/************************************************************************ * This file has been generated automatically from * * * * src/core/geometry/qgsbox3d.h * * * * Do not edit manually ! Edit header and run scripts/sipify.pl again * ************************************************************************/ class QgsBox3d { %Docstring A 3-dimensional box composed of x, y, z coordinates. A box composed of x/y/z minimum and maximum values. It is often used to return the 3D extent of a geometry or collection of geometries. .. versionadded:: 3.0 \see QgsRectangle %End %TypeHeaderCode #include "qgsbox3d.h" %End public: QgsBox3d( double xmin = 0, double ymin = 0, double zmin = 0, double xmax = 0, double ymax = 0, double zmax = 0 ); %Docstring Constructor for QgsBox3D which accepts the ranges of x/y/z coordinates. %End QgsBox3d( const QgsPointV2 &p1, const QgsPointV2 &p2 ); %Docstring Constructs a QgsBox3D from two points representing opposite corners of the box. The box is normalized after construction. %End void setXMinimum( double x ); %Docstring Sets the minimum ``x`` value. \see xMinimum() \see setXMaximum() %End void setXMaximum( double x ); %Docstring Sets the maximum ``x`` value. \see xMaximum() \see setXMinimum() %End double xMinimum() const; %Docstring Returns the minimum x value. \see setXMinimum() \see xMaximum() :rtype: float %End double xMaximum() const; %Docstring Returns the maximum x value. \see setXMaximum() \see xMinimum() :rtype: float %End void setYMinimum( double y ); %Docstring Sets the minimum ``y`` value. \see yMinimum() \see setYMaximum() %End void setYMaximum( double y ); %Docstring Sets the maximum ``y`` value. \see yMaximum() \see setYMinimum() %End double yMinimum() const; %Docstring Returns the minimum y value. \see setYMinimum() \see yMaximum() :rtype: float %End double yMaximum() const; %Docstring Returns the maximum y value. \see setYMaximum() \see yMinimum() :rtype: float %End void setZMinimum( double z ); %Docstring Sets the minimum ``z`` value. \see zMinimum() \see setZMaximum() %End void setZMaximum( double z ); %Docstring Sets the maximum ``z`` value. \see zMaximum() \see setZMinimum() %End double zMinimum() const; %Docstring Returns the minimum z value. \see setZMinimum() \see zMaximum() :rtype: float %End double zMaximum() const; %Docstring Returns the maximum z value. \see setZMaximum() \see zMinimum() :rtype: float %End void normalize(); %Docstring Normalize the box so it has non-negative width/height/depth. %End double width() const; %Docstring Returns the width of the box. \see height() \see depth() :rtype: float %End double height() const; %Docstring Returns the height of the box. \see width() \see depth() :rtype: float %End double depth() const; %Docstring Returns the depth of the box. \see width() \see height() :rtype: float %End double volume() const; %Docstring Returns the volume of the box. :rtype: float %End QgsBox3d intersect( const QgsBox3d &other ) const; %Docstring Returns the intersection of this box and another 3D box. :rtype: QgsBox3d %End bool is2d() const; %Docstring Returns true if the box can be considered a 2-dimensional box, i.e. it has equal minimum and maximum z values. :rtype: bool %End bool intersects( const QgsBox3d &other ) const; %Docstring Returns true if box intersects with another box. :rtype: bool %End bool contains( const QgsBox3d &other ) const; %Docstring Returns true when box contains other box. :rtype: bool %End bool contains( const QgsPointV2 &point ) const; %Docstring Returns true when box contains a ``point``. If the point is a 2D point (no z-coordinate), then the containment test will be performed on the x/y extent of the box only. :rtype: bool %End QgsRectangle toRectangle() const; %Docstring Converts the box to a 2D rectangle. :rtype: QgsRectangle %End }; /************************************************************************ * This file has been generated automatically from * * * * src/core/geometry/qgsbox3d.h * * * * Do not edit manually ! Edit header and run scripts/sipify.pl again * ************************************************************************/