Ignore:
Timestamp:
01/23/19 10:31:44 (5 years ago)
Author:
yushan
Message:

dev on ADA. add flag switch _usingEP/_usingMPI

File:
1 edited

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  • XIOS/dev/branch_openmp/extern/remap/src/intersection_ym.cpp

    r1335 r1642  
    88#include <stdlib.h> 
    99#include <limits> 
     10#include <array> 
     11#include <cstdint>  
     12#include "earcut.hpp" 
     13#include <fstream>  
     14 
    1015 
    1116#define epsilon 1e-3  // epsilon distance ratio over side lenght for approximate small circle by great circle 
     
    1419namespace sphereRemap { 
    1520 
    16 extern CRemapGrid srcGrid; 
    17 #pragma omp threadprivate(srcGrid) 
    18  
    19 extern CRemapGrid tgtGrid; 
    20 #pragma omp threadprivate(tgtGrid) 
    21  
    22  
    2321using namespace std; 
    2422using namespace ClipperLib ; 
     23         
    2524 
    2625double intersect_ym(Elt *a, Elt *b) 
    2726{ 
     27 
     28  using N = uint32_t; 
     29  using Point = array<double, 2>; 
     30  vector<Point> vect_points; 
     31  vector< vector<Point> > polyline; 
    2832 
    2933// transform small circle into piece of great circle if necessary 
     
    5256  double cos_alpha; 
    5357 
     58  /// vector<p2t::Point*> polyline; 
    5459  for(int n=0; n<na;n++) 
    5560  { 
     
    5863    a_gno[n].y=scalarprod(dstPolygon[n],Oy)/cos_alpha ; 
    5964    a_gno[n].z=scalarprod(dstPolygon[n],Oz)/cos_alpha ; // must be equal to 1 
    60   } 
     65 
     66    vect_points.push_back( array<double, 2>() ); 
     67    vect_points[n][0] = a_gno[n].x; 
     68    vect_points[n][1] = a_gno[n].y; 
     69 
     70  } 
     71 
     72  polyline.push_back(vect_points); 
     73  vector<N> indices_a_gno = mapbox::earcut<N>(polyline); 
     74   
     75  double area_a_gno=0 ; 
     76  for(int i=0;i<indices_a_gno.size()/3;++i) 
     77    { 
     78      Coord x0 = Ox * polyline[0][indices_a_gno[3*i]][0] + Oy* polyline[0][indices_a_gno[3*i]][1] + Oz ; 
     79      Coord x1 = Ox * polyline[0][indices_a_gno[3*i+1]][0] + Oy* polyline[0][indices_a_gno[3*i+1]][1] + Oz ; 
     80      Coord x2 = Ox * polyline[0][indices_a_gno[3*i+2]][0] + Oy* polyline[0][indices_a_gno[3*i+2]][1] + Oz ; 
     81      area_a_gno+=triarea(x0 * (1./norm(x0)),x1* (1./norm(x1)), x2* (1./norm(x2))) ; 
     82    } 
     83 
     84  vect_points.clear(); 
     85  polyline.clear(); 
     86  indices_a_gno.clear(); 
     87 
     88  
    6189 
    6290  for(int n=0; n<nb;n++) 
     
    6694    b_gno[n].y=scalarprod(srcPolygon[n],Oy)/cos_alpha ; 
    6795    b_gno[n].z=scalarprod(srcPolygon[n],Oz)/cos_alpha ; // must be equal to 1 
    68   } 
    69  
     96 
     97    vect_points.push_back( array<double, 2>() ); 
     98    vect_points[n][0] = b_gno[n].x; 
     99    vect_points[n][1] = b_gno[n].y; 
     100  } 
     101 
     102 
     103  polyline.push_back(vect_points); 
     104  vector<N> indices_b_gno = mapbox::earcut<N>(polyline); 
     105 
     106  double area_b_gno=0 ; 
     107  for(int i=0;i<indices_b_gno.size()/3;++i) 
     108    { 
     109      Coord x0 = Ox * polyline[0][indices_b_gno[3*i]][0] + Oy* polyline[0][indices_b_gno[3*i]][1] + Oz ; 
     110      Coord x1 = Ox * polyline[0][indices_b_gno[3*i+1]][0] + Oy* polyline[0][indices_b_gno[3*i+1]][1] + Oz ; 
     111      Coord x2 = Ox * polyline[0][indices_b_gno[3*i+2]][0] + Oy* polyline[0][indices_b_gno[3*i+2]][1] + Oz ; 
     112      area_b_gno+=triarea(x0 * (1./norm(x0)),x1* (1./norm(x1)), x2* (1./norm(x2))) ; 
     113    } 
     114 
     115  vect_points.clear(); 
     116  polyline.clear(); 
     117  indices_b_gno.clear(); 
    70118 
    71119 
     
    116164  clip.AddPaths(dst, ptClip, true); 
    117165  clip.Execute(ctIntersection, intersection); 
    118  
     166  
    119167  double area=0 ; 
    120168 
    121169  for(int ni=0;ni<intersection.size(); ni++) 
    122170  { 
    123     // go back into real coordinate on the sphere 
    124171    Coord* intersectPolygon=new Coord[intersection[ni].size()] ; 
    125172    for(int n=0; n < intersection[ni].size(); n++) 
    126173    { 
    127       double x=intersection[ni][n].X/xscale+xoffset ; 
    128       double y=intersection[ni][n].Y/yscale+yoffset ; 
    129  
    130       intersectPolygon[n]=Ox*x+Oy*y+Oz ; 
    131       intersectPolygon[n]=intersectPolygon[n]*(1./norm(intersectPolygon[n])) ; 
    132     } 
    133  
    134 // remove redondants vertex 
    135     int nv=0 ; 
     174      intersectPolygon[n].x=intersection[ni][n].X/xscale+xoffset ; 
     175      intersectPolygon[n].y=intersection[ni][n].Y/yscale+yoffset ; 
     176    } 
     177     
     178 
     179    int nv=0; 
     180 
    136181    for(int n=0; n < intersection[ni].size(); n++) 
    137182    { 
    138       if (norm(intersectPolygon[n]-intersectPolygon[(n+1)%intersection[ni].size()])>fusion_vertex) 
     183       double dx=intersectPolygon[n].x-intersectPolygon[(n+1)%intersection[ni].size()].x ; 
     184       double dy=intersectPolygon[n].y-intersectPolygon[(n+1)%intersection[ni].size()].y ; 
     185      
     186       if (dx*dx+dy*dy>fusion_vertex*fusion_vertex) 
     187       { 
     188          intersectPolygon[nv]=intersectPolygon[n] ; 
     189 
     190          vect_points.push_back( array<double, 2>() ); 
     191          vect_points[nv][0] = intersectPolygon[n].x; 
     192          vect_points[nv][1] = intersectPolygon[n].y; 
     193 
     194          nv++ ; 
     195       } 
     196       
     197 
     198    } 
     199 
     200    polyline.push_back(vect_points); 
     201    vect_points.clear(); 
     202 
     203    if (nv>2) 
     204    { 
     205  
     206      vector<N> indices = mapbox::earcut<N>(polyline); 
     207 
     208      double area2=0 ; 
     209      for(int i=0;i<indices.size()/3;++i) 
    139210      { 
    140         intersectPolygon[nv]=intersectPolygon[n] ; 
    141         nv++ ; 
     211          Coord x0 = Ox * polyline[0][indices[3*i]][0] + Oy* polyline[0][indices[3*i]][1] + Oz ; 
     212          Coord x1 = Ox * polyline[0][indices[3*i+1]][0] + Oy* polyline[0][indices[3*i+1]][1] + Oz ; 
     213          Coord x2 = Ox * polyline[0][indices[3*i+2]][0] + Oy* polyline[0][indices[3*i+2]][1] + Oz ; 
     214          area2+=triarea(x0 * (1./norm(x0)),x1* (1./norm(x1)), x2* (1./norm(x2))) ; 
    142215      } 
    143     } 
    144  
    145  
    146     if (nv>2) 
    147     { 
     216 
     217      polyline.clear(); 
     218 
     219      for(int n=0; n < nv; n++) 
     220      { 
     221        intersectPolygon[n] = Ox*intersectPolygon[n].x+Oy*intersectPolygon[n].y+Oz; 
     222        intersectPolygon[n] = intersectPolygon[n]*(1./norm(intersectPolygon[n])) ; 
     223      } 
     224 
     225 
    148226//     assign intersection to source and destination polygons 
    149227       Polyg *is = new Polyg; 
    150228       is->x = exact_barycentre(intersectPolygon,nv); 
    151        is->area = polygonarea(intersectPolygon,nv) ; 
     229//       is->area = polygonarea(intersectPolygon,nv) ; 
     230       is->area = area2 ; 
     231 
    152232//        if (is->area < 1e-12) cout<<"Small intersection : "<<is->area<<endl ; 
    153233       if (is->area==0.) delete is ; 
     
    168248  delete[] b_gno ; 
    169249  return area ; 
     250 
    170251} 
     252 
     253 
    171254 
    172255void createGreatCirclePolygon(const Elt& element, const Coord& pole, vector<Coord>& coordinates) 
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