359 lines
11 KiB
C++
359 lines
11 KiB
C++
/*
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* This program source code file is part of KiCad, a free EDA CAD application.
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*
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* Copyright (C) 2019 KiCad Developers, see AUTHORS.txt for contributors.
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* Copyright (C) 2020 CERN
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*
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* This program is free software; you can redistribute it and/or
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* modify it under the terms of the GNU General Public License
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* as published by the Free Software Foundation; either version 3
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* of the License, or (at your option) any later version.
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*
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* This program is distributed in the hope that it will be useful,
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* but WITHOUT ANY WARRANTY; without even the implied warranty of
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* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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* GNU General Public License for more details.
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*
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* You should have received a copy of the GNU General Public License
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* along with this program; if not, you may find one here:
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* http://www.gnu.org/licenses/old-licenses/gpl-3.0.html
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* or you may search the http://www.gnu.org website for the version 3 license,
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* or you may write to the Free Software Foundation, Inc.,
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* 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA
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*/
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#ifndef DRC_RTREE_H_
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#define DRC_RTREE_H_
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#include <eda_rect.h>
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#include <class_board_item.h>
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#include <set>
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#include <vector>
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#include <geometry/rtree.h>
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#include <vector2d.h>
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/**
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* DRC_RTREE -
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* Implements an R-tree for fast spatial and layer indexing of connectable items.
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* Non-owning.
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*/
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class DRC_RTREE
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{
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private:
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using drc_rtree = RTree<BOARD_ITEM*, int, 2, double>;
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public:
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DRC_RTREE()
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{
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for( int layer : LSET::AllLayersMask().Seq() )
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m_tree[layer] = new drc_rtree();
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m_count = 0;
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}
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~DRC_RTREE()
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{
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for( auto tree : m_tree )
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delete tree;
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}
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/**
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* Function Insert()
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* Inserts an item into the tree. Item's bounding box is taken via its GetBoundingBox() method.
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*/
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void insert( BOARD_ITEM* aItem )
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{
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if( ZONE_CONTAINER* zone = dyn_cast<ZONE_CONTAINER*>( aItem ) )
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{
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for( int layer : zone->GetLayerSet().Seq() )
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{
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const SHAPE_POLY_SET& polyset = zone->GetFilledPolysList( PCB_LAYER_ID( layer ) );
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for( int ii = 0; ii < polyset.TriangulatedPolyCount(); ++ii )
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{
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const auto poly = polyset.TriangulatedPolygon( ii );
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for( int jj = 0; jj < poly->GetTriangleCount(); ++jj )
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{
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VECTOR2I a;
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VECTOR2I b;
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VECTOR2I c;
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poly->GetTriangle( jj, a, b, c );
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const int mmin2[2] = { std::min( a.x, std::min( b.x, c.x ) ),
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std::min( a.y, std::min( b.y, c.y ) ) };
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const int mmax2[2] = { std::max( a.x, std::max( b.x, c.x ) ),
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std::max( a.y, std::max( b.y, c.y ) ) };
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m_tree[layer]->Insert( mmin2, mmax2, aItem );
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}
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}
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}
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}
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else
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{
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const EDA_RECT& bbox = aItem->GetBoundingBox();
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const int mmin[2] = { bbox.GetX(), bbox.GetY() };
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const int mmax[2] = { bbox.GetRight(), bbox.GetBottom() };
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for( int layer : aItem->GetLayerSet().Seq() )
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{
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m_tree[layer]->Insert( mmin, mmax, aItem );
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}
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}
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m_count++;
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}
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/**
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* Function Remove()
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* Removes an item from the tree. Removal is done by comparing pointers, attempting
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* to remove a copy of the item will fail.
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*/
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bool remove( BOARD_ITEM* aItem )
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{
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// First, attempt to remove the item using its given BBox
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const EDA_RECT& bbox = aItem->GetBoundingBox();
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const int mmin[2] = { bbox.GetX(), bbox.GetY() };
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const int mmax[2] = { bbox.GetRight(), bbox.GetBottom() };
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bool removed = false;
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for( auto layer : aItem->GetLayerSet().Seq() )
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{
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if( ZONE_CONTAINER* zone = dyn_cast<ZONE_CONTAINER*>( aItem ) )
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{
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// Continue removing the zone elements from the tree until they cannot be found
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while( !m_tree[int( layer )]->Remove( mmin, mmax, aItem ) )
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;
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const int mmin2[2] = { INT_MIN, INT_MIN };
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const int mmax2[2] = { INT_MAX, INT_MAX };
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// If we are not successful ( true == not found ), then we expand
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// the search to the full tree
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while( !m_tree[int( layer )]->Remove( mmin2, mmax2, aItem ) )
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;
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// Loop to the next layer
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continue;
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}
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// The non-zone search expects only a single element in the tree with the same
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// pointer aItem
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if( m_tree[int( layer )]->Remove( mmin, mmax, aItem ) )
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{
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// N.B. We must search the whole tree for the pointer to remove
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// because the item may have been moved before we have the chance to
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// delete it from the tree
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const int mmin2[2] = { INT_MIN, INT_MIN };
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const int mmax2[2] = { INT_MAX, INT_MAX };
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if( m_tree[int( layer )]->Remove( mmin2, mmax2, aItem ) )
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continue;
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}
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removed = true;
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}
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m_count -= int( removed );
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return removed;
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}
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/**
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* Function RemoveAll()
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* Removes all items from the RTree
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*/
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void clear()
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{
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for( auto tree : m_tree )
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tree->RemoveAll();
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m_count = 0;
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}
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/**
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* Determine if a given item exists in the tree. Note that this does not search the full tree
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* so if the item has been moved, this will return false when it should be true.
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*
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* @param aItem Item that may potentially exist in the tree
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* @param aRobust If true, search the whole tree, not just the bounding box
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* @return true if the item definitely exists, false if it does not exist within bbox
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*/
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bool contains( BOARD_ITEM* aItem, bool aRobust = false )
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{
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const EDA_RECT& bbox = aItem->GetBoundingBox();
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const int mmin[2] = { bbox.GetX(), bbox.GetY() };
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const int mmax[2] = { bbox.GetRight(), bbox.GetBottom() };
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bool found = false;
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auto search = [&found, &aItem]( const BOARD_ITEM* aSearchItem ) {
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if( aSearchItem == aItem )
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{
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found = true;
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return false;
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}
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return true;
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};
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for( int layer : aItem->GetLayerSet().Seq() )
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{
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m_tree[layer]->Search( mmin, mmax, search );
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if( found )
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break;
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}
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if( !found && aRobust )
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{
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for( int layer : LSET::AllCuMask().Seq() )
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{
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// N.B. We must search the whole tree for the pointer to remove
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// because the item may have been moved. We do not expand the item
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// layer search as this should not change.
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const int mmin2[2] = { INT_MIN, INT_MIN };
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const int mmax2[2] = { INT_MAX, INT_MAX };
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m_tree[layer]->Search( mmin2, mmax2, search );
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if( found )
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break;
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}
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}
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return found;
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}
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std::vector<std::pair<int, BOARD_ITEM*>> GetNearest( const wxPoint &aPoint,
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PCB_LAYER_ID aLayer,
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int aLimit )
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{
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const int point[2] = { aPoint.x, aPoint.y };
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auto result = m_tree[int( aLayer )]->NearestNeighbors( point,
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[aLimit]( std::size_t a_count, int a_maxDist ) -> bool
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{
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return a_count >= aLimit;
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},
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[]( BOARD_ITEM* aElement) -> bool
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{
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// Don't remove any elements from the list
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return false;
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},
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[aLayer]( const int* a_point, BOARD_ITEM* a_data ) -> int
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{
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switch( a_data->Type() )
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{
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case PCB_TRACE_T:
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{
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TRACK* track = static_cast<TRACK*>( a_data );
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SEG seg( track->GetStart(), track->GetEnd() );
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return seg.Distance( VECTOR2I( a_point[0], a_point[1] ) ) -
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( track->GetWidth() + 1 ) / 2;
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}
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case PCB_VIA_T:
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{
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VIA* via = static_cast<VIA*>( a_data );
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return ( VECTOR2I( via->GetPosition() ) -
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VECTOR2I( a_point[0], a_point[1] ) ).EuclideanNorm() -
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( via->GetWidth() + 1 ) / 2;
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}
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default:
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{
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VECTOR2I point( a_point[0], a_point[1] );
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int dist = 0;
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auto shape = a_data->GetEffectiveShape( aLayer );
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// Here we use a hack to get the distance by colliding with a large area
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// However, we can't use just MAX_INT because we will overflow the collision calculations
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shape->Collide( point, std::numeric_limits<int>::max() / 2, &dist);
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return dist;
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}
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}
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return 0;
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});
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return result;
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}
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/**
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* Returns the number of items in the tree
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* @return number of elements in the tree;
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*/
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size_t size()
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{
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return m_count;
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}
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bool empty()
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{
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return m_count == 0;
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}
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using iterator = typename drc_rtree::Iterator;
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/**
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* The DRC_LAYER struct provides a layer-specific auto-range iterator to the RTree. Using
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* this struct, one can write lines like:
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*
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* for( auto item : rtree.OnLayer( In1_Cu ) )
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*
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* and iterate over only the RTree items that are on In1
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*/
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struct DRC_LAYER
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{
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DRC_LAYER( drc_rtree* aTree ) : layer_tree( aTree )
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{
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m_rect = { { INT_MIN, INT_MIN }, { INT_MAX, INT_MAX } };
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};
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DRC_LAYER( drc_rtree* aTree, const EDA_RECT aRect ) : layer_tree( aTree )
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{
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m_rect = { { aRect.GetX(), aRect.GetY() },
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{ aRect.GetRight(), aRect.GetBottom() } };
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};
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drc_rtree::Rect m_rect;
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drc_rtree* layer_tree;
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iterator begin()
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{
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return layer_tree->begin( m_rect );
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}
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iterator end()
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{
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return layer_tree->end( m_rect );
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}
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};
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DRC_LAYER OnLayer( PCB_LAYER_ID aLayer )
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{
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return DRC_LAYER( m_tree[int( aLayer )] );
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}
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DRC_LAYER Overlapping( PCB_LAYER_ID aLayer, const wxPoint& aPoint, int aAccuracy = 0 )
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{
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EDA_RECT rect( aPoint, wxSize( 0, 0 ) );
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rect.Inflate( aAccuracy );
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return DRC_LAYER( m_tree[int( aLayer )], rect );
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}
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DRC_LAYER Overlapping( PCB_LAYER_ID aLayer, const EDA_RECT& aRect )
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{
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return DRC_LAYER( m_tree[int( aLayer )], aRect );
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}
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private:
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drc_rtree* m_tree[MAX_CU_LAYERS];
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size_t m_count;
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};
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#endif /* DRC_RTREE_H_ */
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