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. 2021 May;24(7):740-752.
doi: 10.1080/10255842.2020.1850702. Epub 2020 Nov 30.

Image-based morphometric studies of human coronary artery bifurcations with/without coronary artery disease

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Image-based morphometric studies of human coronary artery bifurcations with/without coronary artery disease

Xueping Chen et al. Comput Methods Biomech Biomed Engin. 2021 May.

Abstract

It is of great clinical significance to study the relationship between coronary bifurcation's morphometrical feature change and coronary artery disease (CAD) lesion. The purpose of this study is to determine the morphological changes in patients with CAD lesion when compared with non-CAD subjects and to find indicators that may be used for cardiovascular disease diagnosis. Computed tomography angiography images from Southern Chinese populations were used to reconstruct three-dimensional coronary arterial trees. Murray's law was introduced to assess the level of deviation of the realistic vascular networks from their optimal state. The results showed CAD Left had the highest deviation values of ARR (0.2552±0.0071) and DERR (0.5059±0.0098), while non-CAD Right had the lowest values (ARR: 0.1892±0.0066 and DERR: 0.3733±0.0092, respectively). Moreover, the slope values of the ratio between Dm3 and Ds3+Dl3 for non-CAD Left, CAD Left, non-CAD Right, and CAD Right were 0.7428, 0.7004, 0.7628, and 0.7577, respectively. Theoretically, the slope value should equal to 1 when the bifurcation structure is in its optimal state. Therefore, these results indicated that coronary bifurcations with CAD lesion deviated from the optimal structure further than those without CAD lesion and coronary bifurcations in right were closer to the optimal structure than those in left. More importantly, the present study found that DERR and AER depended only on the diseased state, but not age, suggesting that DERR and AER were potentially used as two novel indicators for early CAD diagnosis.

Keywords: Coronary artery disease; Murray’s law; coronary bifurcations; morphological features; optimal structure.

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