Calculation of the Hinge Moments of a Folding Wing Aircraft during the Flight-Folding Process

铰链 变形 翼 折叠(DSP实现) 空气动力学 下坡褶皱 气动弹性 空气动力 工程类 结构工程 航空航天工程 功率因数值分析 计算机科学 物理 蛋白质折叠 核磁共振 计算机视觉
作者
Hao Xu,Jinglong Han,Haiwei Yun,Xiaomao Chen
出处
期刊:International Journal of Aerospace Engineering [Hindawi Publishing Corporation]
卷期号:2019: 1-11 被引量:18
标识
DOI:10.1155/2019/9362629
摘要

A folding wing morphing aircraft should complete the folding and unfolding process of its wings while in flight. Calculating the hinge moments during the morphing process is a critical aspect of a folding wing design. Most previous studies on this problem have adopted steady-state or quasi-steady-state methods, which do not simulate the free-flying morphing process. In this study, we construct an aeroelastic flight simulation platform based on the secondary development of ADAMS software to simulate the flight-folding process of a folding wing aircraft. A flexible multibody dynamic model of the folding wing structure is established in ADAMS using modal neutral files, and the doublet lattice method is developed to generate aerodynamic influence coefficient matrices that are suitable for the flight-folding process. The user subroutine is utilized, aerodynamic loading is realized in ADAMS, and an aeroelastic flight simulation platform of a folding wing aircraft is built. On the basis of this platform, the flight-folding process of the aircraft is simulated, the hinge moments of the folding wings are calculated, and the influences of the folding rate and the aircraft’s center of gravity (c.g.) position on the results are investigated. Results show that the steady-state method is applicable to the slow folding process. For the fast folding process, the steady-state simulation errors of the hinge moments are substantially large, and a transient method is required to simulate the flight-folding process. In addition, the c.g. position considerably affects the hinge moments during the folding process. Given that the c.g. position moves aft, the maximum hinge moments of the inner and outer wings constantly increase.
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