Abstract

We propose a distributed approach to solve the multi-robot task allocation problem. This problem consists of two distinct sets: robots and tasks. The objective is to assign tasks to robots while optimizing a given criterion. This problem is known to be $\mathcal {NP}$ -hard even with small numbers of robots and tasks. The field of survivors’ search and rescue is adopted: i.e. some Unmanned Aerial Vehicles are used to rescue a number of survivors. We choose this problem, given its importance in everyday life: (a) survivors are the tasks; (b) Unmanned Aerial Vehicles are the robots; and (c) the objective is to rescue the maximum number of survivors while minimizing the makespan (time elapsed between rescuing the first and last survivors) and traveled distances. The approach is composed of two phases: inclusion and consensus. During the inclusion phase, each Unmanned Aerial Vehicle builds a bundle of survivors using the Ant Colony System. During the consensus phase, Unmanned Aerial Vehicles resolve conflicts in their bundles of survivors (i.e. a survivor is being chosen by more than two Unmanned Aerial Vehicles), using an adequate coordination mechanism. The approach is implemented using Java programming language and JADE multi-agent Framework. The performance of our approach is compared to five state-of-the-art multi-robot task allocation solutions. Simulation results show that the proposed approach outperforms these solutions, in terms of: (i) makespans; (ii) traveled distances; and (iii) exchanged messages.

Highlights

  • The Multi-Robot Task Allocation (MRTA) problem is a key-concept in Multi-Robot Systems (MRS)

  • We propose a strategy to construct a bundle of survivors for each Unmanned Aerial Vehicles (UAVs), using Ant Colony System (ACS) [19]

  • Since the approach is based on the consensus-based bundle algorithm, it has two main consecutive phases

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Summary

INTRODUCTION

The Multi-Robot Task Allocation (MRTA) problem is a key-concept in Multi-Robot Systems (MRS) It can be modeled as two distinct sets: a set T of tasks to be achieved and a set R of robots capable of doing these tasks. We propose a distributed approach to the MRTA problem, in the domain of search and rescue missions. Ant Colony System is introduced to generate bundles of survivors for each UAV, given to its efficiency to handle shortest path finding problems: i.e. our main objective is to minimize makespans and traveled distances in a fully connected undirected graph. We compared the proposed approach to five state-of-the-art multi-robot task allocation solutions [35], [36], [40], [58], [81].

RELATED WORK
CONSENSUS PHASE
CONCLUSION AND PERSPECTIVES
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