A universal biventricular coordinate system incorporating valve annuli: Validation in congenital heart disease
Universal coordinate systems have been proposed to facilitate anatomic registration between three-dimensional images, data and models of the ventricles of the heart. However, current universal ventricular coordinate systems do not account for the outflow tracts and valve annuli where the anatomy is...
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Veröffentlicht in: | Medical image analysis 2024-04, Vol.93, p.103091, Article 103091 |
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Sprache: | eng |
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Zusammenfassung: | Universal coordinate systems have been proposed to facilitate anatomic registration between three-dimensional images, data and models of the ventricles of the heart. However, current universal ventricular coordinate systems do not account for the outflow tracts and valve annuli where the anatomy is complex. Here we propose an extension to the ‘Cobiveco’ biventricular coordinate system that also accounts for the intervalvular bridges of the base and provides a tool for anatomically consistent registration between widely varying biventricular shapes. CobivecoX uses a novel algorithm to separate intervalvular bridges and assign new coordinates, including an inflow–outflow coordinate, to describe local positions in these regions uniquely and consistently. Anatomic consistency of registration was validated using curated three-dimensional biventricular shape models derived from cardiac MRI measurements in normal hearts and hearts from patients with congenital heart diseases. This new method allows the advantages of universal cardiac coordinates to be used for three-dimensional ventricular imaging data and models that include the left and right ventricular outflow tracts and valve annuli.
•Consistent biventricular coordinate system that automatically accounts for the highly variable inflow and outflow tracts and valve annuli.•Graph-based approach to determine intervalvular bridges.•Tool for consistent registration between widely varying biventricular shapes.•Evaluated on congenital heart disease geometries.
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ISSN: | 1361-8415 1361-8423 1361-8423 |
DOI: | 10.1016/j.media.2024.103091 |