Optimum Induced Drag of Wingtip Devices: The Concept of Best Winglet Design

Luciano Demasi, Giovanni Monegato, Rauno Cavallaro, Rachel Rybarczyk
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引用次数: 2

Abstract

Sustainable air transportation requires aerodynamically efficient airplanes. Thus, reduction of drag is of paramount importance. From a pure induced drag perspective, this goal can be achieved by the adoption of nonplanar configurations such as C-Wings, Joined Wings or with other design options such as wingtip devices (winglets). Under the assumption of inviscid flow with wake aligned with the freestream velocity, several winglet designs are investigated and general properties are demonstrated. In particular, under optimal conditions, given a closed simply connected wingtip region bounded by a curve, any winglet design geometrically included in that region will be less efficient than the winglet whose lifting line is represented by the bounding curve. Moreover, closed winglets are characterized by undetermined optimal aerodynamic load but unique and global minimum for the induced drag. Finally the Box Winglet and several variations of it are proposed as effective forms to reduce induced drag.

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翼尖装置的最佳诱导阻力:最佳小翼设计的概念
可持续的航空运输需要空气动力学上高效的飞机。因此,减阻至关重要。从纯诱导阻力的角度来看,这一目标可以通过采用非平面配置(如C翼、连接翼)或其他设计选项(如翼尖装置(小翼))来实现。在尾流与自由流速度一致的无粘性流假设下,研究了几种小翼设计,并证明了其一般特性。特别是,在最佳条件下,给定由曲线界定的闭合简单连接翼尖区域,几何上包括在该区域中的任何小翼设计都将比升力线由界定曲线表示的小翼效率低。此外,封闭小翼的特征是不确定的最佳气动载荷,但诱导阻力是唯一的全局最小值。最后,提出了箱翼及其几种变体作为减少诱导阻力的有效形式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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