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Limit-cycle oscillations of a pre-tensed membrane strip

机译:预张紧的膜带的极限循环振荡

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The paper presents a computational and experimental study of the nonlinear aeroelastic response of a pre-tensed, high aspect-ratio, thin membrane strip. The goal of the study is to derive and validate a computational model that can be used for analysis and design of membrane strips, for the purpose of energy harvesting from flutter at low airspeeds. The mathematical model is based on a pre-tensed-beam model, accounting for bending and torsional stiffening effects due to pretension and large deformations. The aerodynamic model is a potential flow model. The equations of motion are written as a set of nonlinear ordinary differential equations, using Galerkin's method, and are simulated numerically. The nonlinear aeroelastic model is used to study the oscillation characteristics of the membrane strip in the various stability regions. The effects of the initial pretension and non-linear stiffening on the energy-harvesting potential of the system are studied. The combined effect of the preload on the flutter onset speed, on the flutter frequency and amplitude, and on the loss of orbital stability, indicate that an optimal preload can be determined based on the intended airspeed range for energy harvesting. A series of wind tunnel tests are conducted, in which the flutter onset velocity, and the post-flutter frequencies and amplitudes are measured. Good agreement between the experimental data and computational results validate the computational model. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文介绍了一种预拉伸,高纵横比的薄膜条带的非线性气动弹性响应的计算和实验研究。该研究的目的是推导并验证可用于膜条分析和设计的计算模型,以从低空速时从颤振中收集能量。该数学模型基于预张紧梁模型,该模型考虑了由于预紧和大变形而引起的弯曲和扭转加劲效果。空气动力学模型是潜在的流动模型。使用Galerkin方法将运动方程写为一组非线性常微分方程,并进行数值模拟。非线性气动弹性模型用于研究膜条在各个稳定区域的振动特性。研究了初始预紧力和非线性刚度对系统能量收集潜力的影响。预载对颤振起振速度,颤振频率和幅度以及轨道稳定性的损失的综合影响表明,可以根据预期的空速范围来确定最佳的预载,以进行能量收集。进行了一系列的风洞测试,其中测量了颤振开始速度以及颤振后的频率和幅度。实验数据与计算结果之间的良好一致性验证了计算模型。 (C)2015 Elsevier Ltd.保留所有权利。

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