WebAbstract: In this paper we present a new framework for subdivision surface fitting of arbitrary surfaces (not closed objects) represented by polygonal meshes. Our approach is … WebFigure 3: Optimal surface fitting: D-NURBS surfaces fit to sampled data from (a) a hemisphere, (b) a convex/concave surface, (c) a sinusoidal surface. (a-c1) D-NURBS patch outline with control points (white) and …
Optimal fitting of strain-controlled flattenable mesh surfaces
WebJun 11, 2024 · In this work, we explore a multi-dimensional dynamic programming based ruled surface fitting scheme to a given freeform rational surface, S. Considering two … WebMar 20, 2024 · Optimization approach is shown to be superior in the identification of the knots location, which leads to high fitting quality. However, as a price for high quality fitting results, this approach suffers from long computational time as all optimization tools for solving non-linear problems involve some iterative processes. flyio signup
Multi-dimensional dynamic programming in ruled surface …
WebFeb 1, 2024 · Optimal ruled surface fitting and rationalization of freeform surfaces to ruled surface strips can mitigate or completely remove the faceted appearance , and they are … WebJun 1, 2014 · The dynamic programming based method for computing optimal ruled surface fitting can be further extended to determine an optimal ruling subdivision curve for S … WebNov 23, 2010 · This paper presents a unified framework for computing a surface to approximate a target shape defined by discrete data points. A signed point-to-surface distance function is defined, and its properties are investigated, especially, its second-order Taylor approximant is derived. The intercorrelations between the signed and the squared … fly io signup