Basilisk Basiliscus basiliscus is the latin name of the extraordinary Jesus Christ lizard, famous for its ability to run on the surface of water, a characteristic it shares with another well-known water-walker Gerris lacustris. Basilisk is also the name of a Free Software program for the solution of partial differential equations on adaptive Cartesian meshes. It is destined to be the successor ...
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Basilisk is also the name of a Free Software program for the solution of partial differential equations on adaptive Cartesian meshes. It is destined to be the successor of...
The face vector fm is the scale factor for the length of a face i.e. the physical length is fm\Delta and the scalar field cm is the scale factor for the area of the cell i.e....
Basilisk View. This module defines functions which compute various graphical representations (“drawings”) of Basilisk fields, including reconstructed Volume-Of-Fluid facets and...
The details may vary according to how the MPI compiler is setup on your system. Using Makefiles. The “manual” way above is automated if you use the standard Makefiles provided...
Impact of a viscoelastic drop on a solid. We solve the axisymmetric, incompressible, variable-density, Navier–Stokes equations with two phases and use the log-conformation...
That is, to check whether the test case succeeded or not, the default Makefile of Basilisk just compares (using diff) the log file created by the program to the matching...
Viscoelastic 2D drop in a Couette Newtonian shear flow. This problem has been used as benchmark (see for example Chinyoka et al. (2005)).Equations are usually made dimensionless...
Parameters. The independent parameters are the aspect ratio of the cylindrical container H/R (unity here), the aspect ratio of the fluid layer \displaystyle G = h/R the Froude...
This is Table 1 of Sangani and Acrivos, 1982, where the first column is the volume fraction \Phi of the cylinders and the second column is the non-dimensional drag force per...
Given a list of scalar fields f, this function fills the gradient fields g with the corresponding gradients. If the gradient attribute of a field is set (typically to one of the...
Curvature of an interface. The curvature field is defined only in interfacial cells. In all the other cells it takes the value nodata.. On trees, we need to redefine the...
Once we have computed the fluxes on all faces, we can update the volume fraction field according to the one-dimensional advection equation \displaystyle \partial_tc =...
Two-phase flow around RV Tangaroa. This is an improved version of the famous Gerris example, illustrating the combination of complex solid boundaries, air-water turbulent flows...
Help and support Mailing lists. The Basilisk II developer's mailing list basilisk-devel is for development-related discussion. You can receive notices about Git commits by...
Lid-driven cavity at Re=1000. We use the multigrid implementation (rather than the default tree implementation) and either the MAC or the centered Navier–Stokes solver.
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Registration Date: | 2013-06-27 1 decade 1 year 4 months ago |
Last Modified: | 2019-06-27 5 years 4 months 3 weeks ago |
Owner's E-Mail: | [email protected] |
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basilisk.fr | A | 21584 |
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basilisk.fr | NS | 21600 |
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basilisk.fr | MX | 21600 |
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basilisk.fr | TXT | 21600 |
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