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// Copyright (c) 2010 INRIA Sophia-Antipolis (France). // All rights reserved. // // This file is part of CGAL (www.cgal.org). // // $URL: https://github.com/CGAL/cgal/blob/v6.1/Mesh_3/include/CGAL/Mesh_edge_criteria_3.h $ // $Id: include/CGAL/Mesh_edge_criteria_3.h b26b07a1242 $ // SPDX-License-Identifier: GPL-3.0-or-later OR LicenseRef-Commercial // // // Author(s) : Stephane Tayeb // //****************************************************************************** // File Description : //****************************************************************************** #ifndef CGAL_MESH_EDGE_CRITERIA_3_H #define CGAL_MESH_EDGE_CRITERIA_3_H #include #include #include #include #include namespace CGAL { namespace Mesh_3 { namespace internal { // Those two classes are designed to handle dynamic initialization of // Sizing_field type (using named parameters of make_mesh_3 for example) template < typename FT_, typename Point_, typename Index_ > class Sizing_field_interface { public: typedef FT_ FT; typedef Point_ Point_3; typedef Index_ Index; virtual ~Sizing_field_interface() {} virtual FT operator()(const Point_3& p, const int dim, const Index& index) const = 0; virtual Sizing_field_interface* clone() const = 0; }; template < typename Sizing_field, typename FT, typename Point_3, typename Index> struct Sizing_field_container : public Sizing_field_interface < FT, Point_3, Index > { typedef Sizing_field_interface < FT, Point_3, Index > Base; typedef Sizing_field_container Self; public: Sizing_field_container(const Sizing_field& s) : s_(s) {} virtual ~Sizing_field_container() {} virtual FT operator()(const Point_3& p, const int dim, const Index& index) const { return s_(p,dim,index); } virtual Base* clone() const { return new Self(*this); } private: Sizing_field s_; }; } // end namespace internal } // end namespace Mesh_3 /*! \ingroup PkgMesh3MeshClasses The function object class `Mesh_edge_criteria_3` is a model of `MeshEdgeCriteria_3`. It provides bounds for the size and approximation criteria. \cgalModels{MeshEdgeCriteria_3} \sa `MeshCriteriaWithFeatures_3` \sa `CGAL::Mesh_criteria_3` \sa `MeshDomainField_3` */ template < typename Tr > class Mesh_edge_criteria_3 { private: typedef Mesh_edge_criteria_3 Self; typedef typename Tr::Geom_traits GT; public: /// \name Types /// @{ /*! Numerical type. */ typedef typename Tr::Geom_traits::FT FT; typedef typename Tr::Vertex::Index Index; typedef typename Tr::Bare_point Point_3; /// @} /// \name Creation /// @{ /*! * returns an object to serve as criteria for edges. * * \param length_bound is an upper bound * for the length of the edges which are used to discretize the curves. * It can be a functional or a constant. * \param min_length_bound is a desired lower bound * for the length of the edges which are used to discretize the curves. * Only edges that are longer than this bound will be refined. Using * this lower bound can be handy on some domains, but using it may * break all the surface topology guarantees of the meshing algorithm. * It is not guaranteed to be exactly respected in the output mesh. * \param distance_bound is an upper bound for the distance from the * edge to the corresponding 1D feature. * It can be a functional or a constant. * * \note If one parameter is set to 0, then its corresponding criterion is ignored. * * @tparam SizingField scalar or model of `MeshDomainField_3` * @tparam DistanceField scalar or model of `MeshDomainField_3` */ template < typename SizingField, typename DistanceField = FT > Mesh_edge_criteria_3(const SizingField& length_bound, const FT& min_length_bound = 0, const DistanceField& distance_bound = FT(0)) : min_length_bound_(min_length_bound) { init_p_size(length_bound, Mesh_3::Is_mesh_domain_field_3()); init_distance_bound(distance_bound, Mesh_3::Is_mesh_domain_field_3()); } /// @} #ifndef DOXYGEN_RUNNING Mesh_edge_criteria_3(const Self& rhs) : p_size_(rhs.p_size_->clone()) , min_length_bound_(rhs.min_length_bound_) , distance_bound_(rhs.distance_bound_ == nullptr ? nullptr : rhs.distance_bound_->clone()) {} /// Destructor ~Mesh_edge_criteria_3() { delete p_size_; if(distance_bound_ != nullptr) delete distance_bound_; } /// Returns size of tuple (p,dim,index) FT sizing_field(const Point_3& p, const int dim, const Index& index) const { const FT s = (*p_size_)(p, dim, index); if (min_length_bound_ == FT(0)) return s; else return (std::max)(s, min_length_bound_); } FT distance_field(const Point_3& p, const int dim, const Index& index) const { if (distance_bound_ == nullptr) return FT(0); return (*distance_bound_)(p,dim,index); } public: const FT& min_length_bound() const { return min_length_bound_; } bool has_distance_field() const { return distance_bound_ != nullptr; } #endif private: typedef Mesh_3::internal::Sizing_field_interface Sizing_field_interface; void init_p_size(const FT& length_bound, Tag_false) { p_size_ = new Mesh_3::internal::Sizing_field_container< Mesh_constant_domain_field_3 , FT, Point_3, Index>(length_bound); } template void init_p_size(const SizingField& length_bound, Tag_true) { p_size_ = new Mesh_3::internal::Sizing_field_container< SizingField, FT, Point_3, Index>(length_bound); } void init_distance_bound(const FT& distance_bound, Tag_false) { if (distance_bound == 0.) distance_bound_ = nullptr; else distance_bound_ = new Mesh_3::internal::Sizing_field_container< Mesh_constant_domain_field_3 , FT, Point_3, Index>(distance_bound); } template void init_distance_bound(const DistanceField& distance_bound, Tag_true) { distance_bound_ = new Mesh_3::internal::Sizing_field_container< DistanceField, FT, Point_3, Index>(distance_bound); } // A pointer to Sizing_field_interface to handle dynamic wrapping of // real SizingField type Sizing_field_interface* p_size_; const FT min_length_bound_; Sizing_field_interface* distance_bound_; }; } // end namespace CGAL #endif // CGAL_MESH_EDGE_CRITERIA_3_H