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Experimental and Numerical Aeroelastic Analysis of Airfoil-Aileron System with Nonlinear Energy Sink

机译:具有非线性能量水槽的翼型 - 亚胺系统的实验性和数值空气弹性分析

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Recent studies on nonlinear passive absorbers present high control efficiency for broadband frequency range with low added mass. This work presents a configuration of an airfoil typical section where the flap is considered as a Nonlinear Energy Sink (NES), which adds zero mass and has a cubic stiffness. An aeroelastic test-bench was created and characterized for linear and nonlinear structural configurations and tested in a subsonic wind-tunnel experimental campaign. The strongly nonlinear hardening stiffness is obtained by using linear springs and geometric nonlinearities. For the nonlinear tests, several Limit Cycle Oscillation (LCO) and subcritical and supercritical Hopf bifurcations were observed. Numerical analysis was also carried out for both linear and nonlinear cases using: Unsteady Vortex Lattice Method (UVLM) and Theodorsen theory (both low fidelity), Euler (medium fidelity) and Reynolds-Averaged Navier Stokes (high fidelity) methods. The numerical methods present good agreement, within the limits of each approach, and correspond with the experimental data. Using the NES, a gain of flutter speed is reached compared to the linear flap restoring force configuration.
机译:最近关于非线性无源吸收剂的研究对宽带频率范围的高控制效率具有低额外的质量。该工作呈现翼型的典型部分的配置,其中襟翼被认为是非线性能量水槽(NES),其增加零质量并且具有立方刚度。创建了一个空气弹性试验台,并以线性和非线性结构配置为特征,并在亚音速风隧道实验活动中进行了测试。通过使用线性弹簧和几何非线性获得强烈的非线性硬化刚度。对于非线性测试,观察到几个极限循环振荡(LCO)和亚临界和超临界HOPF分叉分岔。还对线性和非线性病例进行了数值分析,使用:非定常涡旋晶格方法(UVLM)和Theodorsen理论(低保真度),欧拉(中等保真度)和Reynolds平均的Navier Stokes(高保真)方法。数值方法存在良好的一致性,在每种方法的范围内,对应于实验数据。与线性翼片恢复力配置相比,使用NES,达到颤动速度的增益。

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