mirror of https://github.com/CGAL/cgal
More debug message in cdt.is_valid(true)
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@ -2764,13 +2764,29 @@ public:
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{
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if(!it->is_facet_constrained(i) && this->side_of_sphere(it, n->vertex(n_index)->point()) == ON_BOUNDED_SIDE) {
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if(verbose) {
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const auto v = tr.vertices(it);
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std::cerr << "non-empty sphere at non-constrained facet (" << IO::oformat(Cell_handle(it))
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<< ", " << i << ") the cell is:\n "
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<< IO::oformat(it->vertex(0), with_point) << "\n "
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<< IO::oformat(it->vertex(1), with_point) << "\n "
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<< IO::oformat(it->vertex(2), with_point) << "\n "
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<< IO::oformat(it->vertex(3), with_point) << "\ncontains:\n "
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<< IO::oformat(v[0], with_point) << "\n "
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<< IO::oformat(v[1], with_point) << "\n "
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<< IO::oformat(v[2], with_point) << "\n "
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<< IO::oformat(v[3], with_point) << "\ncontains:\n "
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<< IO::oformat(n->vertex(n_index), with_point_and_info) << '\n';
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using EK = CGAL::Exact_predicates_exact_constructions_kernel;
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const auto to_exact = CGAL::Cartesian_converter<Geom_traits, EK>();
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const auto from_exact = CGAL::Cartesian_converter<EK, Geom_traits>();
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const auto exact_circ = CGAL::circumcenter(to_exact(tr.point(v[0])),
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to_exact(tr.point(v[1])),
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to_exact(tr.point(v[2])),
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to_exact(tr.point(v[3])));
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const auto exact_sq_circumradius = CGAL::squared_distance(to_exact(tr.point(v[0])), exact_circ);
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const auto exact_sq_distance =
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CGAL::squared_distance(exact_circ, to_exact(tr.point(n->vertex(n_index))));
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std::cerr << "exact squared circumradius: " << exact_sq_circumradius << '\n';
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std::cerr << "exact squared distance: " << exact_sq_distance << '\n';
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std::cerr << "ratio (non-squared): "
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<< CGAL::sqrt(CGAL::to_double(from_exact(exact_sq_distance / exact_sq_circumradius))) << '\n';
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}
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result = false;
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}
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