libplb-dev 1.5~r1+repack1-2build2 / usr / include / palabos / offLattice / connectedTriangleSet.h

/* This file is part of the Palabos library.
 *
 * Copyright (C) 2011-2015 FlowKit Sarl
 * Route d'Oron 2
 * 1010 Lausanne, Switzerland
 * E-mail contact: contact@flowkit.com
 *
 * The most recent release of Palabos can be downloaded at 
 * <http://www.palabos.org/>
 *
 * The library Palabos is free software: you can redistribute it and/or
 * modify it under the terms of the GNU Affero General Public License as
 * published by the Free Software Foundation, either version 3 of the
 * License, or (at your option) any later version.
 *
 * The 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 Affero General Public License for more details.
 *
 * You should have received a copy of the GNU Affero General Public License
 * along with this program.  If not, see <http://www.gnu.org/licenses/>.
*/

/* Main author: Dimitrios Kontaxakis */

#ifndef CONNECTED_TRIANGLE_SET_H
#define CONNECTED_TRIANGLE_SET_H

#include "core/array.h"
#include "core/globalDefs.h"
#include "offLattice/triangleSet.h"

#include <vector>
#include <set>
#include <string>

namespace plb {

/* ConnectedTriangleSet: This class is similar to the TriangleSet class with
 * the addition that also contains connectivity information. In this data
 * structure, a vertex is a point in space, a triangle is a set of 3 integers
 * that correspond to the global indices of vertices. There is also a list
 * of triangle indices that meet on a vertex. The construction of the data
 * of this class performs very few checks so that objects of this class can
 * be instantiated only with an object of type TriangleSet. What this means
 * is that the ConnectedTriangleSet represents a triangular mesh which does
 * not need to be well formed or even manifold.
 */
template<typename T>
class ConnectedTriangleSet {
public:
    ConnectedTriangleSet(TriangleSet<T> const& triangleSet);

    plint getNumVertices() const { return numVertices; }
    plint getNumTriangles() const { return numTriangles; }
    Array<T,3> getVertex(plint iVertex) const { return vertices[iVertex]; }
    Array<plint,3> getTriangle(plint iTriangle) const { return triangles[iTriangle]; }
    std::vector<plint> getTrianglesOnVertex(plint iVertex) const { return trianglesOnVertex[iVertex]; }
    /*
     * This class contains geometrical and topological information in its data.
     * The only piece of geometrical information is the vector "vertices" which holds
     * the vertex positions. All the other vectors contain topological information.
     * It is possible in some occasions, that the geometry of a surface changes (from
     * a rigid body movement for example) but the topology remains the same. The "swapGeometry"
     * function gives the possibility to the user to change the geometry of the surface,
     * but retain its topology. It is a responsibility of the user to make sure that the
     * vector "newVertices" provided as an argument contains the vertices of the surface
     * in the same order as the "vertices" data member of the object (in other words: the surface
     * topology must be retained). This function will swap the vertex vectors, as its name
     * suggests.
     */
    void swapGeometry(std::vector<Array<T,3> >& newVertices);
    /*
     * Relative to the comment above, quantities like the area and the unit normal can
     * be computed for any set of vertices that have the same topology. The next functions
     * (along with the output OFF function) take as an argument a pointer to a vector of
     * vertex positions. If this pointer is 0, then the default set of vertices (the one
     * contained in the object of the class) is used. If it is not 0, then this user-provided
     * vertex set is used for the computations. The optional vertex position vector can be
     * a larger vector than the one corresponding to the current ConnectedTriangleSet object.
     * The optional parameter "indexOffset" (meaningful only when "newVertices" is not 0),
     * is the index in the new vector which maps to the vertex with index 0 in the current
     * ConnectedTriangleSet object. To make this clearer, sometimes the user at his application
     * has the vertices of many surfaces put in a single vector. In such a case,
     * he has a list of index offsets to know where each surface starts in this large
     * vector of vertex positions. This "starting index" is the "indexOffset" in these utility
     * functions. If at the current ConnectedTriangleSet object, a vertex has a local index "v0",
     * then its corresponding index in the "newVertices" vector will be "v0 + indexOffset".
     * Needless to say that "iVertex" and "iTriangle" are the local ids of the current
     * ConnectedTriangleSet object.
     */
    void computeVertexAreaAndUnitNormal(plint iVertex, T& area, Array<T,3>& unitNormal,
            std::vector<Array<T,3> > *newVertices = 0, plint indexOffset = 0) const;
    void computeTriangleAreaAndUnitNormal(plint iTriangle, T& area, Array<T,3>& unitNormal,
            std::vector<Array<T,3> > *newVertices = 0, plint indexOffset = 0) const;
    void writeOFF(std::string fname, std::vector<Array<T,3> > *newVertices = 0,
            plint indexOffset = 0) const;
    TriangleSet<T>* toTriangleSet(Precision precision, std::vector<Array<T,3> > *newVertices = 0,
            plint indexOffset = 0) const;
private:
    // To unify duplicated vertices they need to be inserted in a std::set container.
    struct VertexSetNode {
        VertexSetNode(plint i_, Array<T,3> const* vertex_)
            : i(i_), vertex(vertex_)
        { }
        plint i;                  // Global index of the vertex
        Array<T,3> const* vertex; // Pointer to vertex coordinates
    };

    class VertexSetLessThan {
    public:
        VertexSetLessThan(T epsilon_)
            : epsilon(epsilon_)
        { }
        bool operator()(VertexSetNode const& node1, VertexSetNode const& node2);
    private:
        bool vertexComponentLessThan(T x, T y);
        bool vertexComponentEqual(T x, T y);
        bool vertexLessThan(Array<T,3> const& v1, Array<T,3> const& v2);
    private:
        T epsilon;
    };
    typedef std::set<VertexSetNode,VertexSetLessThan> VertexSet;
    typedef typename VertexSet::iterator VertexSetIterator;
    typedef typename VertexSet::const_iterator VertexSetConstIterator;
private:
    plint numVertices, numTriangles;                    // Total number of unique vertices,
                                                        // and total number of triangles.
    std::vector<Array<T,3> > vertices;                  // Positions of vertices. The vector
                                                        // index is the global vertex index.
    std::vector<Array<plint,3> > triangles;             // Global indices of the vertices that
                                                        // constitute the triangle. The vector
                                                        // index is the global triangle index.
    std::vector<std::vector<plint> > trianglesOnVertex; // List of the triangle global indices
                                                        // that meet on a vertex.
};

} // namespace plb

#endif  // CONNECTED_TRIANGLE_SET_H