| Literature DB >> 29876503 |
Andreas Feisst1, Daniel L R Kuetting1, Darius Dabir1, Julian Luetkens1, Rami Homsi1, Hans H Schild1, Daniel Thomas1.
Abstract
AIM: CMR quantitative myocardial strain analysis is increasingly being utilized in clinical routine. CMR feature tracking (FT) is now considered an alternative to the reference standard for strain assessment -CMR tagging. The impact of observer experience on the validity of FT results has not yet been investigated. The aim of this study was therefore to evaluate the observer experience-dependency of CMR FT and to compare results with the reference standard.Entities:
Year: 2018 PMID: 29876503 PMCID: PMC5988487 DOI: 10.1016/j.ijcha.2018.02.007
Source DB: PubMed Journal: Int J Cardiol Heart Vasc ISSN: 2352-9067
Fig. 1Example of tagging (upper images: 1A–2C) and Feature Tracking (lower images: 3A-4C) derived strain assessment in a healthy volunteer completed by each of the three observers (A: experienced reader; B: intermediately experienced reader; C: inexperienced reader). Contour lines are placed in a diastolic image in a cspamm and SSFP image (1A&3A). The respective software (tagging and FT) propagates the contour throughout the cardiac cycle (2A–C&4A–C), however corrections may be necessary. Tagging and Feature Tracking derived strain curves (1D & 3D) for observer 1 (blue graph), observer 2 (red graph) and observer 3(yellow graph). (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.)
Subgroup comparison of tagging and feature tracking derived strain results.
| Tagging volunteers | Tagging HFpEF patients | Tagging overall | FT volunteers | FT HFpEF patients | FT overall | |
|---|---|---|---|---|---|---|
| Observer 1 | −21.99 ± 2.2% | −20.15 ± 4.2% | −21.04 ± 3.5% | −21.38 ± 3.3% | −20.41 ± 4.3% | −20.89 ± 3.8% |
| Observer 2 | −21.7 ± 2.5% | −20.15 ± 4.3% | −20.91 ± 3.5% | −20.09 ± 3.1% | −19.19 ± 6.2% | −19.57 ± 4.9% |
| Observer 3 | −22.44 ± 4.6% | −20.26 ± 5.2% | −21.32 ± 4.2% | −19.8 ± 3.9% | −18.87 ± 5.6% | −19.31 ± 4.8% |
| Observer 1 vs. Observer 2 | p = 0.51/r = 0.78 | p = 0.98/r = 0.93 | p = 0.89/r = 0.84 | p = 0.21/r = 0.63 | ||
| Observer 1 vs. Observer 3 | p = 0.29/r = 0.76 | p = 0.9/r = 0.74 | p = 0.59/r = 0.71 | p = 0.13/r = 0.58 |
Tagging and FT derived peak circumferential strain results in healthy volunteers and patients with heart failure with preserved ejection fraction for observer 1 (experienced reader), observer 2(moderately experienced reader) and observer 3 (inexperienced reader) as well as interobserver comparison with Wilcoxon rank test and Spearman's correlation coefficient.
Bold data statistically significant p values < 0.05.
Intra-observer reproducibility of tagging and feature tracking.
| Tagging volunteers | Tagging HFpEF patients | Tagging overall | FT volunteers | FT HFpEF patients | FT overall | |
|---|---|---|---|---|---|---|
| Observer 1 | 4.8% | 6.2% | 6% | 5.1% | 8.1% | 7.4% |
| Observer 2 | 5.2% | 6.1% | 6.8% | 7.5% | 12.4% | 9.4% |
| Observer 3 | 7.2% | 6.7% | 4.9% | 9.8% | 19.4% | 15.4% |
Intra-reader reproducibility of tagging and FT derived peak systolic circumferential strain assessed by the coefficient of variation for multiple measurements.
Fig. 2Inter-observer correlation between observers 1 and 2 (tagging: A; Feature Tracking C) as well as 1 and 3 (tagging: B; Feature Tracking: D) for PSCS in healthy volunteers (blue dots) and in patients with HFPEF (red triangles). Bland-Altman Plots for interobserver agreement between observers 1 and 2/1 and 3 for tagging (E/F) and Feature Tracking (G/H) derived PSCS, the plots show higher inter-observer agreement for tagging derived PSCS. (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.)
Fig. 3Bland-Altman Plots for inter-observer agreement between observers 1 and 2/ 1 and 3 for tagging (A/B) and Feature Tracking (C/D) derived PSCS, the plots show higher inter-observer agreement for tagging derived PSCS.