PHAML
PHAML is a parallel program for the solution of 2D elliptic partial differential equations using low or high order finite elements, adaptive mesh refinement based on newest node bisection of triangles, and multigrid. All aspects of the method are based on the hierarchical basis functions.
(Source: http://freecode.com/)
Keywords for this software
References in zbMATH (referenced in 12 articles , 1 standard article )
Showing results 1 to 12 of 12.
Sorted by year (- Mitchell, William F.; Villarrubia, John S.: An a posteriori error estimate for scanning electron microscope simulation with adaptive mesh refinement (2019)
- Kollmannsberger, Stefan; Özcan, A.; Carraturo, Massimo; Zander, N.; Rank, E.: A hierarchical computational model for moving thermal loads and phase changes with applications to selective laser melting (2018)
- Bank, R.; Falgout, R.; Jones, T.; Manteuffel, T. A.; McCormick, S. F.; Ruge, J. W.: Algebraic multigrid domain and range decomposition (AMG-DD/AMG-RD) (2015)
- Mitchell, William F.; McClain, Marjorie A.: A comparison of (hp)-adaptive strategies for elliptic partial differential equations (2014)
- Mitchell, William F.: The (hp)-multigrid method applied to (hp)-adaptive refinement of triangular grids (2010)
- Shang, Yueqiang; He, Yinnian: Parallel finite element algorithm based on full domain partition for stationary Stokes equations (2010)
- Mitchell, William F.: A refinement-tree based partitioning method for dynamic load balancing with adaptively refined grids (2007)
- Vey, S.; Voigt, A.: Adaptive full domain covering meshes for parallel finite element computations (2007)
- Devine, Karen D.; Boman, Erik G.; Heaphy, Robert T.; Hendrickson, Bruce A.; Teresco, James D.; Faik, Jamal; Flaherty, Joseph E.; Gervasio, Luis G.: New challenges in dynamic load balancing (2005)
- Mitchell, William F.; Tiesinga, Eite: Adaptive grid refinement for a model of two confined and interacting atoms (2005)
- Mitchell, William F.: Parallel adaptive multilevel methods with full domain partitions (2004)
- Mitchell, W. F.: The design of a parallel adaptive multi-level code in Fortran 90 (2002)
Further publications can be found at: http://math.nist.gov/phaml/#pubs