Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis

In order to continue paper [5] which presented the nonlinear equations of the movement for small satellite, this paper presents some aspects regarding the synthesis of the attitude control. Afterthe movement equation linearization, the stability and command matrixes will be established and by using...

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Main Authors: Adrian CHELARU, Adrian-Mihail STOICA, Teodor-Viorel CHELARU
Format: Article
Language:English
Published: National Institute for Aerospace Research “Elie Carafoli” - INCAS 2013-03-01
Series:INCAS Bulletin
Subjects:
Online Access:http://bulletin.incas.ro/files/chelaru_t_v__stoica_a_m__chelaru_a__full.pdf
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author Adrian CHELARU
Adrian-Mihail STOICA
Teodor-Viorel CHELARU
author_facet Adrian CHELARU
Adrian-Mihail STOICA
Teodor-Viorel CHELARU
author_sort Adrian CHELARU
collection DOAJ
description In order to continue paper [5] which presented the nonlinear equations of the movement for small satellite, this paper presents some aspects regarding the synthesis of the attitude control. Afterthe movement equation linearization, the stability and command matrixes will be established and by using the gradient methods controller we will obtain them. Two attitude control cases will beanalysed: the reaction wheels and the micro thrusters. The results will be used in the project European Space Moon Orbit - ESMO, founded by the European Space Agency in which the POLITEHNICA University of Bucharest is involved.
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spelling doaj.art-79ea79eeab8842ff99805a9d730abff82022-12-21T21:18:23ZengNational Institute for Aerospace Research “Elie Carafoli” - INCASINCAS Bulletin2066-82012247-45282013-03-0151456110.13111/2066-8201.2013.5.1.6Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, SynthesisAdrian CHELARUAdrian-Mihail STOICATeodor-Viorel CHELARUIn order to continue paper [5] which presented the nonlinear equations of the movement for small satellite, this paper presents some aspects regarding the synthesis of the attitude control. Afterthe movement equation linearization, the stability and command matrixes will be established and by using the gradient methods controller we will obtain them. Two attitude control cases will beanalysed: the reaction wheels and the micro thrusters. The results will be used in the project European Space Moon Orbit - ESMO, founded by the European Space Agency in which the POLITEHNICA University of Bucharest is involved.http://bulletin.incas.ro/files/chelaru_t_v__stoica_a_m__chelaru_a__full.pdflinear equationssmall satellitesgradient methodsmathematical model
spellingShingle Adrian CHELARU
Adrian-Mihail STOICA
Teodor-Viorel CHELARU
Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
INCAS Bulletin
linear equations
small satellites
gradient methods
mathematical model
title Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
title_full Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
title_fullStr Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
title_full_unstemmed Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
title_short Attitude Control Synthesis for Small Satellites Using Gradient Method. Part II Linear Equations, Synthesis
title_sort attitude control synthesis for small satellites using gradient method part ii linear equations synthesis
topic linear equations
small satellites
gradient methods
mathematical model
url http://bulletin.incas.ro/files/chelaru_t_v__stoica_a_m__chelaru_a__full.pdf
work_keys_str_mv AT adrianchelaru attitudecontrolsynthesisforsmallsatellitesusinggradientmethodpartiilinearequationssynthesis
AT adrianmihailstoica attitudecontrolsynthesisforsmallsatellitesusinggradientmethodpartiilinearequationssynthesis
AT teodorviorelchelaru attitudecontrolsynthesisforsmallsatellitesusinggradientmethodpartiilinearequationssynthesis