Game theory and evolutionary algorithm are used to optimize a wing of a regional turboprop aircraft, with the aims to compare different optimization strategies in the aircraft design field. Since the aircraft design field is very complex in terms of number of involved variables and space of analyses, it is not possible to perform an optimization process accounting for all possible parameters. This leads to the need to reduce the number of the variables to the most significant ones. A multi-objective optimization approach is here performed, paying attention to the variables which mainly influence the objective functions. Results of Nash-Genetic algorithm are compared against those of both a typical Pareto front and a scalarization, showing that the proposed approach locates almost all solutions on the Pareto front, while the scalarization results are confined only in a zone of this front. The optimization elapsed time for a single optimization point is less than 32% of an entire Pareto front, but the designer has initially to choose the players’ cards assignment.
Application of game theory and evolutionary algorithm to the regional turboprop aircraft wing optimization / Della Vecchia, P; Stingo, L; Nicolosi, F; De Marco, A; Daniele, E; D'Amato, E.. - Unico:(2017). (Intervento presentato al convegno 12th EUROGEN Conference tenutosi a Madrid (SPAIN) nel 13-15 September, 2017).
Application of game theory and evolutionary algorithm to the regional turboprop aircraft wing optimization
Della Vecchia P;Stingo L;Nicolosi F;De Marco A;D'Amato E.
2017
Abstract
Game theory and evolutionary algorithm are used to optimize a wing of a regional turboprop aircraft, with the aims to compare different optimization strategies in the aircraft design field. Since the aircraft design field is very complex in terms of number of involved variables and space of analyses, it is not possible to perform an optimization process accounting for all possible parameters. This leads to the need to reduce the number of the variables to the most significant ones. A multi-objective optimization approach is here performed, paying attention to the variables which mainly influence the objective functions. Results of Nash-Genetic algorithm are compared against those of both a typical Pareto front and a scalarization, showing that the proposed approach locates almost all solutions on the Pareto front, while the scalarization results are confined only in a zone of this front. The optimization elapsed time for a single optimization point is less than 32% of an entire Pareto front, but the designer has initially to choose the players’ cards assignment.File | Dimensione | Formato | |
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