Abstract
This article examines autonomous reconnaissance in a complex urban environment using unmanned aerial vehicles (UAVs). Environments with many buildings and other types of obstacles and/or an uneven terrain are harder to be explored as occlusion of objects of interest may often occur. First, in this article, the problem of autonomous reconnaissance in a complex urban environment via a swarm of UAVs is formulated. Then, the algorithm based on the metaheuristic approach is proposed for a solution. This solution lies in deploying a number of waypoints in the area of interest to be explored, from which the monitoring is performed, and planning the routes for available UAVs among these waypoints so that the monitored area is as large as possible and the operation as short as possible. In the last part of this article, two types of main experiments based on computer simulations are designed to verify the proposed algorithms. The first type focuses on comparing the results achieved on the benchmark instances with the optimal solutions. The second one presents and discusses the results obtained from a number of scenarios, which are based on typical reconnaissance operations in real environments.
Highlights
Swarm robotics has become a phenomenon in many real-world applications
The reconnaissance operations are assumed to be performed in complex urban environments and/or very uneven terrain where obstacles or terrain may cause occlusions
Marzal [12] aimed at the determination of the number of guards required to cover the interior of a pseudo-polyhedron as well as the placement of these guards; this study models the art gallery by an orthogonal pseudo-polyhedron
Summary
Swarm robotics has become a phenomenon in many real-world applications. It is about the coordination of multiple robots as a system to achieve a desired behavior. Vehicles (UAVs) equipped with necessary sensors may be used in many situations and applications both in the civil and military domains. The problem of using a swarm of UAVs in military reconnaissance operations is formulated and the solution to this problem is proposed. The article is organized as follows: the authors’ motivation is discussed along with the implementation of the results.
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