Department of Biomedical Engineering, Case Western Reserve University, Cleveland, Ohio.
Department of Radiology, Case Western Reserve University, Cleveland, Ohio.
Magn Reson Med. 2019 Mar;81(3):1849-1862. doi: 10.1002/mrm.27543. Epub 2018 Oct 30.
This study explores the possibility of using a gradient moment balanced sequence with a quadratically varied RF excitation phase in the magnetic resonance fingerprinting (MRF) framework to quantify T in addition to , T , and T tissue properties.
The proposed quadratic RF phase-based MRF method (qRF-MRF) combined a varied RF excitation phase with the existing balanced SSFP (bSSFP)-based MRF method to generate signals that were uniquely sensitive to , T , T , as well as the distribution width of intravoxel frequency dispersion, . A dictionary, generated through Bloch simulation, containing possible signal evolutions within the physiological range of , T , T , and , was used to perform parameter estimation. The estimated T and were subsequently used to estimate T . The proposed method was evaluated in phantom experiments and healthy volunteers (N = 5).
The T and T values from the phantom by qRF-MRF demonstrated good agreement with values obtained by traditional gold standard methods (r = 0.995 and 0.997, respectively; concordance correlation coefficient = 0.978 and 0.995, respectively). The T values from the phantom demonstrated good agreement with values obtained through the multi-echo gradient-echo method (r = 0.972, concordance correlation coefficient = 0.983). In vivo qRF-MRF-measured T , T , and T values were compared with measurements by existing methods and literature values.
The proposed qRF-MRF method demonstrated the potential for simultaneous quantification of , T , T , and T tissue properties.
本研究探索了在磁共振指纹成像(MRF)框架中使用具有二次变化 RF 激励相位的梯度矩平衡序列来定量 T ,以及 ,T 和 T 组织特性的可能性。
所提出的基于二次 RF 相位的 MRF 方法(qRF-MRF)将变化的 RF 激励相位与现有的基于平衡稳态自由进动(bSSFP)的 MRF 方法相结合,以生成对 ,T ,T 以及体素内频率分散分布宽度 敏感的信号。通过 Bloch 模拟生成的字典,包含在生理范围内的可能信号演化, ,T ,T 和 ,用于执行参数估计。随后,使用估计的 T 和 来估计 T 。该方法在体模实验和健康志愿者(N = 5)中进行了评估。
qRF-MRF 从体模获得的 T 和 T 值与传统的黄金标准方法获得的值具有良好的一致性(r = 0.995 和 0.997,分别;一致性相关系数 = 0.978 和 0.995,分别)。体模的 T 值与通过多回波梯度回波方法获得的值具有良好的一致性(r = 0.972,一致性相关系数 = 0.983)。体内 qRF-MRF 测量的 T ,T 和 T 值与现有方法和文献值进行了比较。
所提出的 qRF-MRF 方法证明了同时定量 ,T ,T 和 T 组织特性的潜力。