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Flutter improvement of a thin walled wing-engine system by applying curvilinear fiber path

机译:应用曲线纤维路径对薄壁机翼发动机系统进行颤振改进

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In the present study, the aeroelastic behavior of a wing-engine system modeled as composite Thin Walled Beam (TWB) with curvilinear fiber path is investigated. The variable stiffness is acquired by constructing laminates of TWB with curvilinear fibers having prescribed paths. In order to account the effect of chordwise and spanwise locations, mass, and thrust force of engine on the aeroelastic characteristics of TWB, the novel governing equations of motion are obtained using Hamilton's variational principle. The paper aims to exploit desirable fiber paths with improved aeroelastic properties for different wing-engine configuration. Ritz based solution methodology is employed to solve the equations with coupled incompressible unsteady aerodynamic model based on Wagner's function. Numerical simulation results which conform to previously published literatures are presented for validation purposes. Although different curvilinear fiber paths can be introduced to enhance flutter instabilities for each wing-engine configurations, there exists an ideal placement of engine on the wing considering only the engine mass, and the engine mass and thrust force, simultaneously. A comprehensive insight is provided over the effect of parameters such as the lamination fiber path and the effect of engine positions with different mass and thrust values on the flutter speed and frequency. (C) 2019 Elsevier Masson SAS. All rights reserved.
机译:在本研究中,研究了具有曲线纤维路径的复合材料薄壁梁(TWB)机翼发动机系统的气动弹性行为。通过用具有规定路径的曲线纤维构造TWB层压板来获得可变的刚度。为了考虑发动机弦向和翼展位置,质量和推力对TWB气动弹性特性的影响,利用汉密尔顿的变分原理获得了新颖的运动控制方程。本文旨在为不同的机翼发动机配置开发具有改善的空气弹性特性的理想纤维路径。基于Ritz的求解方法用于基于Wagner函数的具有不可压缩的非定常空气动力学模型的方程组求解。出于验证目的,提供了符合先前发表的文献的数值模拟结果。尽管可以引入不同的曲线纤维路径以增强每种机翼发动机构型的颤振不稳定性,但是仅考虑发动机质量以及发动机质量和推力,就存在发动机在机翼上的理想布置。对诸如层压纤维路径等参数的影响以及具有不同质量和推力值的发动机位置对颤振速度和频率的影响提供了全面的见解。 (C)2019 Elsevier Masson SAS。版权所有。

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