/********************************************************************/
/* Copyright (c) 2017 System fugen G.K. and Yuzi Mizuno          */
/* All rights reserved.                                             */
/********************************************************************/
#ifndef _MGCCisect_HH_
#define _MGCCisect_HH_
/** @addtogroup IsectContainer
 *  @{
 */

#include "mg/MGCL.h"
#include "mg/isect.h"
#include "mg/Point.h"

// MGCCisect.h
// Header for MGCCisect

///Is a container of one intersection of two curves.

///Curve と Curve の交点を一点のみ表現する.
///交点の集合は別に表現される。
///本クラスは直線 ＆ 直線 の交点など、高々一点の交点の返却用に利用される。
///If more than one are necessary to hold, CCisect_list should be used.
class MG_DLL_DECLR MGCCisect:public MGisect{

public:

////////////Constructor////////////

///Void Constructor(初期化なしで交点を生成)
MGCCisect();

///Input all necessary components(全てのコンポーネントを指定して交点を生成)
MGCCisect(const MGPosition &is, double t1, double t2,
		  const MGCCRELATION r1=MGCCREL_UNKNOWN);

////////////Operator Overload////////////

bool operator< (const MGCCisect& cci)const{return m_param1<cci.m_param1;};
bool operator> (const MGCCisect& cci)const{return m_param1>cci.m_param1;};
bool operator<= (const MGCCisect& cci)const{return m_param1<=cci.m_param1;};
bool operator>= (const MGCCisect& cci)const{return m_param1>=cci.m_param1;};
bool operator== (const MGCCisect& cci)const;
bool operator!= (const MGCCisect& cci)const{return !operator==(cci);};

///Ordering functions.
bool operator< (const MGisect& is)const;
bool operator< (const MGCSisect& is)const{return true;};
bool operator< (const MGCFisect& is)const{return true;};
bool operator< (const MGSSisect& is)const{return true;};
bool operator< (const MGFFisect& is)const{return true;};
bool operator== (const MGisect& is)const;

///Debug Function
/// Output virtual function.
std::ostream& out(std::ostream& ostrm)const;

//////////////Memeber Function////////////

///Exchange 1st and 2nd order of the parameter line representation.
void exchange12();

///Return the object of the intersection(world coordinates representation).
const MGObject& isect()const{return m_ipoint;};

///Return the 1st object's parameter value of the intersection.
MGPosition isect0_param1()const{return MGPosition(1,&m_param1);};

///Return the 2nd object's parameter value of the intersection.
MGPosition isect0_param2()const{return MGPosition(1,&m_param2);};

///Return the manifold dimension of the intersection, i.e.
///0: when the intersection is a point,
///1: when                  is a curve,
///2: when                  is a surface.
int manifold_dimension()const{return 0;};

///Return Two curves' relationship(交点での両curve の関係を返却)
MGCCRELATION rel()const{return m_rel;}
MGCCRELATION& rel(){return m_rel;}

///Return coordinate values(交点の座標値を返却する)
const MGPosition& point()const{return m_ipoint.position();};
MGPosition& point(){return m_ipoint.position();};

///Return parameter value of 1st curve.
///交点の第１curve のパラメータ値を返却する
double param1()const{return m_param1;};
double& param1(){return m_param1;};

///Return parameter value of 2nd curve.
/// 交点の第２curve のパラメータ値を返却する
double param2()const{return m_param2;};
double& param2(){return m_param2;};

///Set param1 data.
void set_param1(double t1){ m_param1=t1;};

///Set param2 data.
void set_param2(double t2){ m_param1=t2;};

private:
///Member Data
	MGPoint m_ipoint; ///< coordinate values(交点の座標値)
	double m_param1;	 ///< parameter value of 1st curve
						 ///<(交点における第１curve のパラメータ値)
	double m_param2;	 ///< parameter value of 2nd curve
						 ///< 交点における第２curve のパラメータ値
	MGCCRELATION m_rel;	 ///< Two curves' relationship at the i.p.,
						 ///<交点における両カーブの関係。

};

/** @} */ // end of IsectContainer group
#endif