Abstract

We are interested in developing a new control architecture to command a mobile robot in a partially known environment. For that purpose, a hybrid control architecture is adopted, combining the reactive and the deliberative method. The reactive method consists of the hierarchical fuzzy controllers based on Type-2 Fuzzy Logic System (T2-FLS), dedicated to commanding the robot towards a mobile target while avoiding unexpected obstacles. A comparative study is made to show the efficiency of T2-FLS against Type-1 Fuzzy Logic System (T1-FLS). Additionally, the used deliberative method is the sliding mode, allowing the robot to track the mobile goal trajectory. Simulation results are given finally to test the proposed architecture.

Highlights

  • Controlling a mobile robot in an unknown environment is an attractive aspect in the field of robotic, as it is used in many applications

  • We present the inputs simulation and some simulations results to test the validity of the control architecture proposed and to compare the performance of Type-1 Fuzzy Logic System (T1-FLS) and T2FLS

  • We consider a robot which starts from an initial point (X, Y) = (0, 0) and tries to get closer to a dynamic target until reaching the desired final point

Read more

Summary

Introduction

Controlling a mobile robot in an unknown environment is an attractive aspect in the field of robotic, as it is used in many applications. Researchers have developed several methods of controlling non-holonomic robot in a real environment. Those methods can be classified into three groups: reactive approaches, deliberative approaches, and hybrid approach, which is a combination between both of them [1]. The robot receives at each instant information about its local environment and moves autonomously to reach a desired point [2, 3]. This approach is adaptable to the dynamic or unexpected environment, but may have some problems such as nonconvergence or local minima [4]. Neural networks [5], potential field [6], and fuzzy logic [7] are among the methods which illustrate the reactive approach

Methods
Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call