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// K-3D
// Copyright (c) 1995-2004, Timothy M. Shead
//
// Contact: tshead@k-3d.com
//
// This program is free software; you can redistribute it and/or
// modify it under the terms of the GNU General Public
// License as published by the Free Software Foundation; either
// version 2 of the License, or (at your option) any later version.
//
// This program 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
// General Public License for more details.
//
// You should have received a copy of the GNU General Public
// License along with this program; if not, write to the Free Software
// Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
/** \file
\author Timothy M. Shead (tshead@k-3d.com)
*/
#include <k3dsdk/basic_math.h>
#include <k3dsdk/object.h>
#include <k3dsdk/persistence.h>
#include <k3dsdk/measurement.h>
#include <k3dsdk/mesh_filter.h>
#include <k3dsdk/module.h>
#include <k3dsdk/plugins.h>
#include <k3dsdk/utility.h>
#include <boost/multi_array.hpp>
#include <iomanip>
#include <iterator>
namespace
{
/// Returns every point within the polyhedron that that is an "interior" point, along with the list of edges that adjoin it
typedef std::map<k3d::point*, k3d::polyhedron::edges_t > point_edges_map_t;
point_edges_map_t interior_points(k3d::polyhedron& Polyhedron)
{
point_edges_map_t results;
for(k3d::polyhedron::edges_t::iterator edge = Polyhedron.edges.begin(); edge != Polyhedron.edges.end(); ++edge)
{
if(0 == (*edge)->vertex)
continue;
if(results.count((*edge)->vertex))
continue;
k3d::polyhedron::edges_t edges;
for(k3d::split_edge* edge2 = *edge; edge2 && edge2->companion; edge2 = edge2->companion->face_clockwise)
{
edges.push_back(edge2);
if(edge2->companion->face_clockwise == *edge)
{
results[(*edge)->vertex] = edges;
break;
}
}
}
return results;
}
/// Returns true iff the given object is selected
struct is_selected
{
template<typename T>
bool operator()(T Iterator)
{
return Iterator.first->selected;
}
};
} // namespace
namespace libk3dmesh
{
/////////////////////////////////////////////////////////////////////////////
// bevel_points_implementation
class bevel_points_implementation :
public k3d::mesh_filter<k3d::persistent<k3d::object> >
{
typedef k3d::mesh_filter<k3d::persistent<k3d::object> > base;
public:
bevel_points_implementation(k3d::idocument& Document) :
base(Document),
m_distance(k3d::init_name("distance") + k3d::init_description("Distance [number]") + k3d::init_value(0.1) + k3d::init_document(Document) + k3d::init_precision(2) + k3d::init_step_increment(0.01) + k3d::init_units(typeid(k3d::measurement::distance)))
{
enable_serialization(k3d::persistence::proxy(m_distance));
register_property(m_distance);
m_input_mesh.changed_signal().connect(SigC::slot(*this, &bevel_points_implementation::on_reset_geometry));
m_distance.changed_signal().connect(SigC::slot(*this, &bevel_points_implementation::on_reset_geometry));
m_output_mesh.need_data_signal().connect(SigC::slot(*this, &bevel_points_implementation::on_create_geometry));
}
void on_reset_geometry()
{
m_output_mesh.reset();
}
k3d::mesh* on_create_geometry()
{
// Get the input geometry ...
k3d::mesh* const input = m_input_mesh.property_value();
if(!input)
return 0;
// Create output geometry ...
k3d::mesh* const output = new k3d::mesh();
k3d::deep_copy(*input, *output);
update_geometry(*output);
return output;
}
void update_geometry(k3d::mesh& Mesh)
{
const double distance = m_distance.property_value();
// For each polyhedron ...
for(k3d::mesh::polyhedra_t::iterator polyhedron = Mesh.polyhedra.begin(); polyhedron != Mesh.polyhedra.end(); ++polyhedron)
{
// Get the set of all bevel-able points ...
point_edges_map_t points = ::interior_points(**polyhedron);
// Get the set of all selected bevel-able points ...
point_edges_map_t selected_points;
k3d::copy_if(points.begin(), points.end(), std::inserter(selected_points, selected_points.end()), ::is_selected());
if(selected_points.empty())
selected_points = points;
// For each point ...
for(point_edges_map_t::iterator selected_point = selected_points.begin(); selected_point != selected_points.end(); ++selected_point)
{
k3d::point* const point = selected_point->first;
k3d::polyhedron::edges_t& edges = selected_point->second;
const unsigned int edge_count = edges.size();
assert_warning(edge_count);
k3d::mesh::points_t new_points;
k3d::polyhedron::edges_t new_bevel_edges;
k3d::polyhedron::edges_t new_face_edges;
// Average adjacent edges to get a vector that will be perpendicular to the bevel ...
k3d::vector3 bevel_direction;
for(unsigned int i = 0; i != edge_count; ++i)
bevel_direction += k3d::normalize(edges[i]->companion->vertex->position - point->position);
// If this fails, it means that the adjacent faces are coplanar, so bevelling isn't going to work anyway ...
if(0 == bevel_direction.Length2())
continue;
bevel_direction = k3d::normalize(bevel_direction);
// Create a new point for each adjacent edge ...
for(unsigned int i = 0; i != edge_count; ++i)
{
const k3d::vector3 edge_vector = edges[i]->companion->vertex->position - point->position;
return_if_fail(0 != edge_vector.Length2());
const k3d::vector3 edge_direction = k3d::normalize(edge_vector);
const double costheta = bevel_direction * edge_direction;
return_if_fail(0 != costheta);
new_points.push_back(new k3d::point(point->position + (distance * (edge_direction / std::abs(costheta)))));
}
// Create two new edges for each point ...
for(unsigned int i = 0; i != edge_count; ++i)
{
new_bevel_edges.push_back(new k3d::split_edge(new_points[i], 0, 0));
new_face_edges.push_back(new k3d::split_edge(new_points[(edge_count - i) % edge_count], 0, 0));
}
// Hook-up the new topology ...
for(unsigned int i = 0; i != edge_count; ++i)
{
edges[i]->vertex = new_points[i];
new_bevel_edges[i]->face_clockwise = edges[i]->companion->face_clockwise;
edges[i]->companion->face_clockwise = new_bevel_edges[i];
new_face_edges[i]->face_clockwise = new_face_edges[(i + 1) % edge_count];
k3d::join_edges(*new_face_edges[i], *new_bevel_edges[(edge_count-1) - i]);
}
// Get rid of the old point ...
Mesh.points.erase(std::remove(Mesh.points.begin(), Mesh.points.end(), point), Mesh.points.end());
delete point;
// Create the new face ...
k3d::face* const new_face = new k3d::face(new_face_edges.front());
Mesh.points.insert(Mesh.points.end(), new_points.begin(), new_points.end());
(*polyhedron)->edges.insert((*polyhedron)->edges.end(), new_bevel_edges.begin(), new_bevel_edges.end());
(*polyhedron)->edges.insert((*polyhedron)->edges.end(), new_face_edges.begin(), new_face_edges.end());
(*polyhedron)->faces.push_back(new_face);
}
assert_warning(is_valid(**polyhedron));
assert_warning(is_solid(**polyhedron));
}
}
k3d::iplugin_factory& factory()
{
return get_factory();
}
static k3d::iplugin_factory& get_factory()
{
static k3d::plugin_factory<
k3d::document_plugin<bevel_points_implementation>,
k3d::interface_list<k3d::imesh_source,
k3d::interface_list<k3d::imesh_sink > > > factory(
k3d::uuid(0x22212ffb, 0xc9124b38, 0x9e756603, 0x33fae278),
"BevelPoints",
"Bevels a surface at each selected point",
"Objects",
k3d::iplugin_factory::STABLE);
return factory;
}
private:
k3d_measurement_property(double, k3d::immutable_name, k3d::change_signal, k3d::with_undo, k3d::local_storage, k3d::no_constraint) m_distance;
};
/////////////////////////////////////////////////////////////////////////////
// bevel_points_factory
k3d::iplugin_factory& bevel_points_factory()
{
return bevel_points_implementation::get_factory();
}
} // namespace libk3dmesh
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