/laserscan_to_pointcloud

Primary LanguageC++BSD 3-Clause "New" or "Revised" LicenseBSD-3-Clause

laserscan_to_pointcloud

ROS package able to assemble sensor_msgs::LaserScan and publish sensor_msgs::PointCloud2 using spherical linear interpolation (interpolation optional and number of TFs to use customizable).

It can publish point clouds after a given number of laser scans has been assemble or at regular intervals (these parameters can be changed dynamically through dynamic_reconfigure or by analyzing nav_msgs::Odometry | sensor_msgs::Imu | geometry_msgs::Twist).

Its main use cases are:

  • Correct distortion of sensor_msgs::LaserScan
  • Merge laser scans from several sensors into a single point cloud
  • Merge laser scans from a laser scan that is mounted in a tilting platform

The lasers are transformed and merged into a given TF frame and the assembler can use an auxiliary frame as recovery (allows to assemble frames in the map frame and when this frame becomes unavailable, it uses the laser->odom TF and the last odom->map TF).

To perform spherical linear interpolation it is necessary to estimate the sensor movement within the time of the first and last laser scan (using TF transforms). This can be achieved with a target frame_id that includes motion estimation within the TF chain or with a separate TF chain using the motion_estimation_source_frame_id and motion_estimation_target_frame_id parameters.

For more information about the package configurations, please see the documentation available in laserscan_to_pointcloud.launch.

Example 1 of laser deformation

Figure 1.1: Example 1 of laser deformation

Example 1 of laser deformation corrected using spherical linear interpolation

Figure 1.2: Example 1 of laser deformation corrected using spherical linear interpolation

Example 2 of laser deformation

Figure 2.1: Example 2 of laser deformation

Example 2 of laser deformation corrected using spherical linear interpolation

Figure 2.2: Example 2 of laser deformation corrected using spherical linear interpolation