| Literature DB >> 33195166 |
Yanjun Gong1, Yundi Feng2, Tieci Yi1, Fan Yang1, Yuxi Li1, Long Zhang1, Bo Zheng1, Tao Hong1, Zhaoping Liu1, Yunlong Huo2, Jianping Li1, Yong Huo1.
Abstract
AIMS: Based on the aortic pressure waveform, a specially designed computational fluid dynamic (CFD) method was proposed to determine coronary angiography-derived diastolic pressure ratio (caDPR) without using invasive pressure wire. The aim of the study is to retrospectively assess diagnostic performance of the caDPR in the catheterization laboratory, based on a previous multicenter trial for online assessment of coronary angiography-derived FFR (caFFR). METHODS ANDEntities:
Keywords: CFD; DPR; FFR; IFR; hemodynamics
Year: 2020 PMID: 33195166 PMCID: PMC7641609 DOI: 10.3389/fbioe.2020.596401
Source DB: PubMed Journal: Front Bioeng Biotechnol ISSN: 2296-4185
FIGURE 1(A) Schematic definition of dPR and (B) Schematic representative performance of caDPR.
Vessel characteristics obtained from coronary angiography, wire-derived FFR and caDPR.
| Interrogated vessel No. | 328 |
| Left anterior descending artery | 195 (59.5%) |
| Left circumflex artery | 36 (11.0%) |
| Right coronary artery | 87 (26.5%) |
| Ramus intermediate | 2 (0.6%) |
| Diagonal branch | 3 (0.9%) |
| Obtuse marginal branch | 5 (1.5%) |
| Reference vessel diameter (mm) | 2.93 ± 0.43 |
| Area stenosis (%) | 64.2 ± 14.3 |
| Lesion length (mm) | 21.7 ± 11.0 |
| Mean FFR (per vessel) | 0.83 ± 0.11 |
| Median FFR | 0.84 |
| Vessels with FFR ≤0.80 | 115 (35.1%) |
| Mean caDPR (per vessel) | 0.89 ± 0.08 |
| Median caDPR | 0.91 |
| Vessels with caDPR ≤0.89 | 130 (39.6%) |
Diagnostic characteristics of the caDPR with a cutoff value of 0.89 using the wire-derived FFR as the standard reference with a cutoff value of 0.80.
| Diagnostic accuracy | 87.7% [83.7%; 91.1%] |
| Sensitivity | 89.5% [82.3%; 94.4%] |
| Specificity | 86.8% [81.5%; 91.0%] |
| Positive predictive value | 78.5% [72.0%; 83.8%] |
| Negative predictive value | 93.9% [90.0%; 96.3%] |
| Diagnostic accuracy | 73.1% [64.2%; 80.8%] |
| Sensitivity | 83.0% [70.2%; 91.9%] |
| Specificity | 65.2% [52.4%; 76.5%] |
| Positive predictive value | 65.7% [57.4%; 73.1%] |
| Negative predictive value | 82.7% [72.0%; 89.9%] |
FIGURE 2Correlation and agreement between wire-derived FFR and caDPR. (A) A least-squares fit shows a relationship: caDPR = 0.62⋅FFR + 0.38(R = 0.83) and (B) Bland-Altman plots for pairwise comparisons (mean difference: 0.065; SD: 0.060; and 95% limits of agreement –0.053 to 0.184).
FIGURE 3Receiver-operating curve for the caDPR showing AUC 0.940.