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euclidean_distance.h

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/* -*- mode: C++ -*- */
/*
 *  Description: Euclidean distance functions
 *
 *  Copyright (C) 2009 Austin Robot Technology                    
 *
 *  License: Modified BSD Software License Agreement
 *
 *  $Id: euclidean_distance.h 1876 2011-11-26 23:48:08Z jack.oquin $
 */

#ifndef _EUCLIDEAN_DISTANCE_H_
#define _EUCLIDEAN_DISTANCE_H_

#include <art/epsilon.h>
#include <art/infinity.h>
#include <art_map/types.h>

namespace Euclidean
{

  void inline DistanceFromLine(float cx, float cy,
                               float ax, float ay ,
                               float bx, float by,
                               float &distanceSegment,
                               float &distanceLine)
    {
      // find the distance from the point (cx,cy) to the line
      // determined by the points (ax,ay) and (bx,by)
      //
      // distanceSegment = distance from the point to the line segment
      // distanceLine = distance from the point to the line
      //                    (assuming infinite extent in both directions)
      //
      // copied from http://www.codeguru.com/forum/printthread.php?t=194400

      float r_numerator = (cx-ax)*(bx-ax) + (cy-ay)*(by-ay);
      float r_denomenator = (bx-ax)*(bx-ax) + (by-ay)*(by-ay);
      float r = r_numerator / r_denomenator;

      float s =  ((ay-cy)*(bx-ax)-(ax-cx)*(by-ay) ) / r_denomenator;

      distanceLine = fabs(s)*sqrtf(r_denomenator);

      if ( (r >= 0) && (r <= 1) )
        {
          distanceSegment = distanceLine;
        }
      else
        {

          float dist1 = (cx-ax)*(cx-ax) + (cy-ay)*(cy-ay);
          float dist2 = (cx-bx)*(cx-bx) + (cy-by)*(cy-by);
          if (dist1 < dist2)
            {
              distanceSegment = sqrtf(dist1);
            }
          else
            {
              distanceSegment = sqrtf(dist2);
            }
        }
    }

  void inline DistanceFromLine(const MapXY& c,
                               const MapXY& a,
                               const MapXY& b,
                               float &distanceSegment,
                               float &distanceLine)
  {
    return DistanceFromLine(c.x,c.y,a.x,a.y,b.x,b.y,distanceSegment, 
                            distanceLine);
  }

  float inline DistanceTo(MapPose p1, MapPose p2)
    {
      float x_dist = p1.map.x - p2.map.x;
      float y_dist = p1.map.y - p2.map.y;
      return sqrtf(x_dist*x_dist + y_dist*y_dist);
    }

  float inline DistanceTo(float p1x, float p1y, float p2x, float p2y)
    {
      float x_dist = p1x - p2x;
      float y_dist = p1y - p2y;
      return sqrtf(x_dist*x_dist + y_dist*y_dist);
    }

  float inline DistanceTo(MapXY p1, MapXY p2)
    {
      MapXY dist = p1 - p2;
      return sqrtf(dist.x*dist.x + dist.y*dist.y);
    }

  float inline DistanceToTime(float distance, float speed)
    {
      float abs_speed = fabs(speed);
      if (abs_speed < Epsilon::speed)
        return (Infinite::time);
      else
        return (distance / abs_speed);
    }

  float inline DistanceToWaypt(const MapPose &pose,
                               const WayPointNode &waypt)
    {
      return DistanceTo(pose.map, waypt.map);
    }

  float inline DistanceToWaypt(MapXY point, const WayPointNode &waypt)
    {
      return DistanceTo(point, waypt.map);
    }

  float inline DistanceToWaypt(Polar polar,
                               const MapPose &origin,
                               const WayPointNode &waypt)
    {
      return DistanceTo(Coordinates::Polar_to_MapXY(polar, origin),
                        waypt.map);
    }

  bool inline point_in_line_segment(MapXY point, MapXY lp1, MapXY lp2)
    {
      return (fabs(DistanceTo(lp1, point) + DistanceTo(point, lp2)
                   - DistanceTo(lp1, lp2))
              < Epsilon::distance);
    }

}

#endif // _EUCLIDEAN_DISTANCE_H_ //

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art_map
Author(s): David Li, Patrick Beeson, Bartley Gillen, Tarun Nimmagadda, Mickey Ristroph, Michael Quinlan, Jack O'Quin
autogenerated on Fri Mar 1 14:12:31 2013