Proton-density fat fraction (PDFF) is a quantitative imaging biomarker (QIB) of hepatic triglyceride concentration and steatosis. Liver PDFF can be measured noninvasively using magnetic resonance imaging (MRI) or spectroscopy (MRS). Various MRI-based PDFF methods have been validated in single-center studies at 1.5T or 3T field strength using a specific reconstruction algorithm on a single vendor platform. However, its technical performance as a QIB is unknown in a multi-center, multi-vendor setting. In this meta-analysis of previously published data from multiple studies, we demonstrated excellent linearity, negligible bias, and high repeatability/reproducibility of MRI-PDFF across different field strengths, vendors, and reconstruction algorithms.
Proton-density fat fraction (PDFF) is a quantitative imaging biomarker (QIB) of intracellular hepatic triglyceride concentration and steatosis, which can be measured using magnetic resonance imaging (MRI) or spectroscopy (MRS). PDFF is a fundamental property of tissue and represents the ratio of MR-visible triglyceride protons to the sum of visible triglyceride and water protons. As the only standardized QIB for hepatic fat content, PDFF holds promise for multi-center research studies and in clinical practice. Proton-density fat fraction (PDFF) is mathematically defined as: PDFF = ∑all PDfat peak / (PDwater peak + ∑all PDfat peak), where PD is the MR-visible proton-density at resonance frequencies corresponding to water (4.7 ppm) and triglyceride (multiple frequencies [1]).
Various MRI-based methods for measuring PDFF have been proposed, including 2D and 3D spoiled gradient recalled echo (SGRE) sequences at 1.5T and 3T field strengths, using different reconstruction algorithms. Compelling published data indicate that MRI-PDFF has high linearity and negligible bias against MRS as the reference, as well as excellent test-retest repeatability. By comparison, there are limited data on the performance of MRI-PDFF in multi-center or clinical settings, where MRI-PDFF measurements may be made on scanners of different field strengths, different vendors, and using different reconstruction algorithms. The purpose of this meta-analysis was to summarize the existing literature on MRI-PDFF to obtain pooled linearity, bias, and precision estimates across different field strengths, scanner vendors, and reconstruction algorithms.
A PubMed search was performed for primary research articles using criteria detailed in Table 1. Abstracts, followed by full papers, were screened using the following exclusion criteria: secondary analysis of previously published data; not meeting criteria for PDFF; not in vivo human study; no adequate MRS-PDFF reference standard (i.e. no long-TR multi-TE T2-corrected STEAM sequence for the linearity/bias study); no repeated PDFF measurements (for the precision study). Once all eligible papers were identified, the lead or senior authors of these articles were invited to submit the de-identified source PDFF data for this meta-analysis. For each subject’s MRI-PDFF measurements, data listed in Table 2 were recorded in a pooled database.
The pooled data were analyzed using R (version 3.1.3, The R Foundation for Statistical Computing, Vienna, Austria). Linearity was evaluated using linear regression of MRI- vs. MRS-PDFF. Bias, defined as the PDFF difference between MRI and MRS (as the reference technique), was evaluated using a linear mixed model, with field strength, vendor, and reconstruction as fixed effects, and subject, ROI, exam and acquisition as random effects. Precision, defined as variability of MRI-PDFF with repeated measurements, was also evaluated using a linear mixed effects model, with field strength, vendor, reconstruction, subject, ROI, exam, and acquisition as random effects.
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