In the present paper a development of a finite element model for inflatable winglet structure will be introduced. Most conventional aircrafts are equipped with fixed winglets to decrease the induced drag; thus, saving more fuel. New projects point towards advanced smart materials and telescopic wing tip devices to obtain an adaptive morphing shape that gives, through performances improvement, a fuel consumption reduction resulting in less pollutants. The focus of this paper is to characterize the behavior of inflatable winglet in terms of inflated and deflated shapes in a multi-bumps configuration. The effect of the material properties on the inflation time and shape will be evaluated. The process used to create a finite element model of the winglet will be presented. Modeling assumptions and dynamic inflation simulation method will be discussed.
Development of a finite element model for inflatable winglet / P., Ruocco; P., Romano; DE FENZA, Angelo; D., D’Orazio; Barile, Marco; Lecce, Leonardo. - (2013). (Intervento presentato al convegno XXII AIDAA National Congress tenutosi a Napoli nel Settembre 2013).
Development of a finite element model for inflatable winglet
DE FENZA, ANGELO;BARILE, MARCO;LECCE, LEONARDO
2013
Abstract
In the present paper a development of a finite element model for inflatable winglet structure will be introduced. Most conventional aircrafts are equipped with fixed winglets to decrease the induced drag; thus, saving more fuel. New projects point towards advanced smart materials and telescopic wing tip devices to obtain an adaptive morphing shape that gives, through performances improvement, a fuel consumption reduction resulting in less pollutants. The focus of this paper is to characterize the behavior of inflatable winglet in terms of inflated and deflated shapes in a multi-bumps configuration. The effect of the material properties on the inflation time and shape will be evaluated. The process used to create a finite element model of the winglet will be presented. Modeling assumptions and dynamic inflation simulation method will be discussed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.