论文标题

T1和T2宽松法的定量MRI效率分析

Efficiency analysis for quantitative MRI of T1 and T2 relaxometry methods

论文作者

Leitão, David, Teixeira, Rui Pedro A. G., Price, Anthony, Uus, Alena, Hajnal, Joseph V., Malik, Shaihan J.

论文摘要

这项研究介绍了基于效率度量的定量MRI方法的比较,该方法量化了其固有能力,以提取有关组织参数的信息。在公正的参数估计的制度下,为完全采样的实验得出了固有的效率$η$,可用于优化和比较序列。在这里,我们优化并比较了基于磁共振指纹(MRF)等几种基于磁共振的QMRI方法的稳态和瞬态梯度 - 回声映射。假设通过参数估计将噪声视为噪声,还评估了不足采样的影响。还进行了效率度量的体内验证。 Transient methods such as MRF can be up to 3.5 times more efficient than steady-state methods, when spatial undersampling is ignored.如果在最小二乘参数估计中将不连贯的混叠视为噪声,则该效率与数据的SNR成比例降低,而实际SNR水平通常会发现5个降低因子。体内验证在理论和实验预测的效率之间表现出非常好的一致性。这项工作介绍并验证了效率指标,以优化和比较QMRI方法的性能。发现瞬态方法比稳态方法具有本质上的效率,但是空间不足采样的效果可以显着侵蚀这一优势。

This study presents a comparison of quantitative MRI methods based on an efficiency metric that quantifies their intrinsic ability to extract information about tissue parameters. Under a regime of unbiased parameter estimates, an intrinsic efficiency metric $η$ was derived for fully-sampled experiments which can be used to both optimize and compare sequences. Here we optimize and compare several steady-state and transient gradient-echo based qMRI methods, such as magnetic resonance fingerprinting (MRF), for joint T1 and T2 mapping. The impact of undersampling was also evaluated, assuming incoherent aliasing that is treated as noise by parameter estimation. In-vivo validation of the efficiency metric was also performed. Transient methods such as MRF can be up to 3.5 times more efficient than steady-state methods, when spatial undersampling is ignored. If incoherent aliasing is treated as noise during least-squares parameter estimation, the efficiency is reduced in proportion to the SNR of the data, with reduction factors of 5 often seen for practical SNR levels. In-vivo validation showed a very good agreement between the theoretical and experimentally predicted efficiency. This work presents and validates an efficiency metric to optimize and compare the performance of qMRI methods. Transient methods were found to be intrinsically more efficient than steady-state methods, however the effect of spatial undersampling can significantly erode this advantage.

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