DISTRIBUTED LEADER-FOLLOWER FLOCKING CONTROL

This paper presents a fuzzy based leader-follower flocking system. To maintain the distance between robots, we use a fuzzy logic controller to design a "force function" which is related to the relative distance between neighbours. The "force function" is used to control velocity of robots. To prove stability of the flocking system, we build a Hamilton function which is kinetic energy of the flocking system. Utilizing the LaSalle's invariance principle, we prove that the system is stable. Specially, we develop a flocking controller in local form. By using the local controller, the robots in the flocking system only need to know local information (relative distances and relative angles between neighbours). To evaluate performance of the flocking system, we simulate the flocking system tracking trajectories with different shapes. The local flocking algorithm is tested with three Pioneer robots. We use the SICK laser scanner to measure the relative distances and relative angles between neighbours.