| 1 | #include "machdefs.h"
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| 2 | #include <stdio.h>
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| 3 | #include <stdlib.h>
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| 4 | #include <iostream.h>
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| 5 | #include <math.h>
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| 6 | 
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| 7 | #include <typeinfo>
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| 8 | 
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| 9 | #include <vector>
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| 10 | #include <string>
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| 11 | 
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| 12 | #include "piacmd.h"
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| 13 | #include "nobjmgr.h"
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| 14 | #include "pistdimgapp.h"
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| 15 | #include "servnobjm.h"
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| 16 | #include "tvector.h"
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| 17 | #include "pitvmaad.h"
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| 18 | #include "fftpserver.h"
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| 19 | #include "bruit.h"
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| 20 | #include "piscdrawwdg.h"
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| 21 | #include "ctimer.h"
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| 22 | 
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| 23 | #include "pidrawer.h"
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| 24 | #include "nomgadapter.h"
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| 25 | 
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| 26 | extern "C" {
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| 27 | void sopiamodule_init();
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| 28 | void sopiamodule_end();
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| 29 | }
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| 30 | 
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| 31 | void SophyaFFT(string& nom, string& nomout, string dopt);
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| 32 | 
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| 33 | class sopiamoduleExecutor : public CmdExecutor {
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| 34 | public:
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| 35 |                 sopiamoduleExecutor();
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| 36 |   virtual       ~sopiamoduleExecutor();
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| 37 |   virtual int   Execute(string& keyw, vector<string>& args, string& toks);
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| 38 | };
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| 39 | 
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| 40 | //  Classe pour trace de grille en projection spherique Mollweide 
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| 41 | class MollweideGridDrawer : public PIDrawer {
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| 42 | public:
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| 43 |                     MollweideGridDrawer(int np, int nm, int nx, int ny);
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| 44 |                     MollweideGridDrawer(int np, int nm, double x_larg=0., double x_0=0., 
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| 45 |                                         double y_larg=0., double y_0=0.);
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| 46 |   virtual           ~MollweideGridDrawer();
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| 47 |   virtual void      Draw(PIGraphicUC* g, double xmin, double ymin, double xmax, double ymax);
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| 48 |   virtual void      UpdateLimits();
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| 49 | 
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| 50 | protected:
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| 51 |   double xlarg, x0;
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| 52 |   double ylarg, y0;
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| 53 |   int nbparall, nbmerid;
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| 54 |   int nbpt;
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| 55 |   bool fgrevtheta;
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| 56 | };
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| 57 | 
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| 58 | /* --Methode-- */
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| 59 | MollweideGridDrawer::MollweideGridDrawer(int np, int nm, int nx, int ny)
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| 60 | {
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| 61 |   x0 = (double)nx/2.; 
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| 62 |   y0 = (double)ny/2.;
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| 63 |   xlarg = nx;  
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| 64 |   ylarg = ny;
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| 65 |   nbparall = np;
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| 66 |   nbmerid = nm;
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| 67 |   nbpt = ny/5;
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| 68 |   if ((nbpt % 20) == 0) nbpt++;  
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| 69 |   fgrevtheta = true;
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| 70 | }
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| 71 | 
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| 72 | /* --Methode-- */
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| 73 | MollweideGridDrawer::MollweideGridDrawer(int np, int nm, double x_larg, double x_0, 
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| 74 |                                          double y_larg, double y_0)
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| 75 | {
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| 76 |   if (x_larg > 0.) {
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| 77 |     xlarg = x_larg; x0 = x_0;
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| 78 |   }
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| 79 |   else {
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| 80 |     xlarg = M_PI*2.;  x0 = M_PI;
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| 81 |   }
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| 82 |   if (y_larg > 0.) {
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| 83 |     ylarg = y_larg; y0 = y_0;
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| 84 |   }
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| 85 |   else {
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| 86 |     ylarg = M_PI;  y0 = 0.;
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| 87 |   }
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| 88 |   nbparall = np;
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| 89 |   nbmerid = nm;
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| 90 |   nbpt = 101;
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| 91 |   fgrevtheta = false;
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| 92 | }
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| 93 | 
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| 94 | /* --Methode-- */
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| 95 | MollweideGridDrawer::~MollweideGridDrawer()
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| 96 | {
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| 97 | }
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| 98 | 
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| 99 | /* --Methode-- */
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| 100 | void MollweideGridDrawer::Draw(PIGraphicUC* g, double xmin, double ymin, double xmax, double ymax)
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| 101 | {
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| 102 |   PIGrCoord * xxl = new PIGrCoord[nbpt];
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| 103 |   PIGrCoord * xxr = new PIGrCoord[nbpt];
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| 104 |   PIGrCoord * yy = new PIGrCoord[nbpt];
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| 105 | 
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| 106 |   char buff[64];
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| 107 | 
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| 108 |   // Trace des paralleles
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| 109 |   g->DrawLine(xmin, y0, xmax, y0);
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| 110 |   g->DrawString(x0+xlarg/100, y0+ylarg/100, "0");
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| 111 | 
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| 112 |   //  PIGrCoord asc, PIGrCoord desc;
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| 113 |   int i,k;
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| 114 | 
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| 115 |   int nkp = (nbparall-1)/2;
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| 116 |   if (nkp > 0) {
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| 117 |     double dy = 0.5*ylarg/(double)(nkp+1);
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| 118 |     double dtd = 90./(double)(nkp+1);
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| 119 |     for(k=1; k<=nkp; k++) {
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| 120 |       double fx = sin(acos(2.*(double)k*dy/ylarg))*0.5;
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| 121 |       double yc = k*dy+y0;
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| 122 |       g->DrawLine(x0-fx*xlarg, yc, x0+fx*xlarg, yc); 
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| 123 |       double ctd = (fgrevtheta) ? -dtd*k : dtd*k;
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| 124 |       sprintf(buff, "%5.1f", ctd);
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| 125 |       g->DrawString(x0, yc, buff);
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| 126 |       g->DrawString(x0-0.3*xlarg, yc, buff);
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| 127 |       g->DrawString(x0+0.25*xlarg, yc, buff);
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| 128 |       yc = -k*dy+y0;
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| 129 |       g->DrawLine(x0-fx*xlarg, yc, x0+fx*xlarg, yc); 
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| 130 |       sprintf(buff, "%5.1f", -ctd);
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| 131 |       g->DrawString(x0, yc, buff);
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| 132 |       g->DrawString(x0-0.3*xlarg, yc, buff);
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| 133 |       g->DrawString(x0+0.25*xlarg, yc, buff);
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| 134 |     }
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| 135 |   }
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| 136 | 
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| 137 |   // Trace des meridiennes
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| 138 |   g->DrawLine(x0, ymin, x0, ymax);
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| 139 | 
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| 140 |   int nkm = (nbmerid-1)/2;
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| 141 |   if (nkm < 1)  nkm = 1;
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| 142 |   double dphi = M_PI/nkm;
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| 143 |   double dpd = 180./(double)(nkm);
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| 144 |   double dy = ylarg/(nbpt-1);
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| 145 |   for(k=0; k<nkm; k++) {
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| 146 |     double phi0 = k*dphi;
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| 147 |     double dphimil = fabs(phi0-M_PI);
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| 148 |     if (dphimil < 1.e-6)  continue;
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| 149 |     for(i=0; i<nbpt; i++) {
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| 150 |       double yc = (double)i*dy+y0-0.5*ylarg;
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| 151 |       double fx = (2.*fabs(yc-y0)/ylarg <= 1.) ? 
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| 152 |         sin(acos(2.*fabs(yc-y0)/ylarg)) * dphimil/M_PI * 0.5 : 0.;
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| 153 |       yy[i] = yc;
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| 154 |       xxl[i] = x0-fx*xlarg;
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| 155 |       xxr[i] = x0+fx*xlarg;
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| 156 |     }
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| 157 | 
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| 158 |     g->DrawPolygon(xxl, yy, nbpt, false);
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| 159 |     g->DrawPolygon(xxr, yy, nbpt, false);
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| 160 | 
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| 161 |     if (k == 0)  continue;
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| 162 |     for(i=-1; i<=1; i++) {
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| 163 |       double yc = 0.20*i*ylarg+y0;
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| 164 |       double fx = sin(acos(2.*fabs(yc-y0)/ylarg)) * dphimil/M_PI * 0.5;
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| 165 |       double xc = x0-fx*xlarg;
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| 166 |       sprintf(buff, "%4.1f", dpd*k);
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| 167 |       g->DrawString(xc, yc, buff);
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| 168 |       xc = x0+fx*xlarg;
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| 169 |       sprintf(buff, "%4.1f", 360.-dpd*k);
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| 170 |       g->DrawString(xc, yc, buff);
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| 171 |     }
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| 172 |   }
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| 173 | 
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| 174 |   delete [] xxl;
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| 175 |   delete [] xxr;
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| 176 |   delete [] yy;
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| 177 | }
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| 178 | 
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| 179 | /* --Methode-- */
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| 180 | void MollweideGridDrawer::UpdateLimits()
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| 181 | {
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| 182 |   SetLimits(x0-xlarg/2., x0+xlarg/2., y0-ylarg/2., y0+ylarg/2.);
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| 183 | }
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| 184 | 
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| 185 | /* --Methode-- */
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| 186 | sopiamoduleExecutor::sopiamoduleExecutor()
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| 187 | {
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| 188 | 
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| 189 | PIACmd * mpiac;
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| 190 | NamedObjMgr omg;
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| 191 | mpiac = omg.GetImgApp()->CmdInterpreter();
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| 192 | 
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| 193 | string hgrp = "SophyaCmd";
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| 194 | string kw = "powerspec";
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| 195 | string usage = "FFT on a vector -> Plots power spectrum ";
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| 196 | usage += "\n Usage: fftp vecName vecFFT [graphic_att] ";
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| 197 | mpiac->RegisterCommand(kw, usage, this, hgrp);
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| 198 | kw = "mollgridsph";
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| 199 | usage = "Creates a spherical coordinate grid in Molleweide projection ";
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| 200 | usage += "\n Usage: mollgridsph NameSphericalMap [Nb_Parallel Nb_Meridien graphic_att] ";
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| 201 | mpiac->RegisterCommand(kw, usage, this, hgrp);
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| 202 | kw = "mollgrid";
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| 203 | usage = "Creates a spherical coordinate grid in Molleweide projection ";
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| 204 | usage += "\n Usage: mollgrid [Nb_Parallel Nb_Meridien graphic_att] ";
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| 205 | mpiac->RegisterCommand(kw, usage, this, hgrp);
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| 206 | 
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| 207 | }
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| 208 | 
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| 209 | /* --Methode-- */
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| 210 | sopiamoduleExecutor::~sopiamoduleExecutor()
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| 211 | {
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| 212 | }
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| 213 | 
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| 214 | /* --Methode-- */
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| 215 | int sopiamoduleExecutor::Execute(string& kw, vector<string>& tokens, string& toks)
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| 216 | {
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| 217 | 
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| 218 | if (kw == "powerspec") {
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| 219 |   if (tokens.size() < 2) {
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| 220 |     cout << "Usage: powerspec nameVec vecFFT [graphic_att]" << endl;
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| 221 |     return(0);
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| 222 |     }
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| 223 |   if (tokens.size() < 3)  tokens.push_back((string)"n");
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| 224 |   SophyaFFT(tokens[0], tokens[1], tokens[2]);
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| 225 |   }
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| 226 |  else if ( (kw == "mollgridsph") || (kw == "mollgrid") ) {
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| 227 |    NamedObjMgr omg;
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| 228 |    MollweideGridDrawer * mollgrid = NULL;
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| 229 |    string dopt="";
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| 230 |    if (kw == "mollgridsph") {
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| 231 |      if (tokens.size() < 1) {
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| 232 |        cout << "Usage: mollgridsph NameSphericalMap [Nb_Parallel Nb_Meridien graphic_att]"
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| 233 |             << endl;
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| 234 |        return(0);
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| 235 |      }
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| 236 |      int np = 5;
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| 237 |      int nm = 5;
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| 238 |      dopt = "same,thinline";
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| 239 |      if (tokens.size() > 1)  np = atoi(tokens[1].c_str());
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| 240 |      if (tokens.size() > 2)  nm = atoi(tokens[2].c_str());
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| 241 |      if (tokens.size() > 3)  dopt = tokens[3];
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| 242 |      NObjMgrAdapter* obja = omg.GetObjAdapter(tokens[0]);
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| 243 |      if (obja == NULL) {
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| 244 |        cout << "mollgridsph Error , No object with name " << tokens[0] << endl; 
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| 245 |        return(0);
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| 246 |      }
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| 247 |      P2DArrayAdapter* arr = obja->Get2DArray(dopt);
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| 248 |      if (arr == NULL) {
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| 249 |        cout << "mollgridsph Error , object has non 2DArrayAdapter - Not a spherical map "
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| 250 |             << endl;
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| 251 |        return(0);       
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| 252 |      }
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| 253 |      int nx = arr->XSize();
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| 254 |      int ny = arr->YSize();
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| 255 |      delete arr;
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| 256 |      mollgrid = new MollweideGridDrawer(np, nm, nx, ny);
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| 257 |      cout << " mollgridsph: Creating MollweideGridDrawer() for object" << tokens[0] << endl;
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| 258 |    }
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| 259 |    else if (kw == "mollgrid") {
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| 260 |      int np = 5;
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| 261 |      int nm = 5;
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| 262 |      if (tokens.size() > 0)  np = atoi(tokens[0].c_str());
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| 263 |      if (tokens.size() > 1)  nm = atoi(tokens[1].c_str());
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| 264 |      if (tokens.size() > 2)  dopt = tokens[2];
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| 265 |      mollgrid = new MollweideGridDrawer(np, nm);
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| 266 |      cout << " mollgrid: Creating MollweideGridDrawer(" << np << "," << nm << ")" << endl;
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| 267 |    }
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| 268 | 
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| 269 |    if (mollgrid == NULL) {
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| 270 |      cout << "mollgridsph Error/BUG !!! mollgrid = NULL "  << endl; 
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| 271 |      return(0);
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| 272 |    }
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| 273 | 
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| 274 |    int wrsid = 0;
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| 275 |    //bool fgsr = true;
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| 276 |    
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| 277 |    string name = "mollgrid";
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| 278 |    wrsid = omg.GetImgApp()->DispScDrawer(mollgrid, name, dopt); 
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| 279 |  }
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| 280 | 
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| 281 | return(0);
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| 282 | 
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| 283 | }
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| 284 | 
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| 285 | static sopiamoduleExecutor * piaerex = NULL;
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| 286 | /* Nouvelle-Fonction */
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| 287 | void sopiamodule_init()
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| 288 | {
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| 289 | // Fonction d'initialisation du module
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| 290 | // Appele par le gestionnaire de modules de piapp (PIACmd::LoadModule())
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| 291 | if (piaerex) delete piaerex;
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| 292 | piaerex = new sopiamoduleExecutor;
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| 293 | }
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| 294 | 
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| 295 | /* Nouvelle-Fonction */
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| 296 | void sopiamodule_end()
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| 297 | {
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| 298 | // Desactivation du module
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| 299 | if (piaerex) delete piaerex;
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| 300 | piaerex = NULL;
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| 301 | }
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| 302 | 
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| 303 | 
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| 304 | /* --Methode-- */
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| 305 | void SophyaFFT(string& nom, string& nomout, string dopt)
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| 306 | {
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| 307 | Timer tm("powerspec");
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| 308 | NamedObjMgr omg;
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| 309 | AnyDataObj* obj=omg.GetObj(nom);
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| 310 | if (obj == NULL) {
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| 311 |   cout << "SophyaFFT() Error , Pas d'objet de nom " << nom << endl;
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| 312 |   return;
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| 313 | }
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| 314 | 
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| 315 | Vector* vin = dynamic_cast<Vector *>(obj);
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| 316 | if (vin == NULL) {
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| 317 |   cout << "SophyaFFT() Error , Objet n'est pas un vecteur " <<  endl;
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| 318 |   return;
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| 319 |   }
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| 320 | TVector< complex<double> > * vout = new TVector< complex<double> >  ;
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| 321 | FFTPackServer ffts;
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| 322 | cout << "SophyaFFT() - Computing FFT of vector size " << vin->NElts() << endl;
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| 323 | ffts.FFTForward(*vin, *vout);
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| 324 | // cout << " SophyaFFT - FFT done " << endl;
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| 325 |  // tm.Split(" FFT done ");
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| 326 | 
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| 327 | omg.AddObj(vout, nomout);
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| 328 | omg.DisplayObj(nomout, dopt);
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| 329 | return;
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| 330 | 
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| 331 | }
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