The costmap_generator
Package
costmap_generator_node
This node reads PointCloud
and/or DynamicObjectArray
and creates an OccupancyGrid
and GridMap
. VectorMap(Lanelet2)
is optional.
Name |
Type |
Description |
~input/objects |
autoware_perception_msgs::DynamicObjectArray |
predicted objects, for obstacles areas |
~input/points_no_ground |
sensor_msgs::PointCloud2 |
ground-removed points, for obstacle areas which can't be detected as objects |
~input/vector_map |
autoware_lanelet2_msgs::MapBin |
vector map, for drivable areas |
~input/scenario |
autoware_planning_msgs::Scenario |
scenarios to be activated, for node activation |
Output topics
Name |
Type |
Description |
~output/grid_map |
grid_map_msgs::GridMap |
- costmap as GridMap, values are from 0.0 to 1.0 |
~output/occupancy_grid |
nav_msgs::OccupancyGrid |
- costmap as OccupancyGrid, values are from 0 to 100 |
Output TFs
None
How to launch
- Write your remapping info in
costmap_generator.launch
or add args when executing roslaunch
- Run
roslaunch costmap_generator costmap_generator.launch
Parameters
Name |
Type |
Description |
update_rate |
double |
timer's update rate |
use_objects |
bool |
whether using ~input/objects or not |
use_points |
bool |
whether using ~input/points_no_ground or not |
use_wayarea |
bool |
whether using wayarea from ~input/vector_map or not |
costmap_frame |
string |
created costmap's coordinate |
vehicle_frame |
string |
vehicle's coordinate |
map_frame |
string |
map's coordinate |
grid_min_value |
double |
minimum cost for gridmap |
grid_max_value |
double |
maximum cost for gridmap |
grid_resolution |
double |
resolution for gridmap |
grid_length_x |
int |
size of gridmap for x direction |
grid_length_y |
int |
size of gridmap for y direction |
grid_position_x |
int |
offset from coordinate in x direction |
grid_position_y |
int |
offset from coordinate in y direction |
maximum_lidar_height_thres |
double |
maximum height threshold for pointcloud data |
minimum_lidar_height_thres |
double |
minimum height threshold for pointcloud data |
expand_rectangle_size |
double |
expand object's rectangle with this value |
size_of_expansion_kernel |
int |
kernel size for blurring effect on object's costmap |
Flowchart
![uml diagram](data:image/png;base64,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)