TRUST 1.9.8
HPC thermohydraulic platform
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Ch_front_ana_elarg.h
1/****************************************************************************
2* Copyright (c) 2022, CEA
3* All rights reserved.
4*
5* Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met:
6* 1. Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer.
7* 2. Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution.
8* 3. Neither the name of the copyright holder nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission.
9*
10* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
11* IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS;
12* OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
13*
14*****************************************************************************/
15// fichier a inclure dans Ch_front_ana.cpp
16// il contient les tableaux des profils de vitesse d'entree
17// pour le cas test du canal 2D-Axi avec elargissement brusque.
18//
19////////////////////////////////////////////////////////////
20
21#ifndef _DONNEES_ELARG
22#define _DONNEES_ELARG
23//nb de points
24static int NbPts = 258;
25//liste des rayons de definition des points R
26static float _R[] =
27{
28 0.000E+00, 1.000E-03, 2.000E-03, 3.000E-03, 4.000E-03, 5.000E-03, 6.000E-03, 7.000E-03, 8.000E-03, 9.000E-03, 1.000E-02, 1.100E-02, 1.200E-02, 1.300E-02, 1.400E-02, 1.500E-02, 1.600E-02, 1.700E-02, 1.800E-02, 1.900E-02, 2.000E-02, 2.100E-02, 2.200E-02, 2.300E-02, 2.400E-02, 2.500E-02, 2.600E-02, 2.700E-02, 2.800E-02, 2.900E-02, 3.000E-02, 3.100E-02, 3.200E-02, 3.300E-02, 3.400E-02, 3.500E-02, 3.600E-02, 3.700E-02, 3.800E-02, 3.900E-02, 4.000E-02, 4.100E-02, 4.200E-02, 4.300E-02, 4.400E-02, 4.500E-02, 4.600E-02, 4.700E-02, 4.800E-02, 4.900E-02, 5.000E-02, 5.100E-02, 5.200E-02, 5.300E-02, 5.400E-02, 5.500E-02, 5.600E-02, 5.700E-02, 5.800E-02, 5.900E-02, 6.000E-02, 6.100E-02, 6.200E-02, 6.300E-02, 6.400E-02, 6.500E-02, 6.600E-02, 6.700E-02, 6.800E-02, 6.900E-02, 7.000E-02, 7.100E-02, 7.200E-02, 7.300E-02, 7.400E-02, 7.500E-02, 7.600E-02, 7.700E-02, 7.800E-02, 7.900E-02, 8.000E-02, 8.100E-02, 8.200E-02, 8.300E-02, 8.400E-02, 8.500E-02, 8.600E-02, 8.700E-02, 8.800E-02, 8.900E-02, 9.000E-02, 9.100E-02, 9.200E-02, 9.300E-02, 9.400E-02, 9.500E-02, 9.600E-02, 9.700E-02, 9.800E-02, 9.900E-02, 1.000E-01, 1.010E-01, 1.020E-01, 1.030E-01, 1.040E-01, 1.050E-01, 1.060E-01, 1.070E-01, 1.080E-01, 1.090E-01, 1.100E-01, 1.110E-01, 1.120E-01, 1.130E-01, 1.140E-01, 1.150E-01, 1.160E-01, 1.170E-01, 1.180E-01, 1.190E-01, 1.200E-01, 1.210E-01, 1.220E-01, 1.230E-01, 1.240E-01, 1.250E-01, 1.260E-01, 1.270E-01, 1.280E-01, 1.290E-01, 1.300E-01, 1.310E-01, 1.320E-01, 1.330E-01, 1.340E-01, 1.350E-01, 1.360E-01, 1.370E-01, 1.380E-01, 1.390E-01, 1.400E-01, 1.410E-01, 1.420E-01, 1.430E-01, 1.440E-01, 1.450E-01, 1.460E-01, 1.470E-01, 1.480E-01, 1.490E-01, 1.500E-01, 1.510E-01, 1.520E-01, 1.530E-01, 1.540E-01, 1.550E-01, 1.560E-01, 1.570E-01, 1.580E-01, 1.590E-01, 1.600E-01, 1.610E-01, 1.620E-01, 1.630E-01, 1.640E-01, 1.650E-01, 1.660E-01, 1.670E-01, 1.680E-01, 1.690E-01, 1.700E-01, 1.710E-01, 1.720E-01, 1.730E-01, 1.740E-01, 1.750E-01, 1.760E-01, 1.770E-01, 1.780E-01, 1.790E-01, 1.800E-01, 1.810E-01, 1.820E-01, 1.830E-01, 1.840E-01, 1.850E-01, 1.860E-01, 1.870E-01, 1.880E-01, 1.890E-01, 1.900E-01, 1.910E-01, 1.920E-01, 1.930E-01, 1.940E-01, 1.950E-01, 1.960E-01, 1.970E-01, 1.980E-01, 1.990E-01, 2.000E-01, 2.010E-01, 2.020E-01, 2.030E-01, 2.040E-01, 2.050E-01, 2.060E-01, 2.070E-01, 2.080E-01, 2.090E-01, 2.100E-01, 2.110E-01, 2.120E-01, 2.130E-01, 2.140E-01, 2.150E-01, 2.160E-01, 2.170E-01, 2.180E-01, 2.190E-01, 2.200E-01, 2.210E-01, 2.220E-01, 2.230E-01, 2.240E-01, 2.250E-01, 2.260E-01, 2.270E-01, 2.280E-01, 2.290E-01, 2.300E-01, 2.310E-01, 2.320E-01, 2.330E-01, 2.340E-01, 2.350E-01, 2.360E-01, 2.370E-01, 2.380E-01, 2.390E-01, 2.400E-01, 2.410E-01, 2.420E-01, 2.430E-01, 2.440E-01, 2.450E-01, 2.460E-01, 2.470E-01, 2.480E-01, 2.490E-01, 2.500E-01, 2.510E-01, 2.520E-01, 2.530E-01, 2.540E-01, 2.550E-01, 2.560E-01, 2.570E-01
29};
30//vitesse axiale U
31static float _U[] =
32{
33 1.000E+00, 1.000E+00, 1.000E+00, 1.000E+00, 1.000E+00, 1.000E+00, 1.000E+00, 1.000E+00, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.999E-01, 9.998E-01, 9.998E-01, 9.998E-01, 9.998E-01, 9.997E-01, 9.996E-01, 9.995E-01, 9.993E-01, 9.991E-01, 9.989E-01, 9.987E-01, 9.984E-01, 9.982E-01, 9.980E-01, 9.977E-01, 9.975E-01, 9.972E-01, 9.969E-01, 9.966E-01, 9.963E-01, 9.960E-01, 9.957E-01, 9.954E-01, 9.951E-01, 9.948E-01, 9.944E-01, 9.941E-01, 9.937E-01, 9.934E-01, 9.930E-01, 9.926E-01, 9.922E-01, 9.918E-01, 9.914E-01, 9.910E-01, 9.906E-01, 9.902E-01, 9.898E-01, 9.893E-01, 9.889E-01, 9.885E-01, 9.880E-01, 9.876E-01, 9.872E-01, 9.867E-01, 9.863E-01, 9.858E-01, 9.854E-01, 9.849E-01, 9.845E-01, 9.840E-01, 9.835E-01, 9.831E-01, 9.826E-01, 9.821E-01, 9.816E-01, 9.812E-01, 9.807E-01, 9.802E-01, 9.797E-01, 9.792E-01, 9.787E-01, 9.782E-01, 9.777E-01, 9.772E-01, 9.766E-01, 9.761E-01, 9.756E-01, 9.751E-01, 9.746E-01, 9.740E-01, 9.735E-01, 9.729E-01, 9.724E-01, 9.719E-01, 9.713E-01, 9.708E-01, 9.702E-01, 9.696E-01, 9.691E-01, 9.685E-01, 9.679E-01, 9.674E-01, 9.668E-01, 9.662E-01, 9.656E-01, 9.650E-01, 9.644E-01, 9.637E-01, 9.631E-01, 9.624E-01, 9.618E-01, 9.611E-01, 9.604E-01, 9.597E-01, 9.590E-01, 9.583E-01, 9.576E-01, 9.568E-01, 9.561E-01, 9.554E-01, 9.546E-01, 9.538E-01, 9.530E-01, 9.522E-01, 9.514E-01, 9.506E-01, 9.498E-01, 9.490E-01, 9.481E-01, 9.473E-01, 9.464E-01, 9.455E-01, 9.446E-01, 9.437E-01, 9.428E-01, 9.419E-01, 9.410E-01, 9.400E-01, 9.391E-01, 9.381E-01, 9.372E-01, 9.362E-01, 9.352E-01, 9.342E-01, 9.332E-01, 9.322E-01, 9.311E-01, 9.301E-01, 9.291E-01, 9.280E-01, 9.269E-01, 9.258E-01, 9.248E-01, 9.237E-01, 9.225E-01, 9.214E-01, 9.203E-01, 9.192E-01, 9.180E-01, 9.168E-01, 9.157E-01, 9.145E-01, 9.133E-01, 9.121E-01, 9.109E-01, 9.097E-01, 9.084E-01, 9.072E-01, 9.059E-01, 9.047E-01, 9.034E-01, 9.021E-01, 9.008E-01, 8.995E-01, 8.982E-01, 8.969E-01, 8.955E-01, 8.942E-01, 8.928E-01, 8.915E-01, 8.901E-01, 8.887E-01, 8.873E-01, 8.859E-01, 8.845E-01, 8.831E-01, 8.816E-01, 8.802E-01, 8.787E-01, 8.773E-01, 8.758E-01, 8.743E-01, 8.728E-01, 8.713E-01, 8.698E-01, 8.682E-01, 8.667E-01, 8.652E-01, 8.636E-01, 8.620E-01, 8.605E-01, 8.589E-01, 8.572E-01, 8.553E-01, 8.537E-01, 8.522E-01, 8.505E-01, 8.488E-01, 8.470E-01, 8.450E-01, 8.430E-01, 8.409E-01, 8.387E-01, 8.364E-01, 8.340E-01, 8.315E-01, 8.289E-01, 8.262E-01, 8.234E-01, 8.205E-01, 8.175E-01, 8.145E-01, 8.113E-01, 8.080E-01, 8.047E-01, 8.012E-01, 7.977E-01, 7.940E-01, 7.903E-01, 7.865E-01, 7.826E-01, 7.785E-01, 7.744E-01, 7.702E-01, 7.659E-01, 7.615E-01, 7.570E-01, 7.524E-01, 7.478E-01, 7.430E-01, 7.381E-01, 7.331E-01, 7.284E-01, 7.251E-01, 7.216E-01, 7.146E-01, 7.040E-01, 6.970E-01, 6.900E-01, 6.794E-01, 6.653E-01, 6.442E-01, 6.266E-01, 6.125E-01, 5.984E-01, 5.738E-01, 5.390E-01, 4.820E-01, 0.000E+00
34};
35//vitesse normale V
36static float _V[] =
37{
38 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 0.000E+00, 1.135E-05, 3.115E-05, 5.106E-05, 7.109E-05, 9.122E-05, 1.115E-04, 1.318E-04, 1.523E-04, 1.729E-04, 1.936E-04, 2.144E-04, 2.353E-04, 2.563E-04, 2.775E-04, 2.987E-04, 3.201E-04, 3.416E-04, 3.632E-04, 3.849E-04, 4.067E-04, 4.286E-04, 4.506E-04, 4.728E-04, 4.950E-04, 5.174E-04, 5.399E-04, 5.625E-04, 5.852E-04, 6.080E-04, 6.310E-04, 6.540E-04, 6.771E-04, 7.004E-04, 7.238E-04, 7.473E-04, 7.709E-04, 7.946E-04, 8.184E-04, 8.423E-04, 8.664E-04, 8.906E-04, 9.148E-04, 9.392E-04, 9.637E-04, 9.883E-04, 1.013E-03, 1.038E-03, 1.063E-03, 1.088E-03, 1.113E-03, 1.138E-03, 1.164E-03, 1.189E-03, 1.215E-03, 1.241E-03, 1.268E-03, 1.295E-03, 1.324E-03, 1.353E-03, 1.383E-03, 1.414E-03, 1.446E-03, 1.478E-03, 1.511E-03, 1.546E-03, 1.580E-03, 1.616E-03, 1.653E-03, 1.690E-03, 1.728E-03, 1.767E-03, 1.806E-03, 1.847E-03, 1.888E-03, 1.930E-03, 1.973E-03, 2.017E-03, 2.061E-03, 2.106E-03, 2.153E-03, 2.199E-03, 2.247E-03, 2.296E-03, 2.345E-03, 2.395E-03, 2.446E-03, 2.497E-03, 2.550E-03, 2.603E-03, 2.657E-03, 2.712E-03, 2.768E-03, 2.824E-03, 2.881E-03, 2.940E-03, 2.998E-03, 3.058E-03, 3.119E-03, 3.180E-03, 3.242E-03, 3.305E-03, 3.368E-03, 3.433E-03, 3.498E-03, 3.564E-03, 3.631E-03, 3.699E-03, 3.767E-03, 3.836E-03, 3.907E-03, 3.977E-03, 4.049E-03, 4.122E-03, 4.195E-03, 4.269E-03, 4.344E-03, 4.419E-03, 4.496E-03, 4.573E-03, 4.651E-03, 4.730E-03, 4.810E-03, 4.890E-03, 4.971E-03, 5.054E-03, 5.136E-03, 5.220E-03, 5.305E-03, 5.390E-03, 5.476E-03, 5.563E-03, 5.650E-03, 5.739E-03, 5.828E-03, 5.918E-03, 6.009E-03, 6.101E-03, 6.193E-03, 6.286E-03, 6.381E-03, 6.475E-03, 6.571E-03, 6.668E-03, 6.765E-03, 6.869E-03, 6.940E-03, 6.944E-03, 6.881E-03, 6.752E-03, 6.556E-03, 6.293E-03, 5.964E-03, 5.568E-03, 5.105E-03, 4.576E-03, 3.980E-03, 3.317E-03, 2.588E-03, 1.792E-03, 9.290E-04, 0.000E+00
39};
40//energie turbulente k
41static float _K[] =
42{
43 1.404E-03, 1.404E-03, 1.405E-03, 1.405E-03, 1.405E-03, 1.406E-03, 1.406E-03, 1.407E-03, 1.408E-03, 1.409E-03, 1.411E-03, 1.412E-03, 1.414E-03, 1.416E-03, 1.418E-03, 1.421E-03, 1.424E-03, 1.426E-03, 1.429E-03, 1.432E-03, 1.436E-03, 1.439E-03, 1.443E-03, 1.447E-03, 1.451E-03, 1.455E-03, 1.459E-03, 1.464E-03, 1.469E-03, 1.474E-03, 1.479E-03, 1.485E-03, 1.490E-03, 1.496E-03, 1.502E-03, 1.508E-03, 1.514E-03, 1.521E-03, 1.528E-03, 1.534E-03, 1.541E-03, 1.549E-03, 1.556E-03, 1.564E-03, 1.571E-03, 1.580E-03, 1.588E-03, 1.596E-03, 1.604E-03, 1.613E-03, 1.622E-03, 1.631E-03, 1.640E-03, 1.649E-03, 1.658E-03, 1.667E-03, 1.676E-03, 1.685E-03, 1.695E-03, 1.704E-03, 1.713E-03, 1.722E-03, 1.731E-03, 1.740E-03, 1.749E-03, 1.758E-03, 1.767E-03, 1.776E-03, 1.785E-03, 1.794E-03, 1.803E-03, 1.813E-03, 1.821E-03, 1.831E-03, 1.840E-03, 1.849E-03, 1.858E-03, 1.867E-03, 1.876E-03, 1.885E-03, 1.894E-03, 1.904E-03, 1.913E-03, 1.921E-03, 1.931E-03, 1.940E-03, 1.949E-03, 1.958E-03, 1.968E-03, 1.977E-03, 1.986E-03, 1.995E-03, 2.004E-03, 2.013E-03, 2.022E-03, 2.032E-03, 2.041E-03, 2.050E-03, 2.059E-03, 2.068E-03, 2.077E-03, 2.087E-03, 2.096E-03, 2.106E-03, 2.116E-03, 2.126E-03, 2.136E-03, 2.147E-03, 2.158E-03, 2.169E-03, 2.181E-03, 2.192E-03, 2.204E-03, 2.216E-03, 2.228E-03, 2.241E-03, 2.254E-03, 2.267E-03, 2.280E-03, 2.294E-03, 2.307E-03, 2.321E-03, 2.336E-03, 2.350E-03, 2.365E-03, 2.380E-03, 2.395E-03, 2.411E-03, 2.426E-03, 2.442E-03, 2.458E-03, 2.474E-03, 2.491E-03, 2.507E-03, 2.525E-03, 2.542E-03, 2.559E-03, 2.577E-03, 2.595E-03, 2.613E-03, 2.632E-03, 2.651E-03, 2.670E-03, 2.689E-03, 2.708E-03, 2.728E-03, 2.748E-03, 2.768E-03, 2.788E-03, 2.809E-03, 2.830E-03, 2.850E-03, 2.872E-03, 2.893E-03, 2.915E-03, 2.937E-03, 2.959E-03, 2.981E-03, 3.005E-03, 3.027E-03, 3.051E-03, 3.073E-03, 3.097E-03, 3.121E-03, 3.145E-03, 3.170E-03, 3.194E-03, 3.219E-03, 3.244E-03, 3.270E-03, 3.295E-03, 3.321E-03, 3.347E-03, 3.373E-03, 3.400E-03, 3.426E-03, 3.453E-03, 3.480E-03, 3.507E-03, 3.535E-03, 3.563E-03, 3.591E-03, 3.619E-03, 3.648E-03, 3.677E-03, 3.706E-03, 3.735E-03, 3.765E-03, 3.795E-03, 3.824E-03, 3.855E-03, 3.885E-03, 3.916E-03, 3.947E-03, 3.978E-03, 4.009E-03, 4.041E-03, 4.073E-03, 4.105E-03, 4.137E-03, 4.170E-03, 4.202E-03, 4.236E-03, 4.271E-03, 4.305E-03, 4.340E-03, 4.376E-03, 4.413E-03, 4.450E-03, 4.487E-03, 4.525E-03, 4.564E-03, 4.603E-03, 4.643E-03, 4.683E-03, 4.724E-03, 4.765E-03, 4.807E-03, 4.850E-03, 4.893E-03, 4.937E-03, 4.981E-03, 5.026E-03, 5.072E-03, 5.118E-03, 5.164E-03, 5.211E-03, 5.259E-03, 5.307E-03, 5.357E-03, 5.406E-03, 5.458E-03, 5.513E-03, 5.573E-03, 5.636E-03, 5.703E-03, 5.775E-03, 5.850E-03, 5.929E-03, 6.012E-03, 6.099E-03, 6.186E-03, 6.273E-03, 6.360E-03, 6.447E-03, 6.534E-03, 6.621E-03, 6.708E-03, 6.795E-03, 6.882E-03, 6.969E-03, 7.056E-03, 7.143E-03, 7.230E-03, 7.317E-03, 7.404E-03, 3.568E-03, 0.000E+00
44};
45//dissipation epsilon
46static float _EPS[] =
47{
48 0.000521792470588, 0.000521792470588, 0.000522382387533, 0.000522382387533, 0.000522382387533, 0.000523126256983, 0.000523280117647, 0.000524024735294, 0.000524769882353, 0.000525515558824, 0.000526853543076, 0.000527755764706, 0.000529251882353, 0.00053059406057, 0.000532250470588, 0.000534347809468, 0.000536448677249, 0.000538114789768, 0.000540381329021, 0.000542652631579, 0.000545528042328, 0.000547970861511, 0.00055085952381, 0.000553917724868, 0.000556984391534, 0.00056005952381, 0.000563308703323, 0.00056700952381, 0.000570889153439, 0.000574782010582, 0.000578858247574, 0.000583392857143, 0.000587500735078, 0.000592241811232, 0.000597001940606, 0.000601958117647, 0.000606757764706, 0.000612381441176, 0.000618212886143, 0.000623260859329, 0.000629147159258, 0.000635696467471, 0.000641643816254, 0.000648449602356, 0.000654652785146, 0.000662175066313, 0.000669094811321, 0.000676252035398, 0.000683451711924, 0.000691346944198, 0.000699289899587, 0.000706654338843, 0.000714053097345, 0.000721486114387, 0.000729168169761, 0.000736671605302, 0.000744209125699, 0.00075200191289, 0.000760506617647, 0.000768152380952, 0.000776059976491, 0.000784005757932, 0.000792222356052, 0.000800246696035, 0.000808309130945, 0.000816649324721, 0.000825032325308, 0.000833213501614, 0.000841679630173, 0.000850188552979, 0.000858992395772, 0.000868292368653, 0.000876229271873, 0.000885879301233, 0.000894872246696, 0.00090364784141, 0.000912734312573, 0.000921868968557, 0.000931325610115, 0.000940559558824, 0.000949841835834, 0.000960180812242, 0.000969850441696, 0.000978555362404, 0.00098935285967, 0.000999185840708, 0.00100907346517, 0.00101901582989, 0.00103005957447, 0.00104011712005, 0.00105054051495, 0.00106102562204, 0.00107157260599, 0.00108218163205, 0.00109285286605, 0.00110467348395, 0.00111547542398, 0.00112667560322, 0.00113794598867, 0.00114894376119, 0.00116035149432, 0.00116701759452, 0.00117291438742, 0.00117993272244, 0.00118695446244, 0.00119397957147, 0.00120135939146, 0.0012095183965, 0.00121803766347, 0.00122656573001, 0.0012358790127, 0.00124478341969, 0.00125447758967, 0.00126454660944, 0.00127499589041, 0.00128588133713, 0.00129752111237, 0.0013088172326, 0.00132088085827, 0.0013333875, 0.00134551238764, 0.00135883881726, 0.00137337986577, 0.00138678850446, 0.00140142051782, 0.00141649347041, 0.00143162021631, 0.00144800135621, 0.00146364421111, 0.00148055933793, 0.00149795801653, 0.00151501881188, 0.00153380195001, 0.00155186395062, 0.00157207191781, 0.00159156748768, 0.00161160319934, 0.00163256927069, 0.00165410002729, 0.00167575459504, 0.00169928634505, 0.00172296946336, 0.0017468037027, 0.00177127079477, 0.00179639020142, 0.00182252669388, 0.00184934791837, 0.00187687577572, 0.00190461464743, 0.00193394142157, 0.00196403542234, 0.00196617805272, 0.00197120169942, 0.0019759979276, 0.00198224533437, 0.00198958792927, 0.00199749376426, 0.00200595056433, 0.0020176321996, 0.00202765087288, 0.0020398687363, 0.00205141107893, 0.00206563007897, 0.00208034572852, 0.0020960495644, 0.0021130864486, 0.00212977787056, 0.00214829875605, 0.00216781469444, 0.00218917424932, 0.00220970658073, 0.00223259939271, 0.0022560232938, 0.00228049356347, 0.00230636222567, 0.00233246376684, 0.00236051212055, 0.00238968647226, 0.00241948504918, 0.00245130830427, 0.00248433835616, 0.00251860957031, 0.00255360591421, 0.00259076651525, 0.00262984570996, 0.00266976077754, 0.00271112124811, 0.0027548483049, 0.00280013447829, 0.00284555208649, 0.00289563163022, 0.00294533879011, 0.00299838157723, 0.00305333800087, 0.00311029386329, 0.00316934112621, 0.00323217789751, 0.00329662090969, 0.00336422415705, 0.00343440180602, 0.00350818426362, 0.00361737391304, 0.0037330851595, 0.00385382556338, 0.00397894143607, 0.00411058195926, 0.00424807453784, 0.00439275992481, 0.00454417389087, 0.0047015703425, 0.00486742274168, 0.00504225024207, 0.00522434194521, 0.00541644447236, 0.00561680139442, 0.00583006049347, 0.00605293320498, 0.00628863746598, 0.00653604507564, 0.00679940173556, 0.00707631358065, 0.00736941415842, 0.00767801702128, 0.00800853185749, 0.00835679957462, 0.00872417535442, 0.0091190555597, 0.00954057987735, 0.00998732234043, 0.0104650340762, 0.0109776095159, 0.0115315215484, 0.0121356930346, 0.0127987619505, 0.0135232007569, 0.0143208356654, 0.0152054521277, 0.0161766018908, 0.0172506744275, 0.0184408897959, 0.0197627041913, 0.0206970771635, 0.0227022282692, 0.0250031868132, 0.0276682160503, 0.0307883336538, 0.0344876546329, 0.03893994, 0.0443961778846, 0.0512328504808, 0.0600415726648, 0.0718083692308, 0.0883080848077, 0.113090408654, 0.154437949038, 0.237198530769, 0.110168861538, 0.000E+00
49};
50#endif //_DONNEES_ELARG