Paper
8 July 1994 Recovery of 3D deformable models from echocardiographic images
M. Neveu, D. Faudot, B. Derdouri
Author Affiliations +
Abstract
Our aim is to elaborate 3D models to recover 3D deformable solids from few nonparallel 2D cross-sections. This problem is difficult when solids have time evolutive shape with no peculiarity (no symmetry axis for instance). Our application deals with cardiac ventricles, for which only three or four nonparallel 2D cross- sections are given from a classical echocardiographic examination. Three dimensional reconstruction of a solid consists in model deformation: it implies a matching between the model and data. This matching is generally global (or rigid) in a first step then local (or elastic) in a second step. The first step roughly matches model with data. The second one performs a more accurate matching. In this paper, we describe 2D deformable structures, then 3D deformable models.
© (1994) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
M. Neveu, D. Faudot, and B. Derdouri "Recovery of 3D deformable models from echocardiographic images", Proc. SPIE 2299, Mathematical Methods in Medical Imaging III, (8 July 1994); https://doi.org/10.1117/12.179268
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Cited by 10 scholarly publications.
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KEYWORDS
3D modeling

Data modeling

Mathematical modeling

Motion models

Nickel

Solid modeling

Solids

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