Lucas Soustelle1,2, Thomas Troalen3, Andreea Hertanu1,2, Maxime Guye1,2, Jean-Philippe Ranjeva1,2, Guillaume Duhamel1,2, and Olivier M. Girard1,2
1Aix Marseille Univ, CNRS, CRMBM, Marseille, France, 2APHM, Hôpital Universitaire Timone, CEMEREM, Marseille, France, 3Siemens Healthcare SAS, Saint-Denis, France
Synopsis
Fast
macromolecular proton fraction (MPF) mapping based on single-point (SP) quantitative
MT method has shown great promises for the evaluation of myelin-related studies
while allowing for acceptable scan times. The SP method
requires a T1 map, which is inherently biased by magnetization transfer
effects. In this work, we investigate the effect of T1 maps derived from different
Variable Flip Angle (VFA) protocols on the computed MPF maps. It is shown that VFA-T1
is highly variable because of MT effects, hence biasing SP-MPF maps values. The
SP-MPF methodology should therefore consider MT effects in VFA-T1 estimation,
especially for cross-vendor applications.
Introduction
Fast macromolecular proton fraction mapping (MPF)1-3 derived from the two-pool model of quantitative magnetization
transfer (qMT)4 imaging achieved with a single point (SP) method has shown great
promises for the evaluation of myelin-related disorders5,6 and brain development7. The SP-qMT method allows for an accelerated protocol comprising B1
and water proton T1 mappings, along with a couple of MT-weighted and
non-saturated images, making an MPF protocol acceptable in terms of scan time
in neuro-applications.
Whereas B1 mapping methods are nowadays accessible in clinical
routine, MPF computation also requires a T1 map as a prerequisite, for which several
methods are available. Originally, the Variable Flip Angle (VFA) method was
considered because of its efficiency for fast spatial coverage and wide availability.
However, MT effects (due to on-resonance saturation of the macromolecular pool
and cross-relaxation) have recently been shown to significantly bias the T1
values in healthy tissues with such sequence8. In this work, we aim at comparing the T1 and corresponding MPF
values in the adult human white matter (WM) using different VFA-T1 mapping protocols.Methods
Experiments were performed on one healthy volunteer on a 3T clinical
system (Vida, Siemens Healthineers, Erlangen, Germany) with body coil
transmission and a 32-channel receive head coil. The protocol included a 3D
anatomical sequence (MPRAGE) as well as a B1+ mapping sequence (pre-saturated
turbo FLASH).
Different T1 mapping protocols based on non-selective 3D sagittal spoiled
gradient-echo (SPGR) were investigated (Table 1): (A) the product VIBE sequence
(providing inline B1-corrected T1 mapping reconstruction), (B) the product SPGR
sequence, (C) a custom SPGR sequence allowing for modulation of the readout
pulse duration, (D,E) a custom SPGR sequence with Controlled Saturation
Magnetization Transfer (CSMT) pulses (Hann-shaped, Δf = 6 kHz, controlled by a reference FA; FAref)9. These five T1 mapping methods were evaluated and subsequently used
as prior for SP-MPF mapping. Two additional MT-prepared and reference volumes used
for SP-MPF computation were acquired as described in Table 1.
All T1 mapping protocols were simulated with their respective
sequence parameters with an Extended Phase Graph10 framework including diffusion11 and on-resonance MT effects12 to evaluate whether the investigated method tends to under- or
overestimate T1 values. The following parameters were considered: T1=1/R1f=1/R1b=1000
ms, R=19 s-1, T2b=10 µs, MPF=15%, T2f=70 ms, TR=18 ms, RF spoiling phase increment of 50°, gradient spoiler moment
Gτ=16 mT/m.ms and diffusion coefficient D=0.8 µm²/ms.
T1 maps and output simulated signals were estimated following the
VFA model14, and SP-MPF using Yarnykh’s model1, with R1fT2f=0.022, R=19 s-1, T2b=10 µs and R1f=R1b=1/T12. All reconstructions were B1-corrected3.
A paired anatomical MPRAGE image was non-linearly registered in the
MNI space to retrieve WM masks from the JHU probabilistic atlas13, and to assess T1 and MPF values in selected regions. Univariate
ANOVA analyses were performed to assess inter-protocol differences for both T1
and MPF (significance
for p<0.05, corrected for multiple comparisons).Results
Figure 1a shows simulations of the bias (ΔT1) between simulated and
estimated T1 as a function of the readout pulse width. When no MT effects are included,
the only bias is due to imperfect spoiling conditions (orange vs. yellow
curves). Accounting for MT effects, such as obtained in realistic conditions,
the SPGR presents a behavior with a transition from a T1 over-estimating regime
(PW<0.14 ms) to an under-estimating one (PW>0.14 ms) due to varying MT
saturation across flip angle experiments. CSMT pulses expectedly yielded
under-estimated T1 values as a constant and controlled MT saturation effect is
applied; the absolute ΔT1 nonetheless decreases as the pulse duration increases
since the constant pulse B1,RMS decreases.
Figure 2 shows T1 and MPF maps from a representative brain slice,
and Figure 3 shows barplots of T1 and MPF values estimated in WM structures,
depicting the variability of estimated T1 from the various MT effects, as well
as a dependency of subsequently derived MPF maps. Significant differences were obtained
between each protocol for T1, except between protocols C and D. For MPF,
differences were not significant between protocols A and B and C, as well as
between C and D.Discussion and conclusion
We have
shown that SP-MPF estimation varies with the input T1 map, acquired in the
current study from different VFA-based protocols. In addition, the T1-VFA model
is itself inherently biased by MT effects (induced by on-resonance saturation
of the macromolecular pool) in dedicated implementations. This makes the T1
estimation rather variable, with additional degrees of freedom related to the
sequence TR and pulse characteristics impacting MT effect rates. Given the high
correlation between T1 and MPF (the lower the T1, the higher the MPF5), T1 should be jointly
estimated from both VFA and qMT protocols by considering all MT effects. It is
especially important for the SP-qMT methodology in which the output MPF map
accuracy and reproducibility depend on the T1 prerequisite. Most importantly, cross-vendor
applications should consider these aspects as SPGR sequence implementations may
differ (e.g., on-resonance pulse duration).
Further
investigations will consist in jointly estimating T1 and SP-MPF while
correcting for cross-relaxation and on-resonance saturation, and including
other T1 mapping methods (e.g., MP2RAGE15).Acknowledgements
This
work was supported by the SATT Sud-Est (France), and the French National
Research Agency, ANR [ANR‐17‐CE18‐0030].References
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