[SCM] Gerris Flow Solver branch, upstream, updated. b3aa46814a06c9cb2912790b23916ffb44f1f203
Stephane Popinet
stephane.popinet at paradise.net.nz
Fri May 15 02:51:47 UTC 2009
The following commit has been merged in the upstream branch:
commit b597992e0d5d92ad6a66bba7e41b43ae1bd4bcb7
Author: Stephane Popinet <stephane.popinet at paradise.net.nz>
Date: Wed Apr 6 20:48:16 2005 +1000
New Boussinesq example
darcs-hash:20050406104816-fa380-428ed3447282e3e9ff74f8ff5c225b2a7ad92bef.gz
diff --git a/doc/examples/boussinesq/boussinesq.gfs b/doc/examples/boussinesq/boussinesq.gfs
new file mode 100644
index 0000000..b4d2c0e
--- /dev/null
+++ b/doc/examples/boussinesq/boussinesq.gfs
@@ -0,0 +1,92 @@
+# Title: Boussinesq approximation applied to a heated cylinder
+#
+# Description:
+#
+# The classical Boussinesq approximation is applied to solve the flow
+# generated by a heated cylinder.
+#
+# A source term proportional to a diffusive tracer is added to the
+# vertical component of the velocity field.
+#
+# Adaptivity is used to generate a "sponge" outflow condition on the
+# top boundary
+#
+# The turbulent plume obtained is illustrated on Figure \ref{tracer}.
+#
+# \begin{figure}[htbp]
+# \begin{center}
+# \htmladdnormallinkfoot{\includegraphics[width=0.3\hsize]{t.eps}}{t.mpg}
+# \end{center}
+# \caption{MPEG movie of the tracer field.}
+# \label{tracer}
+# \end{figure}
+#
+# Author: St\'ephane Popinet
+# Command: gerris2D boussinesq.gfs
+# Version: 0.6.4
+# Required files: cylinder.gts
+# Running time: 22 minutes
+# Generated files: t.mpg t.eps
+#
+2 1 GfsSimulation GfsBox GfsGEdge {} {
+ Time { end = 20 }
+
+ # Use an initial refinement of 7 levels around the solid boundary
+ RefineSolid 7
+
+ # Insert the solid boundary defined by cylinder.gts
+ GtsSurfaceFile cylinder.gts
+
+ # Add a passive tracer called T
+ VariableTracer {} T
+
+ # Add diffusion to tracer T
+ SourceDiffusion {} T 0.0001
+
+ # Add a source term to the vertical velocity component equal to T
+ Source {} V T
+
+ # Dirichlet boundary condition for T on the cylinder
+ SurfaceBc T Dirichlet 1
+
+ # Adapt the mesh using the vorticity criterion at every timestep
+ # down to a maximum level of 7 if y is smaller than 1.25, 3 otherwise.
+ # The topmost part of the domain will never have more than
+ # 3 levels of refinement and will act as a very efficient "sponge"
+ # layer to damp any eddies before they exit the domain.
+ AdaptVorticity { istep = 1 } { maxlevel = (y > 1.25 ? 3 : 7) cmax = 1e-2 }
+
+ # Also adapt according to the tracer gradient
+ AdaptGradient { istep = 1 } { maxlevel = 7 cmax = 5e-2 } T
+
+ # Writes the time and timestep every 10 timesteps on standard error
+ OutputTime { istep = 10 } stderr
+
+ # Writes the simulation size every 10 timesteps on standard error
+ OutputBalance { istep = 10 } stderr
+
+ # Writes info about the convergence of the Poisson solver on standard error
+ OutputProjectionStats { istep = 10 } stderr
+
+ # Pipes a bitmap PPM image representation of the T field every 4 timestepsq
+ # into a MJPEGTools conversion pipeline to create a MPEG movie called t.mpg
+ # Sets the minimum used for colormapping to 0 and the maximum to 1
+ OutputPPM { istep = 4 } { ppmtoy4m -F 24:1 -v 0 | mpeg2enc -v 0 -o t.mpg } {
+ min = 0 max = 1 v = T
+ }
+
+ # Pipes a bitmap PPM image representation of the T field at time 15
+ # into the ImageMagick converter "convert" to create the corresponding EPS file
+ OutputPPM { start = 15 } { convert -colors 256 ppm:- t.eps } {
+ min = 0 max = 1 v = T
+ }
+
+ # Outputs profiling information at the end of the simulation to standard error
+ OutputTiming { start = end } stderr
+}
+GfsBox {}
+# The top boundary is a simple outflow condition. This could cause problems
+# (eddies getting stuck on the boundary) if the adaptive "sponge" layer was not
+# used.
+GfsBox { top = BoundaryOutflow }
+1 2 top
diff --git a/doc/examples/boussinesq/cylinder.gts b/doc/examples/boussinesq/cylinder.gts
new file mode 100644
index 0000000..2f03397
--- /dev/null
+++ b/doc/examples/boussinesq/cylinder.gts
@@ -0,0 +1,6591 @@
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--
Gerris Flow Solver
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