Title :
Obstacle avoidance in a dynamic environment: a collision cone approach
Author :
Chakravarthy, Animesh ; Ghose, Debasish
Author_Institution :
Flight Mech. & Simulation Div., Aeronaut. Dev. Agency, Bangalore, India
fDate :
9/1/1998 12:00:00 AM
Abstract :
A novel collision cone approach is proposed as an aid to collision detection and avoidance between irregularly shaped moving objects with unknown trajectories. It is shown that the collision cone can be effectively used to determine whether collision between a robot and an obstacle (both moving in a dynamic environment) is imminent. No restrictions are placed on the shapes of either the robot or the obstacle, i.e., they can both be of any arbitrary shape. The collision cone concept is developed in a phased manner starting from existing analytical results that enable prediction of collision between two moving point objects. These results are extended to predict collision between a point and a circular object, between a point and an irregularly shaped object, between two circular objects, and finally between two irregularly shaped objects. Using the collision cone approach, several strategies that the robot can follow in order to avoid collision, are presented. A discussion on how the shapes of the robot and obstacles can be approximated in order to reduce computational burden is also presented. A number of examples are given to illustrate both collision prediction and avoidance strategies of the robot
Keywords :
computational complexity; mobile robots; path planning; collision avoidance strategies; collision cone approach; collision detection; collision prediction; computational burden; dynamic environment; irregularly shaped moving objects; obstacle avoidance; robot; unknown trajectories; Aerodynamics; Land use planning; Mobile robots; Motion planning; Object detection; Path planning; Robot sensing systems; Robotics and automation; Shape; Vehicle dynamics;
Journal_Title :
Systems, Man and Cybernetics, Part A: Systems and Humans, IEEE Transactions on
DOI :
10.1109/3468.709600