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Multi-layered optimal navigation system for quadrotor UAV
by
Dala, Laurent
, Lagha, Mohand
, Choutri, Kheireddine
in
Algorithms
/ Control stability
/ Control systems
/ Controllers
/ Cost function
/ Design
/ Differential equations
/ Energy consumption
/ Genetic algorithms
/ Mathematical analysis
/ Multilayers
/ Navigation systems
/ Neural networks
/ Nonlinear control
/ Obstacle avoidance
/ Optimization
/ Quaternions
/ Robustness
/ Trajectories
/ Unmanned aerial vehicles
/ Unmanned helicopters
/ Velocity
2020
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Multi-layered optimal navigation system for quadrotor UAV
by
Dala, Laurent
, Lagha, Mohand
, Choutri, Kheireddine
in
Algorithms
/ Control stability
/ Control systems
/ Controllers
/ Cost function
/ Design
/ Differential equations
/ Energy consumption
/ Genetic algorithms
/ Mathematical analysis
/ Multilayers
/ Navigation systems
/ Neural networks
/ Nonlinear control
/ Obstacle avoidance
/ Optimization
/ Quaternions
/ Robustness
/ Trajectories
/ Unmanned aerial vehicles
/ Unmanned helicopters
/ Velocity
2020
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Do you wish to request the book?
Multi-layered optimal navigation system for quadrotor UAV
by
Dala, Laurent
, Lagha, Mohand
, Choutri, Kheireddine
in
Algorithms
/ Control stability
/ Control systems
/ Controllers
/ Cost function
/ Design
/ Differential equations
/ Energy consumption
/ Genetic algorithms
/ Mathematical analysis
/ Multilayers
/ Navigation systems
/ Neural networks
/ Nonlinear control
/ Obstacle avoidance
/ Optimization
/ Quaternions
/ Robustness
/ Trajectories
/ Unmanned aerial vehicles
/ Unmanned helicopters
/ Velocity
2020
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Journal Article
Multi-layered optimal navigation system for quadrotor UAV
2020
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Overview
Purpose
This paper aims to propose a new multi-layered optimal navigation system that jointly optimizes the energy consumption, improves the robustness and raises the performance of a quadrotor unmanned aerial vehicle (UAV).
Design/methodology/approach
The proposed system is designed as a multi-layered system. First, the control architecture layer links the input and the output spaces via quaternion-based differential flatness equations. Then, the trajectory generation layer determines the optimal reference path and avoids obstacles to secure the UAV from collisions. Finally, the control layer allows the quadrotor to track the generated path and guarantees the stability using a double loop non-linear optimal backstepping controller (OBS).
Findings
All the obtained results are confirmed using several scenarios in different situations to prove the accuracy, energy optimization and the robustness of the designed system.
Practical implications
The proposed controllers are easily implementable on-board and are computationally efficient.
Originality/value
The originality of this research is the design of a multi-layered optimal navigation system for quadrotor UAV. The proposed control architecture presents a direct relation between the states and their derivatives, which then simplifies the trajectory generation problem. Furthermore, the derived differentially flat equations allow optimization to occur within the output space as opposed to the control space. This is beneficial because constraints such as obstacle avoidance occur in the output space; hence, the computation time for constraint handling is reduced. For the OBS, the novelty is that all controller parameters are derived using the multi-objective genetic algorithm (MO-GA) that optimizes all the quadrotor state’s cost functions jointly.
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