inks/UntangleBetaQualityMetric.cpp

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/* ***************************************************************** 
    MESQUITE -- The Mesh Quality Improvement Toolkit

    Copyright 2004 Sandia Corporation and Argonne National
    Laboratory.  Under the terms of Contract DE-AC04-94AL85000 
    with Sandia Corporation, the U.S. Government retains certain 
    rights in this software.

    This library is free software; you can redistribute it and/or
    modify it under the terms of the GNU Lesser General Public
    License as published by the Free Software Foundation; either
    version 2.1 of the License, or (at your option) any later version.

    This library is distributed in the hope that it will be useful,
    but WITHOUT ANY WARRANTY; without even the implied warranty of
    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
    Lesser General Public License for more details.

    You should have received a copy of the GNU Lesser General Public License 
    (lgpl.txt) along with this library; if not, write to the Free Software
    Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA  02111-1307  USA
 
    diachin2@llnl.gov, djmelan@sandia.gov, mbrewer@sandia.gov, 
    pknupp@sandia.gov, tleurent@mcs.anl.gov, tmunson@mcs.anl.gov      
   
  ***************************************************************** */
#include "UntangleBetaQualityMetric.hpp"
#include "Vector3D.hpp"
#include "QualityMetric.hpp"
#include "MsqMeshEntity.hpp"

#ifdef MSQ_USE_OLD_STD_HEADERS
#  include <vector.h>
#else
#  include <vector>
   using std::vector;
#endif

using namespace Mesquite;

UntangleBetaQualityMetric::UntangleBetaQualityMetric(double bet)
{
  MsqError err;
  set_metric_type(ELEMENT_BASED);
  set_element_evaluation_mode(ELEMENT_VERTICES, err); MSQ_CHKERR(err);
  avgMethod=QualityMetric::RMS;
  feasible=0;
  set_name("Untangle Beta");
  set_gradient_type(QualityMetric::NUMERICAL_GRADIENT);
  mBeta=bet;
}

bool UntangleBetaQualityMetric::evaluate_element(PatchData &pd,
                                                MsqMeshEntity *element,
                                                 double &fval,
                                                MsqError &err){
  
  double met_vals[MSQ_MAX_NUM_VERT_PER_ENT];
  fval=MSQ_MAX_CAP;
  const size_t* v_i = element->get_vertex_index_array();
  size_t e_ind = pd.get_element_index(element);
    //only 3 temp_vec will be sent to untangle calculator, but the
    //additional vector3Ds may be needed during the calculations
  Vector3D temp_vec[6];
  MsqVertex *vertices=pd.get_vertex_array(err);  MSQ_ERRZERO(err);
  switch(element->get_element_type()){
    case TRIANGLE:
      temp_vec[0]=vertices[v_i[1]]-vertices[v_i[0]];
      temp_vec[2]=vertices[v_i[2]]-vertices[v_i[0]];
        //make relative to equilateral
      temp_vec[1]=((2*temp_vec[2])-temp_vec[0])*MSQ_SQRT_THREE_INV;
      untangle_function_2d(temp_vec,e_ind,pd,fval,err);
      return true;
    case QUADRILATERAL:
      temp_vec[0]=vertices[v_i[1]]-vertices[v_i[0]];
      temp_vec[1]=vertices[v_i[3]]-vertices[v_i[0]];
      untangle_function_2d(temp_vec,e_ind,pd,met_vals[0],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[2]]-vertices[v_i[1]];
      temp_vec[1]=vertices[v_i[0]]-vertices[v_i[1]];
      untangle_function_2d(temp_vec,e_ind,pd,met_vals[1],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[3]]-vertices[v_i[2]];
      temp_vec[1]=vertices[v_i[1]]-vertices[v_i[2]];
      untangle_function_2d(temp_vec,e_ind,pd,met_vals[2],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[0]]-vertices[v_i[3]];
      temp_vec[1]=vertices[v_i[2]]-vertices[v_i[3]];
      untangle_function_2d(temp_vec,e_ind,pd,met_vals[3],err);  MSQ_ERRZERO(err);
      fval=average_metrics(met_vals, 4, err);  MSQ_ERRZERO(err);
  return true;
    case TETRAHEDRON:
      temp_vec[0]=vertices[v_i[1]]-vertices[v_i[0]];
      temp_vec[3]=vertices[v_i[2]]-vertices[v_i[0]];
      temp_vec[4]=vertices[v_i[3]]-vertices[v_i[0]];
        //transform to equilateral tet
      temp_vec[1]=((2*temp_vec[3])-temp_vec[0])/MSQ_SQRT_THREE;
      temp_vec[2]=((3*temp_vec[4])-temp_vec[0]-temp_vec[3])/
        (MSQ_SQRT_THREE*MSQ_SQRT_TWO);
      untangle_function_3d(temp_vec,fval,err);  MSQ_ERRZERO(err);
      return true;
    case HEXAHEDRON:
        //transform to v_i[0]
      temp_vec[0]=vertices[v_i[1]]-vertices[v_i[0]];
      temp_vec[1]=vertices[v_i[3]]-vertices[v_i[0]];
      temp_vec[2]=vertices[v_i[4]]-vertices[v_i[0]];
      untangle_function_3d(temp_vec,met_vals[0],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[2]]-vertices[v_i[1]];
      temp_vec[1]=vertices[v_i[0]]-vertices[v_i[1]];
      temp_vec[2]=vertices[v_i[5]]-vertices[v_i[1]];
      untangle_function_3d(temp_vec,met_vals[1],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[3]]-vertices[v_i[2]];
      temp_vec[1]=vertices[v_i[1]]-vertices[v_i[2]];
      temp_vec[2]=vertices[v_i[6]]-vertices[v_i[2]];
      untangle_function_3d(temp_vec,met_vals[2],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[0]]-vertices[v_i[3]];
      temp_vec[1]=vertices[v_i[2]]-vertices[v_i[3]];
      temp_vec[2]=vertices[v_i[7]]-vertices[v_i[3]];
      untangle_function_3d(temp_vec,met_vals[3],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[7]]-vertices[v_i[4]];
      temp_vec[1]=vertices[v_i[5]]-vertices[v_i[4]];
      temp_vec[2]=vertices[v_i[0]]-vertices[v_i[4]];
      untangle_function_3d(temp_vec,met_vals[4],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[4]]-vertices[v_i[5]];
      temp_vec[1]=vertices[v_i[6]]-vertices[v_i[5]];
      temp_vec[2]=vertices[v_i[1]]-vertices[v_i[5]];
      untangle_function_3d(temp_vec,met_vals[5],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[5]]-vertices[v_i[6]];
      temp_vec[1]=vertices[v_i[7]]-vertices[v_i[6]];
      temp_vec[2]=vertices[v_i[2]]-vertices[v_i[6]];
      untangle_function_3d(temp_vec,met_vals[6],err);  MSQ_ERRZERO(err);
      
      temp_vec[0]=vertices[v_i[6]]-vertices[v_i[7]];
      temp_vec[1]=vertices[v_i[4]]-vertices[v_i[7]];
      temp_vec[2]=vertices[v_i[3]]-vertices[v_i[7]];
      untangle_function_3d(temp_vec,met_vals[7],err);  MSQ_ERRZERO(err);
      fval=average_metrics(met_vals, 8, err);  MSQ_ERRZERO(err);
      return true;
    default:
      MSQ_SETERR(err)("Element of incorrect type sent to "
                      "UntangleBetaQualityMetric",
                      MsqError::NOT_IMPLEMENTED);
      return false;
  }// end switch over element type

  
}