Mesquite
MESQUITE is a linkable software library that applies a variety of node-movement algorithms to improve the quality and/or adapt a given mesh. Mesquite uses advanced smoothing and optimization to: Untangle meshes, Provide local size control, Improve angles, orthogonality, and skew, Increase minimum edge-lengths for increased time-steps, Improve mesh smoothness, Perform anisotropic smoothing, Improve surface meshes, adapt to surface curvature, Improve hybrid meshes (including pyramids & wedges), Smooth meshes with hanging nodes, Maintain quality of moving and/or deforming meshes, Perform ALE rezoning, Improve mesh quality on and near boundaries, Improve transitions across internal boundaries, Align meshes with vector fields, and R-adapt meshes to solutions using error estimates. Mesquite improves surface or volume meshes which are structured, unstructured, hybrid, or non-comformal. A variety of element types are permitted. Mesquite is designed to be as efficient as possible so that large meshes can be improved.
Keywords for this software
References in zbMATH (referenced in 36 articles )
Showing results 1 to 20 of 36.
Sorted by year (- Ramsharan Rangarajan; Adrian Lew: DVRlib: A C++ library for geometric mesh improvement using Directional Vertex Relaxation (2020) not zbMATH
- Benitez, D.; Escobar, J. M.; Montenegro, R.; Rodriguez, E.: Parallel performance model for vertex repositioning algorithms and application to mesh partitioning (2019)
- Benitez, Domingo; Escobar, J. M.; Montenegro, R.; Rodriguez, E.: Performance comparison and workload analysis of mesh untangling and smoothing algorithms (2019)
- Lee, Eun-Kyu; Shin, Myeonggyu; Kim, Jibum: Improved simultaneous mesh untangling and quality improvement methods of 2D triangular meshes (2019)
- Zint, Daniel; Grosso, Roberto: Discrete mesh optimization on GPU (2019)
- Kim, Jibum: An iterative mesh untangling algorithm using edge flip (2017)
- Rangarajan, Ramsharan; Lew, Adrian J.: Provably robust directional vertex relaxation for geometric mesh optimization (2017)
- Vartziotis, Dimitris; Bohnet, Doris: A geometric mesh smoothing algorithm related to damped oscillations (2017)
- Kim, Jibum: A multiobjective mesh optimization algorithm for improving the solution accuracy of PDE computations (2016)
- Dieter-Kissling, Kathrin; Marschall, Holger; Bothe, Dieter: Numerical method for coupled interfacial surfactant transport on dynamic surface meshes of general topology (2015)
- Fogg, Harold J.; Armstrong, Cecil G.; Robinson, Trevor T.: Automatic generation of multiblock decompositions of surfaces (2015)
- Fu, Xiao-Ming; Liu, Yang; Guo, Baining: Computing locally injective mappings by advanced MIPS (2015)
- Gao, Xifeng; Deng, Zhigang; Chen, Guoning: Hexahedral mesh re-parameterization from aligned base-complex (2015)
- Kim, Jibum; Shin, Myeonggyu; Kang, Woochul: A derivative-free mesh optimization algorithm for mesh quality improvement and untangling (2015)
- Menon, Sandeep; Mooney, Kyle G.; Stapf, K. G.; Schmidt, David P.: Parallel adaptive simplical re-meshing for deforming domain CFD computations (2015)
- Renka, Robert J.: Mesh improvement by minimizing a weighted sum of squared element volumes (2015)
- Kim, Jibum: An efficient approach for solving mesh optimization problems using Newton’s method (2014)
- Kim, Jibum; Panitanarak, Thap; Shontz, Suzanne M.: A multiobjective mesh optimization framework for mesh quality improvement and mesh untangling (2013)
- Gao, Zhanheng; Yu, Zeyun; Holst, Michael: Quality tetrahedral mesh smoothing via boundary-optimized Delaunay triangulation (2012)
- Vartziotis, Dimitris; Wipper, Joachim: Fast smoothing of mixed volume meshes based on the effective geometric element transformation method (2012)
Further publications can be found at: http://trilinos.org/oldsite/packages/mesquite/Publications.htm