This paper extends a previously proposed algorithm for the intersection of finite-element surface meshes. The new version of the algorithm treats special cases of multiple intersections that were not dealt with in the original version. This paper also describes a class library, in the context of Object Oriented Programming, for the generic handling of several types of surface geometry. This library is incorporated to a geometric modeler, allowing its use for modeling complex models
Simple surfaces such as planes, spheres, cylinders and cones are important in mathematics and in cer...
An improved algorithm for the computation of the intersection curve of two general parametric surfac...
The XFEM and Mortar methods can be used in combination with non-matching or non-conforming grids to ...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
Computer surface intersections is fundamental problem in geometric modeling. Any Boolean operation c...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
This paper presents a description of the reorganization ofa geometric modeler, MG, designed to suppo...
The finite element method has for some time been a popular choice for approximating PDEs over a geom...
This paper presents a method to find all intersections between curved lines such as structural line ...
A new approach to surface-surface intersection problems is proposed. Surface-surface intersection f...
A general program is developed to generate finite element mesh over curved surfaces. The domain to b...
This thesis presents an exact parallel algorithm for computing the intersection be- tween two 3D tri...
The intersection curve between parametric surfaces is important in such computer-aided design and ma...
We present an efficient algorithm to compute the intersection of algebraic and NURBS surfaces. Our a...
Simple surfaces such as planes, spheres, cylinders and cones are important in mathematics and in cer...
An improved algorithm for the computation of the intersection curve of two general parametric surfac...
The XFEM and Mortar methods can be used in combination with non-matching or non-conforming grids to ...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
Computer surface intersections is fundamental problem in geometric modeling. Any Boolean operation c...
The use of discrete data to represent engineering structures as derivatives from intersecting compon...
This paper presents a description of the reorganization ofa geometric modeler, MG, designed to suppo...
The finite element method has for some time been a popular choice for approximating PDEs over a geom...
This paper presents a method to find all intersections between curved lines such as structural line ...
A new approach to surface-surface intersection problems is proposed. Surface-surface intersection f...
A general program is developed to generate finite element mesh over curved surfaces. The domain to b...
This thesis presents an exact parallel algorithm for computing the intersection be- tween two 3D tri...
The intersection curve between parametric surfaces is important in such computer-aided design and ma...
We present an efficient algorithm to compute the intersection of algebraic and NURBS surfaces. Our a...
Simple surfaces such as planes, spheres, cylinders and cones are important in mathematics and in cer...
An improved algorithm for the computation of the intersection curve of two general parametric surfac...
The XFEM and Mortar methods can be used in combination with non-matching or non-conforming grids to ...