Siggraph Course NotesMesh Parameterization: Theory and PracticeKai HormannClausthal Universityof TechnologyBruno LévyINRIAAlla ShefferThe Universityof British ColumbiaAugust 2007
Siggraph Course NotesMesh Parameterization: Theory and PracticeKai HormannClausthal University of TechnologyBruno LévyINRIAAlla ShefferThe University of British ColumbiaAugust 2007SummaryMesh parameterization is a powerful geometry processing tool with numerous computer graphics applications, from texture mapping ...
Session details: Course 2: Mesh parameterization: theory and practice No abstract available. A Sheffer - 《Acm Siggraph Courses》 被引量: 0发表: 2007年 Parameterization of Mesh Models: Theory, Implementation and Applications Mesh parameterization has been a very active research topic for the last ...
We devise a novel local/global approach to mesh parameterization (ARAP++) based on the op- timization of spring energy, and analyze the relation to the ARAP approach which is based on the op- timization of the Dirichlet energy. In addition, a broader class of convex combination weights ...
K. Hormann, B. Lévy, and A. Sheffer.Mesh Parameterization: Theory and Practice P. Sander, Z. Wood, S. Gortler, J. Snyder, and H. Hoppe.Multi-Chart Geometry Images D. Julius, V. Kraevoy, and A. Sheffer.D-Charts: Quasi-Developable Mesh Segmentation ...
Moreover, details of the parameterization of the chosen style may also depend on the global shape. For this purpose, it is often useful to reduce a geometric model down to a simpler data structure from which the global shape can be assessed. Topology of a Geometric Model Our goal is to ...
Unstructured Mesh Generation: Theory, Practice, and Perspectives As the simplest and most straight forward method for node-based mesh smoothing, Laplacian smoothing relocates th...Unstructured Mesh Generation: Theory, ... SH Teng,CW Wong - 《International Journal of Computational Geometry & Application...
In practice, this means that when a mesh element is adjacent to an interior boundary, there should be a mesh element on the other side of that boundary sharing the same face, edges, and mesh nodes.Having a conforming mesh is important to get a numerically stable, accurate model. Without ...
Towards untrimmed NURBS: CAD embedded reparameterization of trimmed B-rep geometry using frame-field guided global parameterization 2020, Computer Methods in Applied Mechanics and Engineering Show abstract Quadrilateral mesh generation II: Meromorphic quartic differentials and Abel–Jacobi condition 2020, Comput...
In practice, the invariants are evaluated at a discrete set of points within the reference element, usually the quadrature points that will be employed during a computational simulation. For the numerical examples presented here, a quadrature rule is used that integrates polynomials of degree up to...