PPM -- a highly efficient parallel particle-mesh library for the simulation of continuum systems The Parallel Particle Mesh (PPM) library provides a transparent parallelization middleware for particle-mesh simulations. Please see http://www.ppm-library.org for more information, downloads, and documentation.

References in zbMATH (referenced in 68 articles , 1 standard article )

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  1. Thari, A.; Staufer, M.; Page, G. J.: Asynchronous task based Eulerian-Lagrangian parallel solver for combustion applications (2022)
  2. Vázquez-Quesada, Adolfo; Ellero, Marco: GENERIC-compliant simulations of Brownian multi-particle systems: modeling stochastic lubrication (2022)
  3. Caprace, Denis-Gabriel; Gillis, Thomas; Chatelain, Philippe: FLUPS: a Fourier-based library of unbounded Poisson solvers (2021)
  4. Holke, Johannes; Knapp, David; Burstedde, Carsten: An optimized, parallel computation of the ghost layer for adaptive hybrid forest meshes (2021)
  5. Hume, Laurène; Poncet, Philippe: A velocity-vorticity method for highly viscous 3D flows with application to digital rock physics (2021)
  6. Tang, Zhuochao; Fu, Zhuojia; Chen, Meng; Ling, Leevan: A localized extrinsic collocation method for Turing pattern formations on surfaces (2021)
  7. Thari, A.; Treleaven, N. C. W.; Staufer, M.; Page, G. J.: Parallel load-balancing for combustion with spray for large-scale simulation (2021)
  8. Zhang, Chi; Rezavand, Massoud; Hu, Xiangyu: Dual-criteria time stepping for weakly compressible smoothed particle hydrodynamics (2020)
  9. Giannopoulou, O.; Colagrossi, A.; Di Mascio, A.; Mascia, C.: Chorin’s approaches revisited: vortex particle method vs finite volume method (2019)
  10. Hoppe, Helmer; Masamune, Jun; Neukamm, Stefan: (H)-compactness of elliptic operators on weighted Riemannian manifolds (2019)
  11. Ji, Zhe; Fu, Lin; Hu, Xiangyu Y.; Adams, Nikolaus A.: A new multi-resolution parallel framework for SPH (2019)
  12. Papadakis, George; Voutsinas, Spyros G.: A strongly coupled Eulerian Lagrangian method verified in 2D external compressible flows (2019)
  13. Vázquez-Quesada, Adolfo; Español, Pep; Tanner, Roger I.; Ellero, Marco: Shear thickening of a non-colloidal suspension with a viscoelastic matrix (2019)
  14. Zhang, C.; Xiang, G. M.; Wang, B.; Hu, X. Y.; Adams, N. A.: A weakly compressible SPH method with WENO reconstruction (2019)
  15. Foti, Daniel; Duraisamy, Karthik: Multi-dimensional finite volume scheme for the vorticity transport equations (2018)
  16. Gillis, T.; Winckelmans, G.; Chatelain, P.: Fast immersed interface Poisson solver for 3D unbounded problems around arbitrary geometries (2018)
  17. Vuong, A.-T.; Rauch, A. D.; Wall, W. A.: A biochemo-mechano coupled, computational model combining membrane transport and pericellular proteolysis in tissue mechanics (2017)
  18. Zhang, C.; Hu, X. Y.; Adams, N. A.: A weakly compressible SPH method based on a low-dissipation Riemann solver (2017)
  19. Bourantas, George C.; Cheeseman, Bevan L.; Ramaswamy, Rajesh; Sbalzarini, Ivo F.: Using DC PSE operator discretization in Eulerian meshless collocation methods improves their robustness in complex geometries (2016)
  20. Gholami, Amir; Malhotra, Dhairya; Sundar, Hari; Biros, George: FFT, FMM, or multigrid? A comparative study of state-of-the-art Poisson solvers for uniform and nonuniform grids in the unit cube (2016)

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