qgsalgorithmsegmentize.cpp

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/***************************************************************************
                         qgsalgorithmsegmentize.cpp
                         ---------------------
    begin                : March 2018
    copyright            : (C) 2018 by Nyall Dawson
    email                : nyall dot dawson at gmail dot 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.                                   *
 *                                                                         *
 ***************************************************************************/
 
#include "qgsalgorithmsegmentize.h"
 
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::name() const
{
  return QStringLiteral( "segmentizebymaxdistance" );
}
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::displayName() const
{
  return QObject::tr( "Segmentize by maximum distance" );
}
 
QStringList QgsSegmentizeByMaximumDistanceAlgorithm::tags() const
{
  return QObject::tr( "straighten,linearize,densify,curves,curved,circular" ).split( ',' );
}
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::group() const
{
  return QObject::tr( "Vector geometry" );
}
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::groupId() const
{
  return QStringLiteral( "vectorgeometry" );
}
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::outputName() const
{
  return QObject::tr( "Segmentized" );
}
 
QString QgsSegmentizeByMaximumDistanceAlgorithm::shortHelpString() const
{
  return QObject::tr( "This algorithm segmentizes a geometry by converting curved sections to linear sections.\n\n"
                      "The segmentization is performed by specifying the maximum allowed offset distance between the original "
                      "curve and the segmentized representation.\n\n"
                      "Non-curved geometries will be retained without change." );
}
 
QgsSegmentizeByMaximumDistanceAlgorithm *QgsSegmentizeByMaximumDistanceAlgorithm::createInstance() const
{
  return new QgsSegmentizeByMaximumDistanceAlgorithm();
}
 
QList<int> QgsSegmentizeByMaximumDistanceAlgorithm::inputLayerTypes() const
{
  return QList<int>() << static_cast<int>( Qgis::ProcessingSourceType::VectorLine ) << static_cast<int>( Qgis::ProcessingSourceType::VectorPolygon );
}
 
void QgsSegmentizeByMaximumDistanceAlgorithm::initParameters( const QVariantMap & )
{
  std::unique_ptr<QgsProcessingParameterDistance> tolerance = std::make_unique<QgsProcessingParameterDistance>( QStringLiteral( "DISTANCE" ), QObject::tr( "Maximum offset distance" ), 1.0, QStringLiteral( "INPUT" ), false, 0, 10000000.0 );
  tolerance->setIsDynamic( true );
  tolerance->setDynamicPropertyDefinition( QgsPropertyDefinition( QStringLiteral( "DISTANCE" ), QObject::tr( "Maximum offset distance" ), QgsPropertyDefinition::DoublePositive ) );
  tolerance->setDynamicLayerParameterName( QStringLiteral( "INPUT" ) );
  addParameter( tolerance.release() );
}
 
bool QgsSegmentizeByMaximumDistanceAlgorithm::supportInPlaceEdit( const QgsMapLayer *layer ) const
{
  Q_UNUSED( layer )
  return false;
}
 
bool QgsSegmentizeByMaximumDistanceAlgorithm::prepareAlgorithm( const QVariantMap &parameters, QgsProcessingContext &context, QgsProcessingFeedback * )
{
  mTolerance = parameterAsDouble( parameters, QStringLiteral( "DISTANCE" ), context );
  mDynamicTolerance = QgsProcessingParameters::isDynamic( parameters, QStringLiteral( "DISTANCE" ) );
  if ( mDynamicTolerance )
    mToleranceProperty = parameters.value( QStringLiteral( "DISTANCE" ) ).value<QgsProperty>();
 
  return true;
}
 
QgsFeatureList QgsSegmentizeByMaximumDistanceAlgorithm::processFeature( const QgsFeature &feature, QgsProcessingContext &context, QgsProcessingFeedback * )
{
  QgsFeature f = feature;
  if ( f.hasGeometry() )
  {
    QgsGeometry geometry = f.geometry();
    double tolerance = mTolerance;
    if ( mDynamicTolerance )
      tolerance = mToleranceProperty.valueAsDouble( context.expressionContext(), tolerance );
    geometry.convertToStraightSegment( tolerance, QgsAbstractGeometry::MaximumDifference );
    f.setGeometry( geometry );
  }
  return QgsFeatureList() << f;
}
 
 
QString QgsSegmentizeByMaximumAngleAlgorithm::name() const
{
  return QStringLiteral( "segmentizebymaxangle" );
}
 
QString QgsSegmentizeByMaximumAngleAlgorithm::displayName() const
{
  return QObject::tr( "Segmentize by maximum angle" );
}
 
QStringList QgsSegmentizeByMaximumAngleAlgorithm::tags() const
{
  return QObject::tr( "straighten,linearize,densify,curves,curved,circular,angle" ).split( ',' );
}
 
QString QgsSegmentizeByMaximumAngleAlgorithm::group() const
{
  return QObject::tr( "Vector geometry" );
}
 
QString QgsSegmentizeByMaximumAngleAlgorithm::groupId() const
{
  return QStringLiteral( "vectorgeometry" );
}
 
QString QgsSegmentizeByMaximumAngleAlgorithm::outputName() const
{
  return QObject::tr( "Segmentized" );
}
 
QString QgsSegmentizeByMaximumAngleAlgorithm::shortHelpString() const
{
  return QObject::tr( "This algorithm segmentizes a geometry by converting curved sections to linear sections.\n\n"
                      "The segmentization is performed by specifying the maximum allowed radius angle between vertices "
                      "on the straightened geometry (e.g the angle of the arc created from the original arc center to consecutive "
                      "output vertices on the linearized geometry).\n\n"
                      "Non-curved geometries will be retained without change." );
}
 
QgsSegmentizeByMaximumAngleAlgorithm *QgsSegmentizeByMaximumAngleAlgorithm::createInstance() const
{
  return new QgsSegmentizeByMaximumAngleAlgorithm();
}
 
QList<int> QgsSegmentizeByMaximumAngleAlgorithm::inputLayerTypes() const
{
  return QList<int>() << static_cast<int>( Qgis::ProcessingSourceType::VectorLine ) << static_cast<int>( Qgis::ProcessingSourceType::VectorPolygon );
}
 
void QgsSegmentizeByMaximumAngleAlgorithm::initParameters( const QVariantMap & )
{
  std::unique_ptr<QgsProcessingParameterNumber> tolerance = std::make_unique<QgsProcessingParameterNumber>( QStringLiteral( "ANGLE" ), QObject::tr( "Maximum angle between vertices (degrees)" ), Qgis::ProcessingNumberParameterType::Double, 5.0, false, 0, 360.0 );
  tolerance->setIsDynamic( true );
  tolerance->setDynamicPropertyDefinition( QgsPropertyDefinition( QStringLiteral( "ANGLE" ), QObject::tr( "Maximum angle between vertices (degrees)" ), QgsPropertyDefinition::DoublePositive ) );
  tolerance->setDynamicLayerParameterName( QStringLiteral( "INPUT" ) );
  addParameter( tolerance.release() );
}
 
bool QgsSegmentizeByMaximumAngleAlgorithm::supportInPlaceEdit( const QgsMapLayer *layer ) const
{
  Q_UNUSED( layer )
  return false;
}
 
bool QgsSegmentizeByMaximumAngleAlgorithm::prepareAlgorithm( const QVariantMap &parameters, QgsProcessingContext &context, QgsProcessingFeedback * )
{
  mTolerance = parameterAsDouble( parameters, QStringLiteral( "ANGLE" ), context );
  mDynamicTolerance = QgsProcessingParameters::isDynamic( parameters, QStringLiteral( "ANGLE" ) );
  if ( mDynamicTolerance )
    mToleranceProperty = parameters.value( QStringLiteral( "ANGLE" ) ).value<QgsProperty>();
 
  return true;
}
 
QgsFeatureList QgsSegmentizeByMaximumAngleAlgorithm::processFeature( const QgsFeature &feature, QgsProcessingContext &context, QgsProcessingFeedback * )
{
  QgsFeature f = feature;
  if ( f.hasGeometry() )
  {
    QgsGeometry geometry = f.geometry();
    double tolerance = mTolerance;
    if ( mDynamicTolerance )
      tolerance = mToleranceProperty.valueAsDouble( context.expressionContext(), tolerance );
    geometry.convertToStraightSegment( M_PI * tolerance / 180.0, QgsAbstractGeometry::MaximumAngle );
    f.setGeometry( geometry );
  }
  return QgsFeatureList() << f;
}