パッケージ: code-saturne (6.0.2-2build1)
code-saturne に関するリンク
Trisquel の資源:
code-saturne ソースパッケージをダウンロード:
- [code-saturne_6.0.2-2build1.dsc]
- [code-saturne_6.0.2.orig.tar.gz]
- [code-saturne_6.0.2-2build1.debian.tar.xz]
メンテナ:
Original Maintainers:
- Debian Science Team (メールアーカイブ)
- Gilles Filippini
外部の資源:
- ホームページ [www.code-saturne.org]
類似のパッケージ:
General purpose Computational Fluid Dynamics (CFD) software
The basic capabilities of Code_Saturne enable the handling of either incompressible or expandable flows with or without heat transfer and turbulence. Dedicated modules are available for specific physics such as radiative heat transfer, combustion (gas, coal, heavy fuel oil, ...), magneto-hydrodynamics, compressible flows, two-phase flows (Euler-Lagrange approach with two-way coupling), extensions to specific applications (e.g. Mercure_Saturne for atmospheric environment).
It runs in parallel with MPI on distributed memory machines. Developed since 1997 at EDF R&D, it is based on a co-located Finite Volume approach that accepts meshes with any type of cell (tetrahedral, hexahedral, prismatic, pyramidal, polyhedral...) and any type of grid structure (unstructured, block structured, hybrid, conforming or with hanging nodes, ...).
その他の code-saturne 関連パッケージ
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- dep: code-saturne-bin (= 6.0.2-2build1)
- General purpose Computational Fluid Dynamics (CFD) software - binaries
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- dep: code-saturne-data (= 6.0.2-2build1)
- General purpose Computational Fluid Dynamics (CFD) software - data
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- dep: code-saturne-include (= 6.0.2-2build1)
- General purpose Computational Fluid Dynamics (CFD) software - includes
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- dep: python3-pyqt5
- Python 3 bindings for Qt5
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- rec: bash-completion
- programmable completion for the bash shell
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- rec: code-saturne-doc
- General purpose Computational Fluid Dynamics (CFD) software - Documentation
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- rec: paraview
- Parallel Visualization Application
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- rec: pdf-viewer
- 以下のパッケージによって提供される仮想パッケージです: atril, evince, gv, mupdf, okular, qpdfview, viewpdf.app, xpdf, zathura-pdf-poppler
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- sug: syrthes
- Transient thermal simulations in complex solid geometries