1. Dynamics of Magnetization Under the Spin-Lock Pulse: General Solution of the Bloch Equation
- Author
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Ueda, Hiroyuki and Ito, Yosuke
- Abstract
Functional magnetic resonance imaging (fMRI) conventionally relies on hemodynamics response induced some seconds after neural activation. Therefore, the temporal limitations of fMRI is the main challenge and we focused on the spin-lock sequence, which identifies neural magnetic field using magnetic resonance between the spin-lock pulse and the measurement target. This potentially addresses limitations of the traditional fMRI such as low temporal resolution and high static magnetic field. To enhance spin-lock sequences, it is essential to analyze magnetization dynamics during the spin-lock pulse. This study improved our previous proposal by presenting the particular solution of the Bloch equation, which allows us to consider the effect of
$T_{1}$ $M_{y}$ $M_{z}$ $M_{y}$ $M_{z}$ $1\,\, {} \times {}10^{-5}$ $3.2975\,\, {} \times {}10^{-3}$ $1.3072\,\, {} \times {}10^{-1}$ - Published
- 2023
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