Пример #1
0
static void
path_cleanup( struct aa_rx_mp *mp, ompl::geometric::PathGeometric &path )
{
    amino::sgSpaceInformation::Ptr &si = mp->space_information;

    if( mp->simplify ) {
        ompl::geometric::PathSimplifier ps(si);
        int n = (int)path.getStateCount();
        path.interpolate(n*10);

        for( int i = 0; i < 10; i ++ ) {
            ps.reduceVertices(path);
            ps.collapseCloseVertices(path);
            ps.shortcutPath(path);
        }

        ps.smoothBSpline(path, 3, path.length()/100.0);
    }
}
Пример #2
0
  EReturn OMPLsolver::getSimplifiedPath(ompl::geometric::PathGeometric &pg,
      Eigen::MatrixXd & traj, ob::PlannerTerminationCondition &ptc)
  {
    if (smooth_->data)
    {
      HIGHLIGHT("Simplifying solution");
      int original_cnt = pg.getStateCount();
      ros::Time start = ros::Time::now();

      //ompl_simple_setup_->simplifySolution(d);
      // Lets do our own simplifier ~:)
      if (original_cnt >= 3)
      {
        og::PathSimplifierPtr psf_ = ompl_simple_setup_->getPathSimplifier();
        const ob::SpaceInformationPtr &si =
            ompl_simple_setup_->getSpaceInformation();

        bool tryMore = false;
        if (ptc == false) tryMore = psf_->reduceVertices(pg);
        if (ptc == false) psf_->collapseCloseVertices(pg);
        int times = 0;
        while (tryMore && ptc == false)
        {
          tryMore = psf_->reduceVertices(pg);
          times++;
        }
        if (si->getStateSpace()->isMetricSpace())
        {
          if (ptc == false)
            tryMore = psf_->shortcutPath(pg);
          else
            tryMore = false;
          times = 0;
          while (tryMore && ptc == false)
          {
            tryMore = psf_->shortcutPath(pg);
            times++;
          }
        }

        std::vector<ob::State*> &states = pg.getStates();
        //	Calculate number of states required
        unsigned int length = 0;
        const int n1 = states.size() - 1;
        for (int i = 0; i < n1; ++i)
          length += si->getStateSpace()->validSegmentCount(states[i],
              states[i + 1]);
//				//	Forward reducing
//				HIGHLIGHT("States before forward reducing: "<<pg.getStateCount());
//				pg.interpolate(length);
//
//				bool need_backward = true;
//				for (int i = states.size() - 1; i > 0; i--)
//				{
//					if (si->checkMotion(states[0], states[i]))
//					{
//						ob::State *start = si->cloneState(states[0]);
//						pg.keepAfter(states[i]);
//						pg.prepend(start);
//						need_backward = (i == states.size() - 1) ? false : true;
//						break;
//					}
//				}
//
//				//	Backward reducing
//				ob::State *mid;
//				if (need_backward)
//				{
//					HIGHLIGHT("States before backward reducing: "<<pg.getStateCount());
//					pg.interpolate(length);
//					for (int i = 1; i < states.size(); i++)
//					{
//						if (si->checkMotion(states[states.size() - 1], states[i]))
//						{
//							ob::State *goal = si->cloneState(states[states.size() - 1]);
//							pg.keepBefore(states[i]);
//							pg.append(goal);
//							mid = si->cloneState(states[i]);
//							break;
//						}
//					}
//				}

        pg.interpolate(length);
      }

//			if (ompl_simple_setup_->haveSolutionPath())
//			{
//				pg.interpolate();
//			}
      HIGHLIGHT_NAMED("OMPLSolver",
          "Simplification took "<<ros::Duration(ros::Time::now()-start).toSec()<<"sec. States: "<<original_cnt<<"->"<<pg.getStateCount());
    }
    convertPath(pg, traj);

    return SUCCESS;
  }