Formation Configuration for Cooperative Multiple UAV via Backstepping PID Controller
Military Technical College • 2018
Publication Information
Authors
M. Mahfouz1
, Ahmed Taimour Hafez2
, M. Ashry3
, and G. Elnashar4
Keywords
Not Available
Journal
Military Technical College
Publisher
Not Available
Volume
Not Available
Issue
Not Available
Pages
Not Available
publication.type
International
Paper Link
Not Available
Supplementary Materials
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Abstract
The issue of formation rearrangement for a troop of cooperative unmanned vertical takeoff and landing (VTOL) aircrafts in an obstacle-loaded atmosphere is figured out using a
purposed backstepping based proportional–integral–derivative controller (PID). The
designed controller is developed to regulate every unmanned quadrotor within the troop in
an exceedingly localized manner guaranteeing the reserving of the required geometric
formation. The backstepping technique could be a promising control technique for nonlinear
and coupled multivariable systems. The essential contribution in this paper concentrates on
resolving the formation issue for a troop of cooperative pilotless VTOL airplanes in a
decentralized manner via backstepping PID regulator. The designed decentralized controller
guarantees the success of the required mission of the swarming troop. The simulation results
declare the successes of the proposed controller in guaranteeing the stability of the system
and reserving of the desired geometric formation either within the existence or absence of
obstacles.
purposed backstepping based proportional–integral–derivative controller (PID). The
designed controller is developed to regulate every unmanned quadrotor within the troop in
an exceedingly localized manner guaranteeing the reserving of the required geometric
formation. The backstepping technique could be a promising control technique for nonlinear
and coupled multivariable systems. The essential contribution in this paper concentrates on
resolving the formation issue for a troop of cooperative pilotless VTOL airplanes in a
decentralized manner via backstepping PID regulator. The designed decentralized controller
guarantees the success of the required mission of the swarming troop. The simulation results
declare the successes of the proposed controller in guaranteeing the stability of the system
and reserving of the desired geometric formation either within the existence or absence of
obstacles.
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