Shengxian Tu1, Mauro Echavarria-Pinto2, Clemens von Birgelen3, Niels R Holm4, Stylianos A Pyxaras5, Indulis Kumsars6, Ming Kai Lam7, Ilona Valkenburg7, Gabor G Toth5, Yingguang Li8, Javier Escaned2, William Wijns5, Johan H C Reiber8. 1. Biomedical Instrument Institute, School of Biomedical Engineering, Shanghai Jiao Tong University, Shanghai, China; Division of Image Processing, Department of Radiology, Leiden University Medical Center, Leiden, the Netherlands. Electronic address: sxtu@sjtu.edu.cn. 2. Cardiovascular Institute, Hospital Clinico San Carlos, Madrid, Spain. 3. Department of Cardiology, Thoraxcentrum Twente, Medisch Spectrum Twente, Enschede, the Netherlands; Department of Health Technology and Services Research, MIRA Institute, University of Twente, Enschede, the Netherlands. 4. Department of Cardiology, Aarhus University Hospital, Skejby, Aarhus, Denmark. 5. Cardiovascular Centre Aalst, Onze-Lieve-Vrouwziekenhuis Clinic, Aalst, Belgium. 6. Department of Cardiology, Paul Stradins Clinical Hospital, Riga, Latvia. 7. Department of Cardiology, Thoraxcentrum Twente, Medisch Spectrum Twente, Enschede, the Netherlands. 8. Division of Image Processing, Department of Radiology, Leiden University Medical Center, Leiden, the Netherlands.
Abstract
OBJECTIVES: The aim of this study was to develop a new model for assessment of stenosis severity in a bifurcation lesion including its core. The diagnostic performance of this model, powered by 3-dimensional quantitative coronary angiography to predict the functional significance of obstructive bifurcation stenoses, was evaluated using fractional flow reserve (FFR) as the reference standard. BACKGROUND: Development of advanced quantitative models might help to establish a relationship between bifurcation anatomy and FFR. METHODS: Patients who had undergone coronary angiography and interventions in 5 European cardiology centers were randomly selected and analyzed. Different bifurcation fractal laws, including Murray, Finet, and HK laws, were implemented in the bifurcation model, resulting in different degrees of stenosis severity. RESULTS: A total of 78 bifurcation lesions in 73 patients were analyzed. In 51 (65%) bifurcations, FFR was measured in the main vessel. A total of 34 (43.6%) interrogated vessels had an FFR≤0.80. Correlation between FFR and diameter stenosis was poor by conventional straight analysis (ρ=-0.23, p<0.001) but significantly improved by bifurcation analyses: the highest by the HK law (ρ=-0.50, p<0.001), followed by the Finet law (ρ=-0.49, p<0.001), and the Murray law (ρ=-0.41, p<0.001). The area under the receiver-operating characteristics curve for predicting FFR≤0.80 was significantly higher by bifurcation analysis compared with straight analysis: 0.72 (95% confidence interval: 0.61 to 0.82) versus 0.60 (95% confidence interval: 0.49 to 0.71; p=0.001). Applying a threshold of ≥50% diameter stenosis, as assessed by the bifurcation model, to predict FFR≤0.80 resulted in 23 true positives, 27 true negatives, 17 false positives, and 11 false negatives. CONCLUSIONS: The new bifurcation model provides a comprehensive assessment of bifurcation anatomy. Compared with straight analysis, identification of lesions with preserved FFR values in obstructive bifurcation stenoses was improved. Nevertheless, accuracy was limited by using solely anatomical parameters.
OBJECTIVES: The aim of this study was to develop a new model for assessment of stenosis severity in a bifurcation lesion including its core. The diagnostic performance of this model, powered by 3-dimensional quantitative coronary angiography to predict the functional significance of obstructive bifurcation stenoses, was evaluated using fractional flow reserve (FFR) as the reference standard. BACKGROUND: Development of advanced quantitative models might help to establish a relationship between bifurcation anatomy and FFR. METHODS:Patients who had undergone coronary angiography and interventions in 5 European cardiology centers were randomly selected and analyzed. Different bifurcation fractal laws, including Murray, Finet, and HK laws, were implemented in the bifurcation model, resulting in different degrees of stenosis severity. RESULTS: A total of 78 bifurcation lesions in 73 patients were analyzed. In 51 (65%) bifurcations, FFR was measured in the main vessel. A total of 34 (43.6%) interrogated vessels had an FFR≤0.80. Correlation between FFR and diameter stenosis was poor by conventional straight analysis (ρ=-0.23, p<0.001) but significantly improved by bifurcation analyses: the highest by the HK law (ρ=-0.50, p<0.001), followed by the Finet law (ρ=-0.49, p<0.001), and the Murray law (ρ=-0.41, p<0.001). The area under the receiver-operating characteristics curve for predicting FFR≤0.80 was significantly higher by bifurcation analysis compared with straight analysis: 0.72 (95% confidence interval: 0.61 to 0.82) versus 0.60 (95% confidence interval: 0.49 to 0.71; p=0.001). Applying a threshold of ≥50% diameter stenosis, as assessed by the bifurcation model, to predict FFR≤0.80 resulted in 23 true positives, 27 true negatives, 17 false positives, and 11 false negatives. CONCLUSIONS: The new bifurcation model provides a comprehensive assessment of bifurcation anatomy. Compared with straight analysis, identification of lesions with preserved FFR values in obstructive bifurcation stenoses was improved. Nevertheless, accuracy was limited by using solely anatomical parameters.
Authors: Daixin Ding; Junqing Yang; Jelmer Westra; Yundai Chen; Yunxiao Chang; Martin Sejr-Hansen; Su Zhang; Evald H Christiansen; Niels R Holm; Bo Xu; Shengxian Tu Journal: Cardiovasc Diagn Ther Date: 2019-10
Authors: K Gert van Houwelingen; Liefke C van der Heijden; Ming Kai Lam; Marlies M Kok; Marije M Löwik; J W Louwerenburg; Gerard C M Linssen; Maarten J IJzerman; Carine J M Doggen; Clemens von Birgelen Journal: Heart Vessels Date: 2016-01-08 Impact factor: 2.037