1. Parallel transmit hybrid pulse design for controlled on‐resonance magnetization transfer in R1 mapping at 7T.
- Author
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Leitão, David, Tomi‐Tricot, Raphael, Bridgen, Philippa, Di Cio, Pierluigi, Liebig, Patrick, Gumbrecht, Rene, Ritter, Dieter, Giles, Sharon, Hajnal, Joseph V., and Malik, Shaihan J.
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MAGNETIZATION transfer ,ANGLES ,MAGNETIC resonance imaging - Abstract
Purpose: This work proposes a "hybrid" RF pulse design method for parallel transmit (pTx) systems to simultaneously control flip angle and root‐mean‐squared B1+$$ {\mathrm{B}}_1^{+} $$ (B1rms$$ {B}_1^{\mathrm{rms}} $$). These pulses are generally only designed for flip angle, however, this can lead to uncontrolled B1rms$$ {B}_1^{\mathrm{rms}} $$, which then leads to variable magnetization transfer (MT) effects. We demonstrate the hybrid design approach for quantitative imaging where both flip angle and B1rms$$ {B}_1^{\mathrm{rms}} $$ are important. Theory and Methods: A dual cost function optimization is performed containing the normalized mean squared errors of the flip angle and B1rms$$ {B}_1^{\mathrm{rms}} $$ distributions weighted by a parameter λ$$ \lambda $$. Simulations were conducted to study the behavior of both properties when simultaneously optimizing them. In vivo experiments on a 7T MRI system with an 8‐channel pTx head coil were carried out to study the effect of the hybrid design approach on variable flip angle R1$$ {\mathrm{R}}_1 $$(= 1/T1) mapping. Results: Simulations showed that both flip angle and B1rms$$ {B}_1^{\mathrm{rms}} $$ can be homogenized simultaneously without detriment to either when compared to an individual optimization. By homogenizing flip angle and B1rms$$ {B}_1^{\mathrm{rms}} $$, R1$$ {\mathrm{R}}_1 $$ maps were more uniform (coefficient of variation 6.6% vs. 13.0%) compared to those acquired with pulses that only homogenized flip angle. Conclusion: The proposed hybrid design homogenizes on‐resonance MT effects while homogenizing the flip angle distribution, with only a small detriment in the latter compared to a pulse that just homogenizes flip angle. This improved R1$$ {\mathrm{R}}_1 $$ mapping by controlling incidental MT effects, yielding more uniform R1$$ {\mathrm{R}}_1 $$ maps. [ABSTRACT FROM AUTHOR]
- Published
- 2025
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