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Fairing Recursive Subdivision Surfaces with Curve Interpolation Constraints
Genova, Italy May 07-May 11
DOI Bookmark: http://doi.ieeecomputersociety.org/10.1109/SMA.2001.923375International Conference on Shape Mod ...
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Ahmad H. Nasri, American University of Beirut
Tae-wan Kim, Seoul National University
Kunwoo Lee, Seoul National University
Given a polygonal mesh with a set of tagged control polygons, a subdivision surface that interpolates the B-spline curves of these control polygons can be obtained by constructing a set of polygonal complexes, each of which converges to one of the given curves.The construction process will geometrically and topologically disturb the initial and/or the subdivided polygonal meshes in the vicinity of the polygonal complexes. This may result in a poorly shaped surfaces across the interpolated curves. Based on signal fairing, this paper describes a method to fair such a surface and paves the way to achieve further constraints such as interpolating curves with predefined tangent plane or cross curvature.
Index Terms:
Recursive Subdivision, Interpolation, B-spline, Fairing, Curvature control, Tangent plane control.
Citation:
Ahmad H. Nasri, Tae-wan Kim, Kunwoo Lee, "Fairing Recursive Subdivision Surfaces with Curve Interpolation Constraints," smi, pp.0049, International Conference on Shape Modeling & Applications, 2001
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