NACA0012翼型动态失速连续喷流控制优化

M. Tadjfar, Saman Kasmaiee, S. Noori
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引用次数: 3

摘要

主动流动控制技术的应用已成为流动分离控制的重要内容。连续喷流是改善翼型气动性能最有效的方法之一。为了提高NACA0012振荡翼型的气动性能,对连续喷吹射流的不同工作参数进行了优化。在- 5和25度之间的四分之一弦的翼型经历了一个正弦运动,雷诺数为1.35 × 105。采用k-ω海温湍流模型求解非定常Navier-Stokes方程。由于优化过程中需要进行大量的数值模拟,因此采用两个神经网络来减少所需的模拟次数。利用遗传算法进行优化。目标函数定义为升阻比。在这些网络中,训练了射流运行特性与气动系数之间的关系。在本研究中考虑的射流操作参数包括射流位置(弦长1 - 60%)、射流开孔长度(弦长0.05 - 0.3%)、喷流速度大小(0 - 5U∞)和喷流入射角(0 - 180度)。结果表明,射流开口长度和吹速大小在达到最大值时对气动性能的影响较大。在射流位置方面,最佳射流位置约为弦角的2% ~ 5%,射流角(θ)在55 ~ 70角范围内取向时,射流性能最佳。结果表明,在最佳喷吹喷嘴配置下,气动性能得到了显著改善。
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Continuous Blowing Jet Flow Control Optimization in Dynamic Stall of NACA0012 Airfoil
Use of active flow control techniques has become important in flow separation control. Continuous blowing jet is one of the most effective methods that can be used to improve aerodynamic performance of an airfoil. In the present work, different operational parameters of a continuous blowing jet were optimized to improve the aerodynamic performance of an oscillating NACA0012 airfoil. The airfoil underwent a sinusoidal motion about its quarter-chord between −5 and 25 degrees at the Reynolds number of 1.35 × 105. Unsteady Navier-Stokes equations were solved with k-ω SST turbulence model. Due to the time-consuming nature of large number of numerical simulations required during the optimization process, two neural networks were employed to reduce the number of simulations required. The optimization was carried out with the use of a genetic algorithm. The objective function was defined as the lift-to-drag ratio. In these networks, the relationship between the jet operational characteristics and the aerodynamic coefficients were trained. The jet operational parameters that were considered in this study, included jet location (at 1–60 percent of chord length), jet-opening length (0.05 to 0.3 percent of chord length), blowing jet velocity magnitude (0 to 5U∞), and blowing jet incident angle (0 to 180 degrees). Obtained results indicated that jet-opening length and blowing velocity magnitude have a greater effect on the aerodynamic performance when reached their upper values. Concerning the jet location, it was observed that the best jet location was about 2 to 5 percent of the chord Jet angle (θ) was found to results in the best performance when oriented at range 55 to 70 angle. Results indicated a significant improvement of the aerodynamic performance at the optimum blowing jet configuration.
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