Java Applet for Robotic Navigation with Constraints ------------------------------------------- Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian Level Set Methods J.A. Sethian

Java Applet for Robotic Navigation with Constraints

This is an applet for robotic navigation with constraints. You can lay down a collection of obstacles, design the shape of your own robot, and the fix a starting point and finishing point. Once this is done, the Fast Marching Method will automatically compute and display the the solution. To understand how optimal path planning can be cast as a problem in front propagation, go to the web page on robotic navigation

Instructions:
  1. Click on Draw, and hold the mouse down to drag and create an obstacle. You may do this multiple times to create more than one obstacle.
  2. Click on Robot, and then click and draw in the domain to design a robot. You may assemble the robot out of several rectangles.
  3. Click on Goal, and position the final end point for the robot.
  4. You can reposition obstacles and the robot using Move and Rotate.
  5. Click on Go to find the optimal path.


Things to Notice and Try:

References

Kimmel, R., and Sethian, J.A., Fast Marching Methods for Robotic Navigation with Constraints Center for Pure and Applied Mathematics Report, Univ. of California, Berkeley, May 1996, submitted for publication, Int. Journal Robotics Research, 1998.



NEW BOOK ON FAST MARCHING METHODS AND LEVEL SET METHODS:

Sethian, J.A., Fast Marching Methods and Level Set Methods: Evolving Interfaces in Computational Geometry, Fluid Mechanics, Computer Vision and Materials Sciences, Cambridge University Press, 1999.
Return to Fast Marching/Level Set Main Page

J.A. Sethian
sethian@math.berkeley.edu
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