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Laminar-Separation-Bubbles Flow Control over Airfoil Using SDBD Plasma Actuator

机译:使用SDBD等离子执行器控制翼型的层流-气泡分离

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This experimental study is focused on the plasma active flow control over a 16% elliptic airfoil. Two Alternating-Current Surface-Dielectric-Barrier-Discharge (AC-SDBD) plasma actuators are installed on suction surface of the airfoil. The study is performed using AC-SDBD plasma actuator combined with the duty-cycle technique. In this study > the main purposes are to find the best fit way to eliminate or decrease the laminar separation bubble and to improve the lift and drag characteristics of the elliptic airfoil, especially improve the nonlinearities of the lift curve at the range of small angles of attack. The experiments are carried out in a 0.4 ×1.0 m low-turbulence low-speed wind tunnel at -2.5° to 13.5° angles of attack. The Reynolds number based on the chord of the airfoil are (1.4, 2.2) ×10~5. Lift and pitching moment were calculated from the surface pressure distributions and the total drag from the wake velocity profiles. The results consist different modes of controls: baseline, trip, plasma-off, three different steady plasma actuation and five different duty-cycle plasma actuation. For the duty-cycle, the frequencies are calculated by Strouhal number (St=0.167,0.5,1,1.33,1.83) for Re= 1.4 ×10~5. The pressure distributions, lift and drag curves with and without plasma actuation and with trip over the airfoil are used to compare. Significant increases in aerodynamic efficiency are achieved for certain electric parameters and locations of the actuator. The slope of lift coefficient curve at small angle of attack is closer to 2π with the adaptive duty-cycled plasma actuation.
机译:这项实验研究的重点是在16%椭圆形机翼上进行等离子体主动流控制。在机翼的吸力面上安装了两个交流表面电介质阻挡放电(AC-SDBD)等离子致动器。这项研究是使用AC-SDBD等离子致动器与占空比技术相结合进行的。本研究>主要目的是找到消除或减少层流分离气泡的最佳拟合方法,并改善椭圆形翼型的升力和阻力特性,尤其是改善升力曲线在小角度范围内的非线性。攻击。实验在0.4×1.0 m的低湍流低速风洞中以-2.5°至13.5°的迎角进行。基于翼型和弦的雷诺数为(1.4,2.2)×10〜5。升力和俯仰力矩是根据表面压力分布计算的,而总阻力则是根据尾流速度曲线计算的。结果包括不同的控制模式:基线,跳闸,等离子体关闭,三种不同的稳态等离子体致动和五种占空比的等离子体致动。对于占空比,当Re = 1.4×10〜5时,通过斯特劳哈尔数(Strouhal number)(St = 0.167,0.5,1,1.33,1.83)计算频率。比较有无等离子驱动和翼型行程时的压力分布,升力和阻力曲线。对于某些电参数和致动器的位置,实现了空气动力学效率的显着提高。通过自适应占空比等离子体驱动,升力系数曲线在小迎角下的斜率接近2π。

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