Add to ORKGThe quality of freeform surfaces is one of the major topics of CAD/CAM. Aesthetic and technical demands require the construction of high quality surfaces with strong shape conditions. Quality diminishing properties like dents or flat points have to be eliminated while approximation conditions must hold at the same time. Our approach combines quality and approximation criteria to a nonlinear multicriteria optimization problem and achieves an automatic approximation and fitting process
A method to optimize triangular and quadrilateral meshes on parameterized surfaces is proposed. The ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...
Ultra-precision freeform surfaces are non-rotational symmetric surfaces possessing sub-micrometer fo...
Parametric spline surfaces represent an important surface type in the process of reverse engineering...
We investigate different techniques for fitting Bézier curves to surfaces in context of high-order c...
Abstract. Local optimization is used to set the free parameters in a triangular surface tting scheme...
Fitting -continuous or superior surfaces to a set of points sampled on a 2-manifold is central to re...
This dissertation presents new techniques for the direct manipulation of curve and surface propertie...
This paper presents a type of surface approximation problem that commonly arises in relation to desi...
The problem of styling surfaces modeling is tackled. An approach based on section curves fairing is ...
We present a complete framework for computing a subdivision surface to approximate unorganized point...
. Local optimization is used to set the free parameters in a triangular surface fitting scheme, resu...
A method to optimize triangular and quadrilateral meshes on parameterized surfaces is proposed. The ...
We propose a new approach for controlling the characteristics of certain mesh faces during optimizat...
A method to optimize triangular and quadrilateral meshes on parameterized surfaces is proposed. The ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...
Ultra-precision freeform surfaces are non-rotational symmetric surfaces possessing sub-micrometer fo...
Parametric spline surfaces represent an important surface type in the process of reverse engineering...
We investigate different techniques for fitting Bézier curves to surfaces in context of high-order c...
Abstract. Local optimization is used to set the free parameters in a triangular surface tting scheme...
Fitting -continuous or superior surfaces to a set of points sampled on a 2-manifold is central to re...
This dissertation presents new techniques for the direct manipulation of curve and surface propertie...
This paper presents a type of surface approximation problem that commonly arises in relation to desi...
The problem of styling surfaces modeling is tackled. An approach based on section curves fairing is ...
We present a complete framework for computing a subdivision surface to approximate unorganized point...
. Local optimization is used to set the free parameters in a triangular surface fitting scheme, resu...
A method to optimize triangular and quadrilateral meshes on parameterized surfaces is proposed. The ...
We propose a new approach for controlling the characteristics of certain mesh faces during optimizat...
A method to optimize triangular and quadrilateral meshes on parameterized surfaces is proposed. The ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...
The blending or filleting of sharp corners is a common requirement in geometric design applications ...