ITIN Class Reference

Creates a TIN surface from ODM vector data based on a 2D constrained Delaunay triangulation. More...

#include "ITIN.hpp"

Inheritance diagram for ITIN:

Static Public Member Functions
static ITIN *	New ()
static ITIN *	New (IControlObject &controlObject)
static ITIN *	New (const IModuleBase &parent)
static ITIN *	New (const IModuleBase &parent, IControlObject &controlObject)

Access to module-specific options.
using	Options = opts::TIN::Options
Options &	opts () override=0
const Options &	opts () const override=0

Additional Inherited Members
Public Member Functions inherited from IModuleBase
virtual	~IModuleBase ()
	Make sure to delete instances after use with Delete()
virtual void	Delete ()=0
	Destroy modules allocated on the heap. More...
virtual ParamList	run (bool reset=false)=0
virtual void	reset ()=0
	Resets the module to the state after construction.
virtual opals::String	name () const =0
	Returns the module name.
virtual opals::String	version () const =0
	Returns the module version.
virtual opals::String	special_build () const =0
	Returns the special build version.
virtual opals::String	compilation_date_time () const =0
	Returns a string representing the compilation date and time.
virtual void	mapParams (const ParamList &paramList)=0
	Sets module parameters from paramList according to parameter "paramMapping".
virtual void	set_controlObject (IControlObject &obj)=0
	Sets control object for retrieving status information during processing.
virtual void	unset_controlObject ()=0
	remove control object from the message queue
virtual opts::glob::Options &	globals ()=0
virtual const opts::glob::Options &	globals () const =0
virtual opts::comm::Options &	commons ()=0
virtual const opts::comm::Options &	commons () const =0

Detailed Description

Creates a TIN surface from ODM vector data based on a 2D constrained Delaunay triangulation.

Module TIN performs a triangular tesselation of the plane, using input data points (including line points) as vertices. These vertices are connected by edges to form a triangulation following the Delaunay criterion, unless there are incident edges considered as constraints. Module TIN allows for the creation of triangular irregular networks (TINs) based on input data, and the export of those TINs into various data formats. Also, alpha-shapes may be derived, and the valid region(s) be extracted.

See also

Module TIN