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Numerical method to calculate the induced drag or optimum loading for arbitrary non-planar aircraft

James A. Blackwell
- Vol. 405, pp 49
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TLDR
In this article, a simple unified numerical method applicable to non-planar subsonic aircraft has been developed for calculating either the induced drag for an arbitrary loading or the optimum aircraft loading which results in minimum induced drag.
Abstract
A simple unified numerical method applicable to non-planar subsonic aircraft has been developed for calculating either the induced drag for an arbitrary loading or the optimum aircraft loading which results in minimum induced drag. The method utilizes a vortex lattice representation of the aircraft lifting surfaces coupled with the classic equations and theorems for computing and minimizing induced drag. Correlation of results from the numerical method with non-planar solutions obtained from other more complex theories indicates very good agreement. Comparison of the induced-drag computations using the numerical method with experimental data for planar and non-planar configurations was also very good.

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Citations
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Design Optimization of a Truss-Braced-Wing Transonic Transport Aircraft

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The design of winglets for high-performance sailplanes

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Dissertation

Multidisciplinary Design Optimization of a Strut-Braced Wing Aircraft

TL;DR: In this paper, the authors used multidisciplinary design optimization (MDO) to investigate the use of truss-braced wing concepts in concert with other advanced technologies to obtain a significant improvement in the performance of transonic transport aircraft.
Proceedings ArticleDOI

Drag characteristics for optimally span-loaded planar, wingletted, and C-wings

TL;DR: In this paper, the authors focus on the drag characteristics of optimally span-loaded planar, wingletted, and C wings, and use Lagrange multipliers to calculate the optimum span loading resulting in minimum induced or total drag.
Journal ArticleDOI

Ideal Lift Distributions and Flap Angles for Adaptive Wings

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References
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A finite-step method for calculation of theoretical load distributions for arbitrary lifting surface arrangements at subsonic speeds

TL;DR: Load distribution calculations for subsonic compressible flow of arbitrary wings and lifting surfaces were performed in this paper for the case of a single wing and a single lifting surface with arbitrary lifting surface.
Book

A numerical solution for the minimum induced drag, and the corresponding loading, of nonplanar wings

J. L. Lundry
TL;DR: User manual for computer program 55VD for computation of minimum induced drag and load distribution of nonplanar wings.