Heed::straight Class Reference

Definition of straight line, as combination of vector and point. More...

#include <straight.h>

Inheritance diagram for Heed::straight:

Public Member Functions
point	Gpiv (void) const
vec	Gdir (void) const
	straight ()
	straight (const point &fpiv, const vec &fdir)
straight &	operator= (const straight &fsl)
	straight (const point &fp1, const point &fp2)
	straight (const plane pl1, const plane pl2)
	straight (const point *pt, int qpt, int anum)
	straight (const straight sl[4], point pt[2], vfloat prec)
int	check_point_in (const point &fp, vfloat prec) const
point	cross (const straight &sl, vfloat prec) const
vfloat	vecdistance (const straight &sl, int &type_of_cross, point pt[2]) const
vfloat	distance (const straight &sl, int &type_of_cross, point pt[2]) const
vfloat	distance (const point &fpt) const
vfloat	distance (const point &fpt, point &fcpt) const
point	vecdistance (const vec normal, const straight &slt)
	straight (straight *sl, int qsl, const straight &sl_start, int anum, vfloat precision, vfloat *dist, point(*pt)[2], vfloat &mean2dist)
Public Member Functions inherited from Heed::absref
virtual	~absref ()
	Destructor.
virtual void	down (const abssyscoor *fasc)
	Convert numbering representation of object to basical system of fasc.
virtual void	up (const abssyscoor *fasc)
	Convert numbering representation of objects to new system.
virtual void	turn (const vec &dir, vfloat angle)
	Turn around axis doing via center of coordinate system along dir.
virtual void	shift (const vec &dir)

Protected Member Functions
virtual void	get_components (ActivePtr< absref_transmit > &aref_tran)

Protected Attributes
point	piv
	Origin point, pivot.
vec	dir
	Direction, unit vector.

Static Protected Attributes
static absrefabsref::*[2]	aref

Friends
int	operator== (const straight &sl1, const straight &sl2)
int	operator!= (const straight &sl1, const straight &sl2)
bool	apeq (const straight &sl1, const straight &sl2, vfloat prec)
std::ostream &	operator<< (std::ostream &file, const straight &s)

Detailed Description

Definition of straight line, as combination of vector and point.

Definition at line 24 of file straight.h.

Constructor & Destructor Documentation

straight() [1/7]

Heed::straight::straight ( )

inline

Definition at line 40 of file straight.h.

: piv(), dir() {}

Referenced by straight().

straight() [2/7]

Heed::straight::straight ( const point &  fpiv, const vec &  fdir  )

inline

Definition at line 41 of file straight.h.

      : piv(fpiv), dir(unit_vec(fdir)) {}

straight() [3/7]

Heed::straight::straight ( const point &  fp1, const point &  fp2  )

inline

Definition at line 48 of file straight.h.

                                               : piv(fp1), dir() {
    pvecerror("straight::straight(const point& fp1, const point& fp2)");
    check_econd12(fp1, ==, fp2, mcerr);
    dir = unit_vec(fp2 - fp1);
  }

straight() [4/7]

Heed::straight::straight	(	const plane	pl1,
		const plane	pl2
	)

Definition at line 27 of file straight.cpp.

                                                   {
  pvecerror("straight::straight(const plane pl1, const plane pl2)");
  *this = pl1.cross(pl2);
}

straight() [5/7]

Heed::straight::straight	(	const point *	pt,
		int	qpt,
		int	anum
	)

Definition at line 217 of file straight.cpp.

                                                     {
  // interpolates by xi2
  pvecerror("straight::straight(const point* pt, int qpt, int anum) ");
  check_econd11(qpt, < 2, mcerr);
  check_econd21(anum, < 0 ||, >= 3, mcerr);
 
  if (qpt == 2) {
    *this = straight(pt[0], pt[1]);
    return;
  }
  double* x = new double[qpt];
  double* y = new double[qpt];
  double* z = new double[qpt];
  for (int n = 0; n < qpt; n++) {
    x[n] = pt[n].v.x;
    y[n] = pt[n].v.y;
    z[n] = pt[n].v.z;
  }
  point piv1;
  if (anum == 0) {
    linexi2 lcy(qpt, x, y);
    linexi2 lcz(qpt, x, z);
    piv = point(lcy.x_mean, lcy.line(lcy.x_mean), lcz.line(lcy.x_mean));
    piv1 = point(lcy.x_mean + 1, lcy.line(lcy.x_mean + 1),
                 lcz.line(lcy.x_mean + 1));
  } else if (anum == 1) {
    linexi2 lcx(qpt, y, x);
    linexi2 lcz(qpt, y, z);
    piv = point(lcx.line(lcx.x_mean), lcx.x_mean, lcz.line(lcx.x_mean));
    // lcx.x_mean = lcz.x_mean
    piv1 = point(lcx.line(lcx.x_mean + 1), lcx.x_mean + 1,
                 lcz.line(lcx.x_mean + 1));
  } else {
    linexi2 lcx(qpt, z, x);
    linexi2 lcy(qpt, z, y);
    piv = point(lcx.line(lcx.x_mean), lcy.line(lcx.x_mean), lcx.x_mean);
    piv1 = point(lcx.line(lcx.x_mean + 1), lcy.line(lcx.x_mean + 1),
                 lcx.x_mean + 1);
  }
  dir = unit_vec(piv1 - piv);
 
  delete[] x;
  delete[] y;
  delete[] z;
}

straight() [6/7]

Heed::straight::straight	(	const straight	sl[4],
		point	pt[2],
		vfloat	prec
	)

Definition at line 263 of file straight.cpp.

                                                                      {
  pvecerror(
      "straight::straight(const straight sl[4], point pt[2],  vfloat prec");
  int i;
  vfloat meandist;
  point ptprev[2];
  point ptcurr[2];
  ptprev[0] = pt[0];
  ptprev[1] = pt[1];
  ptcurr[0] = pt[0];
  ptcurr[1] = pt[1];
  do {
    meandist = 0;
    for (i = 0; i < 2; i++) {
      int is;   // index of line to make plane
      int ip;   // index of point to make plane
      int isc;  // index of line to find point
      if (i == 0) {
        is = 0;
        ip = 1;
        isc = 1;
      } else {
        is = 3;
        ip = 0;
        isc = 2;
      }
      plane pn(sl[is], ptcurr[ip]);
      ptcurr[i] = pn.cross(sl[isc]);
      meandist += (ptcurr[i] - ptprev[i]).length2();
      mcout << " i=" << i << " ptprev[i]=" << ptprev[i]
            << " ptcurr[i]=" << ptcurr[i] << '\n';
      ptprev[i] = ptcurr[i];
    }
    meandist /= 2.0;
    meandist = sqrt(meandist);
    mcout << "meandist=" << meandist << '\n';
  } while (meandist >= precision);
  *this = straight(ptcurr[0], ptcurr[1]);
}

straight() [7/7]

Heed::straight::straight	(	straight *	sl,
		int	qsl,
		const straight &	sl_start,
		int	anum,
		vfloat	precision,
		vfloat *	dist,
		point(*)	pt[2],
		vfloat &	mean2dist
	)

Definition at line 142 of file straight.cpp.

                                                      {
  pvecerror("void straight::straight(straight* sl, int qsl,...");
  check_econd11(qsl, < 4, mcerr);
  straight sl_finish = sl_start;
  int n;
  mean2dist = max_vfloat;
  vfloat mean2dist_prev = max_vfloat;
  int type_of_cross;
  point* ptf = new point[qsl];
  // mcout<<"straight::straight: starting, qsl="<<qsl
  //     <<"\nsl_start="<<sl_start<<'\n';
  do {
    mean2dist_prev = mean2dist;
    mean2dist = 0;
    *this = sl_finish;
    for (n = 0; n < qsl; n++) {
      dist[n] = vecdistance(sl[n], type_of_cross, pt[n]);
      mean2dist += pow(dist[n], 2);
      check_econd11(type_of_cross, > 1, mcerr);
      ptf[n] = pt[n][1];
    }
    mean2dist /= qsl;
    if (mean2dist > 0) mean2dist = sqrt(mean2dist);
    sl_finish = straight(ptf, qsl, anum);
    // mcout<<"straight::straight: mean2dist_prev="<<mean2dist_prev
    //   <<" mean2dist="<<mean2dist<<'\n';
    // for( n=0; n<qsl; n++)
    //{
    //  mcout<<"pt[n][0]="<<pt[n][0]<<'\n';
    //  mcout<<"pt[n][1]="<<pt[n][1]<<'\n';
    //}
  } while (mean2dist_prev < mean2dist ||
           (mean2dist != 0 && mean2dist_prev - mean2dist > precision));
  delete[] ptf;
}

Member Function Documentation

check_point_in()

int Heed::straight::check_point_in	(	const point &	fp,
		vfloat	prec
	)		const

Definition at line 48 of file straight.cpp.

                                                               {
  pvecerror("int straight::check_point_in(point fp, vfloat prec)");
  vfloat f = distance(fp);
  if (f <= prec) return 1;
  return 0;
}

Referenced by Heed::plane::plane(), and vecdistance().

cross()

point Heed::straight::cross	(	const straight &	sl,
		vfloat	prec
	)		const

Definition at line 54 of file straight.cpp.

                                                           {
  pvecerror("point straight::cross(straight& sl, vfloat prec)");
  point pt[2];
  int type_of_cross;
  vfloat f = vecdistance(sl, type_of_cross, &pt[0]);
  point ptt(dv0);
  if (type_of_cross == 2 || type_of_cross == 3) {
    vecerror = type_of_cross;
    return ptt;
  }
  if (fabs(f) <= prec) {
    vecerror = 0;
    return pt[0];
  } else {
    vecerror = 1;
    return ptt;
  }
}

Referenced by Heed::polyline::cross(), Heed::plane::plane(), and Heed::polygon::polygon().

distance() [1/3]

vfloat Heed::straight::distance

(

const point &

fpt

)

const

Definition at line 180 of file straight.cpp.

                                                {
  pvecerror("vfloat straight::distance(point& fpt)");
  if (fpt == piv) return 0.0;
  vec v = fpt - piv;
  return v.length() * sin2vec(dir, v);  // should be positive
}

distance() [2/3]

vfloat Heed::straight::distance	(	const point &	fpt,
		point &	fcpt
	)		const

Definition at line 187 of file straight.cpp.

                                                             {
  pvecerror("vfloat straight::distance(point& fpt, point& fcpt)");
  if (fpt == piv) {
    fcpt = piv;
    return 0.0;
  }
  vec v = fpt - piv;
  vfloat len = v.length();
  fcpt = piv + len * cos2vec(dir, v) * dir;
  return v.length() * sin2vec(dir, v);
}

distance() [3/3]

vfloat Heed::straight::distance	(	const straight &	sl,
		int &	type_of_cross,
		point	pt[2]
	)		const

Definition at line 137 of file straight.cpp.

                                             {
  return fabs(vecdistance(sl, type_of_cross, pt));
}

Referenced by check_point_in(), Heed::circumf::cross(), Heed::cross4pllines(), Heed::polyline::dist_two_inter(), Heed::polyline::distance(), Heed::spquadr::perpos(), and vecdistance().

Gdir()

vec Heed::straight::Gdir ( void  ) const

inline

Definition at line 33 of file straight.h.

{ return dir; }

Referenced by Heed::circumf::cross(), Heed::plane::cross(), Heed::plane::plane(), Heed::polyline_pl::polyline_pl(), and vecdistance().

get_components()

void Heed::straight::get_components ( ActivePtr< absref_transmit > &  aref_tran )

protectedvirtual

Reimplemented from Heed::absref.

Definition at line 23 of file straight.cpp.

                                                                   {
  aref_tran.pass(new absref_transmit(2, aref));
}

Gpiv()

point Heed::straight::Gpiv ( void  ) const

inline

Definition at line 32 of file straight.h.

{ return piv; }

Referenced by Heed::plane::cross(), Heed::plane::plane(), and Heed::polyline_pl::polyline_pl().

operator=()

straight & Heed::straight::operator= ( const straight &  fsl )

inline

Definition at line 43 of file straight.h.

                                           {
    piv = fsl.piv;
    dir = fsl.dir;
    return *this;
  }

vecdistance() [1/2]

vfloat Heed::straight::vecdistance	(	const straight &	sl,
		int &	type_of_cross,
		point	pt[2]
	)		const

Definition at line 73 of file straight.cpp.

                                                {
  pvecerror(
      "vfloat straight::distance(const straight& sl, int type_of_cross,  "
      "point pt[2])");
  pt[0] = point();
  pt[1] = point();
  type_of_cross = 0;
  straight s1, s2;
  s1 = *this;
  s2 = sl;  // s2 may be changed
  if (s1.piv == s2.piv) {                     
    // the same origin point
    if (check_par(s1.dir, s2.dir, 0.0) != 0) {
      // parallel or anti-parallel
      type_of_cross = 3;
      return 0.0;  // coincidence
    } else {       // crossed in piv;
      return 0.0;
    }
  }
  if (check_par(s1.dir, s2.dir, 0.0) != 0) {
    // parallel or anti-parallel
    if (s1.check_point_in(s2.piv, 0.0) == 1) {  
      // point in => the same line
      type_of_cross = 3;
      return 0.0;
    } else {
      // not crossed
      type_of_cross = 2;  // different parallel lines
      return s1.distance(s2.piv);
    }
  }  // now we know that the lines are not parallel
 
  basis bs(s1.dir, s2.dir, "local");
  // ez is parallel to s1.dir,                        ez=unit_vec(s1.dir)
  // ey is perpendicular to plane which have s1.dir and s2.dir,
  //                                                 ey=unit_vec(ez||s2.dir)
  // ex is vector product of ey and ez,               ex=ey||ez
  // mcout<<bs;
  fixsyscoor scl(&s1.piv, &bs, "local");
  // mcout<<scl;
  plane pn(point(0, 0, 0), vec(1, 0, 0));  // assumed to be in scl
                                           // This plane is defined by
  // mcout<<pn;
  s2.up(&scl);
  // mcout<<s2;
  pt[1] = pn.cross(s2);
  // mcout<<pt;
  if (pt[1].v.y == 0) {
    pt[1].down(&scl);
    pt[0] = pt[1];
    return 0.0;
  } else {
    type_of_cross = 1;
    vfloat d = pt[1].v.y;
    pt[0] = pt[1];
    pt[0].v.y = 0;
    pt[0].down(&scl);
    pt[1].down(&scl);
    return d;
  }
}

Referenced by cross(), distance(), and straight().

vecdistance() [2/2]

point Heed::straight::vecdistance	(	const vec	normal,
		const straight &	slt
	)

Definition at line 199 of file straight.cpp.

                                                                 {
  pvecerror(
      "vfloat straight::vecdistance(const vec normal, const straight& slt)");
  if (check_perp(normal, slt.Gdir(), 0.0) == 1) {
    // if it is perp.
    mcout << "straight::vecdistance: normal=" << normal
          << " slt.Gdir()=" << slt.Gdir();
    vecerror = 1;
    return point(0, 0, 0);
  }
  basis bash(dir, normal, "temprorary");
  fixsyscoor sc(&piv, &bash, "temprorary");
  straight slh = slt;
  slh.up(&sc);
  plane pn = plane(point(0, 0, 0), vec(1, 0, 0));
  return pn.cross(slh);
}

Friends And Related Function Documentation

apeq

bool apeq ( const straight &  sl1, const straight &  sl2, vfloat  prec  )

friend

Definition at line 40 of file straight.cpp.

                                                                 {
  pvecerror("int apeq(const straight &sl1, const straight &sl2, vfloat prec)");
  int i = check_par(sl1.dir, sl2.dir, prec);
  if (i == 0) return false;
  if (apeq(sl1.piv, sl2.piv, prec)) return true;
  return (sl1.check_point_in(sl2.piv, prec) == 1);
}

operator!=

int operator!= ( const straight &  sl1, const straight &  sl2  )

friend

Definition at line 70 of file straight.h.

                                                                  {
    return sl1 == sl2 ? 0 : 1;
  }

operator<<

std::ostream & operator<< ( std::ostream &  file, const straight &  s  )

friend

Definition at line 303 of file straight.cpp.

                                                            {
  Ifile << "straight (line):\n";
  indn.n += 2;
  file << s.piv << s.dir;
  indn.n -= 2;
  return file;
}

operator==

int operator== ( const straight &  sl1, const straight &  sl2  )

friend

Definition at line 31 of file straight.cpp.

                                                         {
  pvecerror("int operator==(const straight &sl1, const straight &sl2)");
 
  if (!(sl1.dir == sl2.dir || sl1.dir == -sl2.dir)) return 0;
  if (sl1.piv == sl2.piv) return 1;
  if (sl1.check_point_in(sl2.piv, 0.0) == 1) return 1;
  return 0;
}

Member Data Documentation

aref

absref absref::* Heed::straight::aref

staticprotected

Initial value:

= {(absref absref::*)&straight::piv,
                                       (absref absref::*)&straight::dir}

Definition at line 37 of file straight.h.

Referenced by get_components().

dir

vec Heed::straight::dir

protected

Direction, unit vector.

Definition at line 29 of file straight.h.

Referenced by distance(), Gdir(), operator=(), straight(), and vecdistance().

piv

point Heed::straight::piv

protected

Origin point, pivot.

Definition at line 27 of file straight.h.

Referenced by distance(), Gpiv(), operator=(), straight(), and vecdistance().

---

The documentation for this class was generated from the following files:

• straight.h
• straight.cpp