Abstract

The behavior of nature’s predators is considered for designing a high speed tracking controller for nonholonomic vehicles, whose dynamics are represented using a unicycle model. To ensure that the vehicle behavior closely resembles that of a predator, saturation constraints are added and accounted for using Lyapunov stability criterion. Following verification and comparison of the saturation constraints, the proposed algorithm is implemented on a testing platform. Based on the results presented, we believe the algorithm shows significant promise in high speed control and obstacle avoidance.

Keywords:
Nonholonomic system Control theory (sociology) Lyapunov function Vehicle dynamics Obstacle Tracking (education) Computer science Obstacle avoidance Lyapunov stability Controller (irrigation) Stability (learning theory) Saturation (graph theory) Control engineering Control (management) Mobile robot Engineering Robot Mathematics Artificial intelligence Nonlinear system Physics Automotive engineering

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