/* * This program source code file is part of KiCad, a free EDA CAD application. * * Copyright (C) 2004-2020 KiCad Developers, see AUTHORS.txt for contributors. * * 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, you may find one here: * http://www.gnu.org/licenses/old-licenses/gpl-2.0.html * or you may search the http://www.gnu.org website for the version 2 license, * or you may write to the Free Software Foundation, Inc., * 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA */ #include #include #include #include #include #include #include #include #include #include #include #include LIB_BEZIER::LIB_BEZIER( LIB_PART* aParent ) : LIB_ITEM( LIB_BEZIER_T, aParent ) { m_Fill = NO_FILL; m_Width = 0; m_isFillable = true; } EDA_ITEM* LIB_BEZIER::Clone() const { return new LIB_BEZIER( *this ); } int LIB_BEZIER::compare( const LIB_ITEM& aOther, LIB_ITEM::COMPARE_FLAGS aCompareFlags ) const { wxASSERT( aOther.Type() == LIB_BEZIER_T ); int retv = LIB_ITEM::compare( aOther ); if( retv ) return retv; const LIB_BEZIER* tmp = ( LIB_BEZIER* ) &aOther; if( m_BezierPoints.size() != tmp->m_BezierPoints.size() ) return m_BezierPoints.size() - tmp->m_BezierPoints.size(); for( size_t i = 0; i < m_BezierPoints.size(); i++ ) { if( m_BezierPoints[i].x != tmp->m_BezierPoints[i].x ) return m_BezierPoints[i].x - tmp->m_BezierPoints[i].x; if( m_BezierPoints[i].y != tmp->m_BezierPoints[i].y ) return m_BezierPoints[i].y - tmp->m_BezierPoints[i].y; } return 0; } void LIB_BEZIER::Offset( const wxPoint& aOffset ) { size_t i; for( i = 0; i < m_BezierPoints.size(); i++ ) m_BezierPoints[i] += aOffset; for( i = 0; i < m_PolyPoints.size(); i++ ) m_PolyPoints[i] += aOffset; } void LIB_BEZIER::MoveTo( const wxPoint& aPosition ) { if ( !m_PolyPoints.size() ) m_PolyPoints.emplace_back(0, 0 ); Offset( aPosition - m_PolyPoints[ 0 ] ); } const wxPoint LIB_BEZIER::GetOffset() const { if ( !m_PolyPoints.size() ) return wxPoint(0, 0); return m_PolyPoints[0]; } void LIB_BEZIER::MirrorHorizontal( const wxPoint& aCenter ) { size_t i, imax = m_PolyPoints.size(); for( i = 0; i < imax; i++ ) { m_PolyPoints[i].x -= aCenter.x; m_PolyPoints[i].x *= -1; m_PolyPoints[i].x += aCenter.x; } imax = m_BezierPoints.size(); for( i = 0; i < imax; i++ ) { m_BezierPoints[i].x -= aCenter.x; m_BezierPoints[i].x *= -1; m_BezierPoints[i].x += aCenter.x; } } void LIB_BEZIER::MirrorVertical( const wxPoint& aCenter ) { size_t i, imax = m_PolyPoints.size(); for( i = 0; i < imax; i++ ) { m_PolyPoints[i].y -= aCenter.y; m_PolyPoints[i].y *= -1; m_PolyPoints[i].y += aCenter.y; } imax = m_BezierPoints.size(); for( i = 0; i < imax; i++ ) { m_BezierPoints[i].y -= aCenter.y; m_BezierPoints[i].y *= -1; m_BezierPoints[i].y += aCenter.y; } } void LIB_BEZIER::Rotate( const wxPoint& aCenter, bool aRotateCCW ) { int rot_angle = aRotateCCW ? -900 : 900; for( wxPoint& point : m_PolyPoints ) RotatePoint( &point, aCenter, rot_angle ); for( wxPoint& bezierPoint : m_BezierPoints ) RotatePoint( &bezierPoint, aCenter, rot_angle ); } void LIB_BEZIER::Plot( PLOTTER* aPlotter, const wxPoint& aOffset, bool aFill, const TRANSFORM& aTransform ) { wxASSERT( aPlotter != NULL ); static std::vector< wxPoint > cornerList; cornerList.clear(); for( wxPoint pos : m_PolyPoints ) { pos = aTransform.TransformCoordinate( pos ) + aOffset; cornerList.push_back( pos ); } if( aFill && m_Fill == FILLED_WITH_BG_BODYCOLOR ) { aPlotter->SetColor( aPlotter->RenderSettings()->GetLayerColor( LAYER_DEVICE_BACKGROUND ) ); aPlotter->PlotPoly( cornerList, FILLED_WITH_BG_BODYCOLOR, 0 ); } bool already_filled = m_Fill == FILLED_WITH_BG_BODYCOLOR; int pen_size = GetPenWidth(); if( !already_filled || pen_size > 0 ) { pen_size = std::max( pen_size, aPlotter->RenderSettings()->GetMinPenWidth() ); aPlotter->SetColor( aPlotter->RenderSettings()->GetLayerColor( LAYER_DEVICE ) ); aPlotter->PlotPoly( cornerList, already_filled ? NO_FILL : m_Fill, pen_size ); } } int LIB_BEZIER::GetPenWidth() const { // Historically 0 meant "default width" and negative numbers meant "don't stroke". if( m_Width < 0 && GetFillMode() != NO_FILL ) return 0; else return std::max( m_Width, 1 ); } void LIB_BEZIER::print( RENDER_SETTINGS* aSettings, const wxPoint& aOffset, void* aData, const TRANSFORM& aTransform ) { bool forceNoFill = static_cast( aData ); int penWidth = GetPenWidth(); if( forceNoFill && m_Fill != NO_FILL && penWidth == 0 ) return; std::vector PolyPointsTraslated; wxDC* DC = aSettings->GetPrintDC(); COLOR4D color = aSettings->GetLayerColor( LAYER_DEVICE ); BEZIER_POLY converter( m_BezierPoints ); converter.GetPoly( m_PolyPoints ); PolyPointsTraslated.clear(); for( wxPoint& point : m_PolyPoints ) PolyPointsTraslated.push_back( aTransform.TransformCoordinate( point ) + aOffset ); if( forceNoFill || m_Fill == NO_FILL ) { penWidth = std::max( penWidth, aSettings->GetDefaultPenWidth() ); GRPoly( nullptr, DC, m_PolyPoints.size(), &PolyPointsTraslated[0], false, penWidth, color, color ); } else { if( m_Fill == FILLED_WITH_BG_BODYCOLOR ) color = aSettings->GetLayerColor( LAYER_DEVICE_BACKGROUND ); GRPoly( nullptr, DC, m_PolyPoints.size(), &PolyPointsTraslated[0], true, penWidth, color, color ); } } bool LIB_BEZIER::HitTest( const wxPoint& aRefPos, int aAccuracy ) const { int mindist = std::max( aAccuracy + GetPenWidth() / 2, Mils2iu( MINIMUM_SELECTION_DISTANCE ) ); wxPoint start, end; for( unsigned ii = 1; ii < GetCornerCount(); ii++ ) { start = DefaultTransform.TransformCoordinate( m_PolyPoints[ii - 1] ); end = DefaultTransform.TransformCoordinate( m_PolyPoints[ii] ); if ( TestSegmentHit( aRefPos, start, end, mindist ) ) return true; } return false; } bool LIB_BEZIER::HitTest( const EDA_RECT& aRect, bool aContained, int aAccuracy ) const { if( m_Flags & ( STRUCT_DELETED | SKIP_STRUCT ) ) return false; EDA_RECT sel = aRect; if ( aAccuracy ) sel.Inflate( aAccuracy ); if( aContained ) return sel.Contains( GetBoundingBox() ); // Fast test: if aRect is outside the polygon bounding box, rectangles cannot intersect if( !sel.Intersects( GetBoundingBox() ) ) return false; // Account for the width of the line sel.Inflate( GetWidth() / 2 ); unsigned count = m_BezierPoints.size(); for( unsigned ii = 1; ii < count; ii++ ) { wxPoint vertex = DefaultTransform.TransformCoordinate( m_BezierPoints[ii-1] ); wxPoint vertexNext = DefaultTransform.TransformCoordinate( m_BezierPoints[ii] ); // Test if the point is within aRect if( sel.Contains( vertex ) ) return true; // Test if this edge intersects aRect if( sel.Intersects( vertex, vertexNext ) ) return true; } return false; } const EDA_RECT LIB_BEZIER::GetBoundingBox() const { EDA_RECT rect; int xmin, xmax, ymin, ymax; if( !GetCornerCount() ) return rect; xmin = xmax = m_PolyPoints[0].x; ymin = ymax = m_PolyPoints[0].y; for( unsigned ii = 1; ii < GetCornerCount(); ii++ ) { xmin = std::min( xmin, m_PolyPoints[ii].x ); xmax = std::max( xmax, m_PolyPoints[ii].x ); ymin = std::min( ymin, m_PolyPoints[ii].y ); ymax = std::max( ymax, m_PolyPoints[ii].y ); } rect.SetOrigin( xmin, ymin ); rect.SetEnd( xmax, ymax ); rect.Inflate( ( GetPenWidth() / 2 ) + 1 ); rect.RevertYAxis(); return rect; } void LIB_BEZIER::GetMsgPanelInfo( EDA_DRAW_FRAME* aFrame, std::vector& aList ) { wxString msg; EDA_RECT bBox = GetBoundingBox(); LIB_ITEM::GetMsgPanelInfo( aFrame, aList ); msg = MessageTextFromValue( aFrame->GetUserUnits(), m_Width ); aList.emplace_back( _( "Line Width" ), msg, BLUE ); msg.Printf( wxT( "(%d, %d, %d, %d)" ), bBox.GetOrigin().x, bBox.GetOrigin().y, bBox.GetEnd().x, bBox.GetEnd().y ); aList.emplace_back( _( "Bounding Box" ), msg, BROWN ); } wxPoint LIB_BEZIER::GetPosition() const { if( !m_PolyPoints.size() ) return wxPoint(0, 0); return m_PolyPoints[0]; }