Proceedings Article10.2514/6.2013-1558
Risks of Linear Design of Joined Wings: a Nonlinear Dynamic Perspective in the Presence of Follower Forces
Rauno Cavallaro,Luciano Demasi +1 more
- 08 Apr 2013
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TL;DR: In this article, a post-critical analysis of a joined-wing system is presented, showing that even if the design is well below the critical point (snapbuckling state) and the response appears to be quasi linear, there is a potential risk that a dynamic disturbance (perturbation) may move the system to a relatively far equilibrium state on a postcritical branch.
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Abstract: Past work on Joined Wings pointed out the importance of including structural geometric nonlinearities since the early stages of the design. However, the attention was mainly focused on conservative loadings and several open questions needed an answer. In a effort to simulate aerodynamic-pressure-like loads, this effort focuses on non-conservative follower forces. Several numerical evaluations demonstrated that follower loadings exacerbate the risks of snap-instability in Joined Wings. Dynamic response analysis of vanishing perturbations showed that for certain combination of geometry and stiffness distributions, the phenomenon of branch-jumping is possible. This is directly linked to the existence of a bi-stable region. The presence of follower loads increases these risks with respect to conservative forces. For some configurations, a small change of a parameter (e.g. the lower-to-upper-wing bending stiffness ratio) can produce a sudden appearance of a bi-stable region and the risk of branch jumping becomes serious. This paper demonstrates that even if the design of a joined-wing system is well below the critical point (snap-buckling state) and the response appears to be quasi linear, there is a potential risk that a dynamic disturbance (perturbation) may move the system to a relatively far equilibrium state on a post-critical branch. Thus, a post-critical analysis need to be included even if a linear design point for the Joined Wing is sought. Results of this effort suggest that preliminary multidisciplinary optimizations technique can not confidently rely on linear analyses augmented with eigenvalue instability investigations. On the contrary, a post-critical study is strongly recommended for a safe design of innovative wing configurations based on the joined-wing concept.
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Citations
Challenges, Ideas, and Innovations of Joined-Wing Configurations: A Concept from the Past, an Opportunity for the Future
Rauno Cavallaro,Luciano Demasi +1 more
TL;DR: A review of studies on the United States joined-wing SensorCraft, Strut- and Truss- Braced Wings, Box Wings and PrandtlPlane shows potential in terms of aerodynamic efficiency, reduction of emissions and superior performances, strongly supporting the technical advantages of Joined Wings.
132
Minimum Induced Drag Theorems for Joined Wings, Closed Systems, and Generic Biwings: Theory
TL;DR: It is shown for the first time that the augmented Munk's minimum induced drag theorem is also applicable to closed systems, joined wings and generic biwings, and the nonuniqueness of the optimal circulation for a closed wing system is rigorously addressed.
35
Nonlinear Analysis of PrandtlPlane Joined Wings: Effects of Anisotropy
TL;DR: In this paper, the main physical mechanisms driving the wing system's response and the snap-buckling instability are discussed and explained, and an appropriate design of the joint-to-wing connection may reduce the amount of bending moment transferred, and this is shown to eventually improve the stability properties, although at price of a reduced stiffness.
28
Phenomenology of Nonlinear Aeroelastic Responses of Highly Deformable Joined Wings
Rauno Cavallaro,Andrea Iannelli,Luciano Demasi,Alan Marquez Razon +3 more
- 01 Apr 2015
TL;DR: In this article, the aeroelastic behavior of structurally nonlinear joined wing is studied from a dynamic perspective, and three configurations, two characterized by a different location of the joint and one presenting a direct connection between the two wings (SensorCraft-like layout) are investigated.
27
A Computational Method for Structurally Nonlinear Joined Wings Based on Modal Derivatives
Nick Teunisse,Luciano Demasi,Paolo Tiso,Rauno Cavallaro +3 more
- 13 Jan 2014
TL;DR: In this article, a reduced order model is achieved with a basis constituted by vibration modes augmented with the corresponding modal derivatives, and the results can be considered excellent when compared to the full order reference solution.
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