Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty

The purpose of this paper is to control the trajectory of the nonlinear missile model in the pitch channel by using Fractional PID controller (FPID) and Gain Schedule Fractional PID controller (GSFPID). FPID and GSFPID with nonlinear missile model are designed where their parameters are tuned by Sim...

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Main Authors: Mohamed Fawzy Ahmed, Hassen Taher Dorrah
Format: Article
Language:English
Published: Taylor & Francis Group 2018-10-01
Series:Automatika
Subjects:
Online Access:http://dx.doi.org/10.1080/00051144.2018.1549696
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spelling doaj-bf3c8be1887e4a51916bb6bc8bbf8edc2020-11-24T21:40:06ZengTaylor & Francis GroupAutomatika0005-11441848-33802018-10-01593-435737210.1080/00051144.2018.15496961549696Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertaintyMohamed Fawzy Ahmed0Hassen Taher Dorrah1Cairo UniversityCairo UniversityThe purpose of this paper is to control the trajectory of the nonlinear missile model in the pitch channel by using Fractional PID controller (FPID) and Gain Schedule Fractional PID controller (GSFPID). FPID and GSFPID with nonlinear missile model are designed where their parameters are tuned by Simulink design optimization in the Matlab toolbox. This optimization method gives the optimal parameters that achieve the best tracking with step unit reference signal. The GSFPID controller compensates the restrictions that represent physical limits of actuators in the pitch channel. The GSFPID with nonlinear missile model is designed in two phases. The first phase is the boost phase where the thrust force is maximized and the second phase is sustain phase where the thrust force is minimized. The equations of motion for nonlinear missile model with FPID and GSFPID are modelled mathematically in the Matlab-Simulink environment. The results of FPID and GSFPID controllers with the nonlinear missile model are presented and compared. The wind effect and the dynamic uncertainties effects are researched and the results are compared. The closed-loop nonlinear system is linearized by the Simulink linear analysis tool at critical operating point t = 5.8 sec and the stability is studied.http://dx.doi.org/10.1080/00051144.2018.1549696Six degree of freedom missile (6-DOF)fractional PID controller (FPID)gain schedule fractional PID controller (GSFPID)Simulink design optimizationwind effectdynamic uncertaintiesstability analysis
collection DOAJ
language English
format Article
sources DOAJ
author Mohamed Fawzy Ahmed
Hassen Taher Dorrah
spellingShingle Mohamed Fawzy Ahmed
Hassen Taher Dorrah
Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
Automatika
Six degree of freedom missile (6-DOF)
fractional PID controller (FPID)
gain schedule fractional PID controller (GSFPID)
Simulink design optimization
wind effect
dynamic uncertainties
stability analysis
author_facet Mohamed Fawzy Ahmed
Hassen Taher Dorrah
author_sort Mohamed Fawzy Ahmed
title Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
title_short Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
title_full Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
title_fullStr Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
title_full_unstemmed Design of gain schedule fractional PID control for nonlinear thrust vector control missile with uncertainty
title_sort design of gain schedule fractional pid control for nonlinear thrust vector control missile with uncertainty
publisher Taylor & Francis Group
series Automatika
issn 0005-1144
1848-3380
publishDate 2018-10-01
description The purpose of this paper is to control the trajectory of the nonlinear missile model in the pitch channel by using Fractional PID controller (FPID) and Gain Schedule Fractional PID controller (GSFPID). FPID and GSFPID with nonlinear missile model are designed where their parameters are tuned by Simulink design optimization in the Matlab toolbox. This optimization method gives the optimal parameters that achieve the best tracking with step unit reference signal. The GSFPID controller compensates the restrictions that represent physical limits of actuators in the pitch channel. The GSFPID with nonlinear missile model is designed in two phases. The first phase is the boost phase where the thrust force is maximized and the second phase is sustain phase where the thrust force is minimized. The equations of motion for nonlinear missile model with FPID and GSFPID are modelled mathematically in the Matlab-Simulink environment. The results of FPID and GSFPID controllers with the nonlinear missile model are presented and compared. The wind effect and the dynamic uncertainties effects are researched and the results are compared. The closed-loop nonlinear system is linearized by the Simulink linear analysis tool at critical operating point t = 5.8 sec and the stability is studied.
topic Six degree of freedom missile (6-DOF)
fractional PID controller (FPID)
gain schedule fractional PID controller (GSFPID)
Simulink design optimization
wind effect
dynamic uncertainties
stability analysis
url http://dx.doi.org/10.1080/00051144.2018.1549696
work_keys_str_mv AT mohamedfawzyahmed designofgainschedulefractionalpidcontrolfornonlinearthrustvectorcontrolmissilewithuncertainty
AT hassentaherdorrah designofgainschedulefractionalpidcontrolfornonlinearthrustvectorcontrolmissilewithuncertainty
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