The objective of this assignment is to plan a path for a robot from a given starting point to a destination using the A-* planning algorithm in ROS. The attached .pdf provides instructions on the specific requirements/parameters as well as additional files to help facilitate the programming. I will also attach a screenshot of what exactly the A-* planning algorithm is.
CSE 468/568: Robotics Algorithms 1
CSE 468/568 Lab 4: A* Planning
The objective of this assignment is to plan a path for a robot from a given starting
point to a destination. Create a new package called lab4, and place the world files
(playground.pgm and playground.world) in the appropriate sub-folder.
The objective of the assignment is simple. Use A-* planning algorithm to find a route
from a default start point (-8.0, -2.0) to a default goal (4.5, 9.0). Please go through the
tutorial on ROS Parameters. The goal should be defined as two parameters goalx and
goaly both of which should be doubles. This allows us to set a new goal parameter, and
the robot should plan a path to the new goal.
There are a couple of challenges in implementing A-* planning as discussed in class.
The first challenge is to derive a graph representation of the workspace. This depends
on the map representation that the estimation block provides us. Typical examples of
such representations are occupancy grids - a grid representation with 1s and 0s with 1
indicating an obstacle in that cell and 0 representing an empty cell. For this assignment,
we have provided you such an occupancy grid. It is the file map.txt. It grids the world
as 1X1 cells. You should import this into your program as the map.
The second challenge is the heuristic for the estimated cost between the current node
and the goal. Given you know the current location and the goal, you can use Euclidean
distance between the current location and the goal as the heuristic cost.
Once planned, you should command your robot to execute the plan to go from start to
goal.
Submission Instructions
As always, please submit via Autograder.
The assignment is due Sunday, Dec 12 just before midnight
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