示例#1
0
void Faceter::max_min_edge_ratio( DLIList <DLIList <CubitPoint*>*> &boundary_point_loops,
                                  double &ratio,
                                  double &cell_size)
{
  double max_edge_length = CUBIT_DBL_MIN;
  double min_edge_length = CUBIT_DBL_MAX;
  double sum = 0.0;
  int total_count = 0;
  DLIList<CubitPoint*> *loopPtr;
  CubitPoint *node1, *node2;
  CubitVector edge;
  for (int i = boundary_point_loops.size(); i > 0; i--) {
    loopPtr = boundary_point_loops.get_and_step();
    node2 = loopPtr->prev();
    for (int j = loopPtr->size(); j > 0; j--) {
      node1 = node2;
      node2 = loopPtr->get_and_step();
      CubitVector p1 = node1->coordinates();
      CubitVector p2 = node2->coordinates();
      edge = p2-p1;
      double edge_length = edge.length_squared();
      if (edge_length > max_edge_length) max_edge_length = edge_length;
      if (edge_length < min_edge_length) min_edge_length = edge_length;
      total_count++;
      sum += edge_length;
    }
  }

  if (min_edge_length > CUBIT_RESABS) {
    ratio = sqrt(max_edge_length/min_edge_length);
  }
  else {
    ratio = sqrt(max_edge_length);
  }
  if ( total_count > 0 && sum > 0 )
    cell_size = sqrt(sum/total_count);
  else
    cell_size = 0.0;
}
示例#2
0
CubitStatus Faceter::get_curve_facets( RefEdge* curve, DLIList<CubitPoint*>& segments ) const
{
//const double COS_ANGLE_TOL =  0.965925826289068312213715; // cos(15)
  const double COS_ANGLE_TOL =  0.984807753012208020315654; // cos(10)
//const double COS_ANGLE_TOL =  0.996194698091745545198705; // cos(5)
  GMem curve_graphics;
  const double dist_tol = GEOMETRY_RESABS;
  const double dist_tol_sqr = dist_tol*dist_tol;
  Curve* curve_ptr = curve->get_curve_ptr();
  curve_ptr->get_geometry_query_engine()->get_graphics( curve_ptr, &curve_graphics );
  
  GPoint* gp = curve_graphics.point_list();
  CubitPoint* last = (CubitPoint*) new FaceterPointData( gp->x, gp->y, gp->z );
  ((FaceterPointData*)last)->owner(dynamic_cast<RefEntity*>(curve));
  CubitVector lastv = last->coordinates();
  segments.append( last );
  GPoint* end = gp + curve_graphics.pointListCount - 1;
  
  for( gp++; gp < end; gp++ )
  {
    CubitVector pos(  gp->x, gp->y, gp->z );
    CubitVector step1 = (pos - lastv);
    double len1 = step1.length();
    if( len1 < dist_tol ) continue;
    
    GPoint* np = gp + 1;
    CubitVector next( np->x, np->y, np->z );
    CubitVector step2 = next - pos;
    double len2 = step2.length();
    if( len2 < dist_tol ) continue;
    
    double cosine = (step1 % step2) / (len1 * len2);
    if( cosine > COS_ANGLE_TOL ) continue;
    
    last = new FaceterPointData( pos );
    ((FaceterPointData*)last)->owner(dynamic_cast<RefEntity*>(curve));
    segments.append( last );
    lastv = last->coordinates();
  }
  
  CubitVector last_pos( gp->x, gp->y, gp->z );
  segments.last();
  while( (last_pos - (segments.get()->coordinates())).length_squared() < dist_tol_sqr )
  {
    delete segments.pop();
    segments.last();
  }
  CubitPoint *tmp_point = (CubitPoint*) new FaceterPointData( last_pos );
  segments.append( tmp_point );
  ((FaceterPointData*)tmp_point)->owner( dynamic_cast<RefEntity*>(curve) );
    
  // Now check if the segment list is reversed wrt the curve direction.
  segments.reset();
  double u1, u2;
  if( segments.size() > 2 )
  {
    u1 = curve->u_from_position( (segments.next(1)->coordinates()) );
    u2 = curve->u_from_position( (segments.next(2)->coordinates()) );    
  }
  else
  {
    u1 = curve->u_from_position( (segments.get()->coordinates() ) );
    u2 = curve->u_from_position( (segments.next()->coordinates()) );
  }
  if( (u2 < u1) && (curve->start_param() <= curve->end_param()) )
    segments.reverse();

    //Make sure we don't have duplicate points.
  int jj;
  CubitVector curr, prev;
  for ( jj = segments.size(); jj > 0; jj-- )
  {
    prev = segments.prev()->coordinates();
    curr = segments.get_and_step()->coordinates();
    if ( prev.about_equal(curr) )
    {
      PRINT_DEBUG_129("Points on curve %d within tolerance...\n", curve->id());
      segments.back();
      delete segments.remove();
    }
  }
  return CUBIT_SUCCESS;
}