飞机机翼设计安全系数评估的概率方法

Q3 Earth and Planetary Sciences
Maksim Yu. Kalyagin, Vyacheslav S. Safronov, Andrey A. Zamkovoi
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引用次数: 0

摘要

飞机速度和高度的持续增长对其气动布局和结构功率图的变化具有决定性影响,从而导致翼型的形状和厚度发生显著变化。本文提出了一种概率-时间方法来解决评估沉箱翼结构强度的实际问题。同时,采用了准静态方法,根据该方法,在最临界点考虑了失效概率,并在机翼结构负载最危险的固定时间点进行了计算。在这种方法中,机翼的载荷和承载能力都是随机值,因此必须在计算中使用统计模型。在作者早期研究的基础上,开发了一种飞机沉箱翼强度计算的工程方法,包括分析和统计建模,以估算安全系数对其无故障运行概率的影响。由于积累了关于机翼载荷及其强度特性的统计资料,这种方法可广泛用于飞机设计。基于蒙特卡洛法计算沉箱翼无故障运行概率的数值实验已经完成。从工程实践的角度来看,获得了最有趣的无故障运行概率对安全系数的依赖关系,无故障范围从 0.99 到 0.999。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Probabilistic approach to safety factor evaluation for aircraft wing design

Probabilistic approach to safety factor evaluation for aircraft wing design

Continuous growth of aircraft speed and altitude has a decisive influence on changes in their aerodynamic layout and structural-power diagrams, which leads to significant changes in the shape and thickness of wing profiles. The paper proposes a probabilistic-time approach to the solution of the actual problem of assessing the strength of a caisson wing structure. At the same time, a quasi-static methodology is used, according to which the probability of failure is considered at the most critical points, and the calculation is carried out at a fixed point in time, at which the loading of the wing structure is the most dangerous. The loads and load capacity of the wing in this approach are random values, which necessitates the use of statistical modeling in the calculations. On the basis of the authors' earlier researches, an engineering method of the strength calculation of the aircraft caisson wing has been developed, involving analytical and statistical modeling to estimate the influence of the safety factor on the probability of its non-failure operation. This methodology can be widely used in the design of aircraft as statistical material on the wing loads and its strength characteristics is accumulated. Numerical experiments based on Monte Carlo method for calculating the probability of no-failure operation of the caisson wing have been conducted. The dependences of the probability of no-failure operation on the safety factor for the most interesting, from the viewpoint of engineering practice, the non-failure range from 0.99 to 0.999 were obtained.

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来源期刊
Aerospace Systems
Aerospace Systems Social Sciences-Social Sciences (miscellaneous)
CiteScore
1.80
自引率
0.00%
发文量
53
期刊介绍: Aerospace Systems provides an international, peer-reviewed forum which focuses on system-level research and development regarding aeronautics and astronautics. The journal emphasizes the unique role and increasing importance of informatics on aerospace. It fills a gap in current publishing coverage from outer space vehicles to atmospheric vehicles by highlighting interdisciplinary science, technology and engineering. Potential topics include, but are not limited to: Trans-space vehicle systems design and integration Air vehicle systems Space vehicle systems Near-space vehicle systems Aerospace robotics and unmanned system Communication, navigation and surveillance Aerodynamics and aircraft design Dynamics and control Aerospace propulsion Avionics system Opto-electronic system Air traffic management Earth observation Deep space exploration Bionic micro-aircraft/spacecraft Intelligent sensing and Information fusion
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