@Article{Mainenti-LopesSouzSous:2011:DeSaAt,
author = "Mainenti-Lopes, Igor and Souza, Luiz Carlos Gadelha de and Sousa,
Fabiano Luis de",
affiliation = "{} and {Instituto Nacional de Pesquisas Espaciais (INPE)} and
{Instituto Nacional de Pesquisas Espaciais (INPE)}",
title = "Design of the Satellite Attitude Control System using
Multi-Objective Generalized Extremal Optimization",
journal = "Advances in the Astronautical Sciences",
year = "2011",
volume = "I",
pages = "1241--1252",
note = "Setores de Atividade: Atividades profissionais,
cient{\'{\i}}ficas e t{\'e}cnicas.",
keywords = "optimization algorithm, Nonlinear Optimal Control.",
abstract = "In this work a new multi-objective optimization algorithm is
presented. The main motivation to develop this new evolutionary
algorithm, called M-GEOreal, is to improve the performance and
robustness of the M-GEO algorithm previously developed and
available in the literature. As a brand new algorithm, several
tests have been performed previously with well-known test
functions commonly used to verify the performance and robustness
of optimization algorithm. In this work the performance and
robustness of the M-GEOreal algorithm is investigated in a
practical problem, which consist in designing a non-linear control
law to control a rigid-flexible satellite attitude. The
multi-objective control law requirements are to minimize,
simultaneously, the time and the energy during the satellite
attitude maneuver. A great advantage of this multi-objective
approach is to deal with a set of optimised trade-off creating a
region of solutions (non-dominated) available to the designer for
posterior choice of an individual solution to be implemented. The
non-dominated solutions are represented in the design space
(Pareto optimal set) and in the objective functions space (Pareto
front). From this design space one gets the best non-linear
control law gains to satisfy the performance and robustness
requirements of the satellite attitude control system. It is also
important to stress that the besides the M-GEOreal be an
optimization algorithm it is able to deal with non-linear system,
designing a nonlinear control law. From the Pareto Front one
obverses that M-GEOreal results are superior to the others two
techniques, since its non-control law spend less energy to the
same maneuvers time. The better robustness of the M-GEOreal is
characterized by the fact that it is able to control a non-linear
plant.",
issn = "0065-3438",
label = "lattes: 5801699053436537 2 Mainenti-LopesSouzSous:2011:DeOfTh",
language = "en",
targetfile = "AAS11 270gad.pdf",
urlaccessdate = "03 maio 2024"
}