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title: Foreword | ||
title: Basics of MRI and qMRI | ||
date: 2024-07-25 | ||
authors: | ||
- name: Agah Karakuzu | ||
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T1 Mapping/Inversion Recovery T1 Mapping/01-introduction.md
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--- | ||
title: Abstract | ||
subtitle: Inversion Recovery | ||
date: 2024-07-25 | ||
authors: | ||
- name: Mathieu Boudreau | ||
affiliations: | ||
- NeuroPoly Lab, Polytechnique Montreal, Quebec, Canada | ||
numbering: | ||
heading_2: false | ||
figure: | ||
template: Fig. %s | ||
--- | ||
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## Inversion Recovery T<sub>1</sub> Mapping | ||
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Widely considered the gold standard for T<sub>1</sub> mapping, the inversion recovery technique estimates T<sub>1</sub> values by fitting the signal recovery curve acquired at different delays after an inversion pulse (180°). In a typical inversion recovery experiment ([](#irFig1)), the magnetization at thermal equilibrium is inverted using a 180° RF pulse. After the longitudinal magnetization recovers through spin-lattice relaxation for predetermined delay (`inversion time`, TI), a 90° excitation pulse is applied, followed by a readout imaging sequence (typically a spin-echo or gradient-echo readout) to create a snapshot of the longitudinal magnetization state at that TI. | ||
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Inversion recovery was first developed for NMR in the 1940s [@Hahn1949;@Drain1949], and the first T<sub>1</sub> map was acquired using a saturation-recovery technique (90° as a preparation pulse instead of 180°) by [@Pykett1978]. Some distinct advantages of inversion recovery are its large dynamic range of signal change and an insensitivity to pulse sequence parameter imperfections [@Stikov2015]. Despite its proven robustness at measuring T<sub>1</sub>, inversion recovery is scarcely used in practice, because conventional implementations require repetition times (TRs) on the order of 2 to 5 T<sub>1</sub> [@Steen1994], making it challenging to acquire whole-organ T<sub>1</sub> maps in a clinically feasible time. Nonetheless, it is continuously used as a reference measurement during the development of new techniques, or when comparing different T<sub>1</sub> mapping techniques, and several variations of the inversion recovery technique have been developed, making it practical for some applications [@Messroghli2004;@Piechnik2010]. | ||
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```{figure} img/ir_pulsesequences.svg | ||
:label: irFig1 | ||
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Figure 1. Pulse sequence of an inversion recovery experiment. | ||
``` |
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