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==Overview== | ==Overview== | ||
* Primitive variable pipe flow code for incompressible flow. | * Primitive variable pipe flow code for incompressible flow. | ||
* | * Double-Fourier (theta,z) + finite difference (r). | ||
* | * PPE formulation; influence matrix corrects boundary conditions to machine precision. | ||
* Second-order predictor-corrector method, automatic timestep control. | |||
* Serial or parallel (with MPI). | * Serial or parallel (with MPI). | ||
* Fortran 90, uses modules and derived types, no esoteric extensions. | * Fortran 90, uses modules and derived types, no esoteric extensions. | ||
* Core program <3000 lines. | * Core program <3000 lines. | ||
Revision as of 12:35, 14 July 2014
Overview
- Primitive variable pipe flow code for incompressible flow.
- Double-Fourier (theta,z) + finite difference (r).
- PPE formulation; influence matrix corrects boundary conditions to machine precision.
- Second-order predictor-corrector method, automatic timestep control.
- Serial or parallel (with MPI).
- Fortran 90, uses modules and derived types, no esoteric extensions.
- Core program <3000 lines.
Version 1.02b
- documentation online pdf
- tarball
Citation
- In talks:
openpipeflow.org
- In articles:
1) URL above if possible and
2) "based on code described in \cite{WK09}."
@article{WK09,
Author = {A. P. Willis and R. R. Kerswell},
Year = {2009},
Title = {Turbulent dynamics of pipe flow captured in a
reduced model: puff relaminarisation and
localised `edge' states},
Journal = {J.\ Fluid Mech.},
Volume = {619},
Pages = {213-233} }
Author
- Ashley P. Willis,
- School of Mathematics and Statistics,
- University of Sheffield,
- South Yorkshire,
- S3 7RH,
- U.K.
- a.p.willis/at/sheffield.ac.uk