Abstract

The main objective of an unmanned aerial vehicle (UAV) path planning is to generate a flight path that links a start point to an endpoint in an indoor space avoiding obstacles. Path planning is essential for many real-life applications such as an autonomous car, surveillance mission, farming robots, unmanned aerial vehicles package delivery, space exploration, and many others. To create an optimal path, we need to adopt a specific criterion to minimize the distance the UAV must travel such as the Euclidean distance. In this paper, we provide our initial idea of creating an optimal path for indoor UAV using both A* and the Late Acceptance Hill Climbing (LAHC) algorithms. We are adopting an indoor search environment with various complexity and utilize the Probabilistic Roadmap algorithm (PRM) as a search space for both algorithms. The basic idea following PRM is to generate random sample points in the space and search these points for an optimal path. The developed results show that the LAHC algorithm outperforms the A* algorithm.

Highlights

  • unmanned aerial vehicle (UAV) became one of the most challenging and elevated technologies in aeronautics [1]

  • We investigated the performance of the Late Acceptance Hill Climbing (LAHC) algorithm over simple and complex Probabilistic Roadmap algorithm (PRM), and compare its performance with a well-known heuristic search algorithm, which is A∗

  • We noticed that the size of the history length gives LAHC the ability to explore more search space

Read more

Summary

Introduction

The classic PRM algorithm is used to calculate the shortest path. One of the main disadvantageous of PRM is that if the created random points are not fairly distributed on the environment as shown in Figure 3 there is no guarantee that the path to be found shall be an optimal one. Late Acceptance Hill Climbing to develop a collision path planning algorithm based on the Probabilistic Roadmap.

Probabilistic Roadmap
Path Planning
The Late Acceptance Hill Climbing
Experimental Results
Conclusions and Future Work
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