, Methodology, Investigation, Formal 596
Analysis, Writing – Original Draft, Writing – Review & Editing, Visualisation; Marta M. 597
Correia: Conceptualisation, Methodology, Writing – Review & Editing, Funding Acquisition; 598
Minghao Zhang: Methodology, Writing – Review & Editing; Christopher T. Rodgers: 599
Methodology, Writing – Review & Editing, Supervision; Timothy T. Rogers: Writing – Review 600
& Editing, Supervision; Matthew A. Lambon Ralph: Writing – Review & Editing, Supervision, 601
Funding Acquisition; Ajay D. Halai: Conceptualisation, Methodology, Formal Analysis, 602
Writing – Review & Editing, Supervision, Funding Acquisition. 603
604
Funding: This work was supported by an MRC Unit grant (SUAG/019 G116768) to M.M.C., 605
an MRC PhD studentship (MR N013433-1) to M.Z., an MRC programme grant 606
(MR/R023883/1) and intramural funding (MC_UU_00005/18) to M.A.L.R, and an MRC 607
Career Development Award (MR/V031481/1) to A.D.H. This work was also supported by the 608
NIHR Cambridge Biomedical Research Centre (NIHR203312) and an MRC Clinical Research 609
Infrastructure Award for 7T (MR/M008983/1). The views expressed are those of the authors 610
and not necessarily those of the NIHR or the Department of Health and Social Care. 611
612
Competing interests: C.T.R. receives research support from Siemens. 613
614
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