2020
DOI: 10.1155/2020/2069631
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Distance-Based Formation Control for Quadrotors with Collision Avoidance via Lyapunov Barrier Functions

Abstract: In this paper, group formation control with collision avoidance is investigated for heterogeneous multiquadrotor vehicles. Specifically, the distance-based formation and tracking control problem are addressed in the framework of leader-follower architecture. In this scheme, the leader is assigned the task of intercepting a target whose velocity is unknown, while the follower quadrotors are arranged to set up a predefined rigid formation pattern, ensuring simultaneously interagent collision avoidance and relati… Show more

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Cited by 6 publications
(6 citation statements)
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“…Theorem 2: Consider the system (1) in closed loop with the dynamic controller defined by (36), together with (31)- (35), and the command filters (23) with initial conditions set to α l−1,1 (0) = x * l (0) and α l−1,2 (0) = 0, l ∈ {2, . .…”
Section: Extension To Partial-and Full-state Consensus With Output Co...mentioning
confidence: 99%
See 1 more Smart Citation
“…Theorem 2: Consider the system (1) in closed loop with the dynamic controller defined by (36), together with (31)- (35), and the command filters (23) with initial conditions set to α l−1,1 (0) = x * l (0) and α l−1,2 (0) = 0, l ∈ {2, . .…”
Section: Extension To Partial-and Full-state Consensus With Output Co...mentioning
confidence: 99%
“…Connectivity constraints are considered in [34], but only for UAVs interconnected under undirected topologies and collision-avoidance is not addressed. In turn, the latter is considered in [35], but only for systems interconnected under an undirected topology.…”
Section: Introductionmentioning
confidence: 99%
“…Rifqi et al implement a Leader-follower formation controller for two parrot AR drones, where a dedicated PD controller is designed for the respective models [28]. A distance based formation controller is designed for the formation and tracking control of quad-rotors in leader-follower formation which has the capabilities of collision avoidance via Lyapunov barrier functions [29]. A classical adaptive controller is designed for the formation control of swarm of UAVs in leader follower formation in an environment with motion constraints and unknown external disturbances [30].…”
Section: U Wmentioning
confidence: 99%
“…If the formation of UAVs is abnormal and colliding, the monitoring system quickly acquires abnormal information International Journal of Aerospace Engineering and notices each member. The health management system adopts control decision optimization to adjust the configuration of the formation and the relative movement relationship of nodes in real-time [32,33].…”
Section: Typical Fault Models Of the Uav Formationmentioning
confidence: 99%