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OpenFOAM-12/test/multiphaseEuler/populationBalance/coalescence/validation/createGraphs
Will Bainbridge 303e3d1f60 tutorials: Consistency of All* scripts
Various minor changes to tutorial scripts. In particular, ensuring that
they all change to the containing directory so that batches of tutorials
can be run easily from the root of the installation.
2024-06-28 14:31:05 +01:00

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#!/bin/sh
if ! which gnuplot > /dev/null 2>&1
then
echo "gnuplot not found - skipping graph creation" >&2
exit 1
fi
gnuplot<<EOF
set terminal postscript eps color enhanced "Helvetica,20"
set output '../numberDensity.eps'
set decimalsign '.'
set format xy '%g'
set xtics 1e2 mirror
set xlabel 'v(m^{3})'
set ytics 1e5 mirror
set ylabel 'n(m^{-3}m^{-3})'
set logscale xy
set xrange [1e-5:1e2]
set yrange [1e-15:100]
set key at graph 0.55,0.5
C = 1
N0 = 2.5
v0 = 0.01
# Dimensionless volume
X(x) = x/v0
# Initial condition
n0(x) = (N0/v0)*X(x)*exp(-X(x))
T(t) = C*N0*t
# For solution of quadratic saddle point equation
p(x) = -1/X(x)
q(t) = -(T(t)/(T(t) + 2))
# Saddle point calculation
y_s(t,x) = -p(x)/2 + sqrt((p(x)/2)**2 - q(T(t)))
# Dimensionless spectrum function
phi(x,t) = (8*exp((y_s(t,x) - 1)*X(x)*2))/(((T(t) + 2)**2)*y_s(t,x)*(4*pi*(2 - 1/(y_s(t,x)*X(x)))))
# Number density at time t
n(x,t) = (N0/v0)*phi(x,t)
numberDensity = '../postProcessing/numberDensity/10/numberDensity.xy'
plot n0(x) ls -1 t 'Initial Condition',\
n(x,10.0) dt 2 lc rgb 'black' t 'Scott (1968)',\
numberDensity every ::0::46 u 1:2 w p pt 1 lc rgb 'black' t 'air1',\
numberDensity every ::47::55 u 1:2 w p pt 5 lc rgb 'black' t 'air2',\
numberDensity every ::56::70 u 1:2 w p pt 9 lc rgb 'black' t 'air3'
EOF
#------------------------------------------------------------------------------