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Linear Stability Analysis of Laminar Separation Bubble over NACA0012 airfoil at Low Reynolds Numbers

机译:低雷诺数下NACA0012翼型层流分离气泡的线性稳定性分析

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Low Reynolds number flows are important especially for MAV applications due to the presence of the LSB, which affects airfoil performance. The transition model of Fluentl2 is used to extract the local velocity profiles and their second derivatives for flow past NACA0012 airfoil at .Re=0.34×10~6. These form the input to a numerical linear stability code developed to understand the T-S wave characteristics in the LSB. The code solves the Orr- Sommerfeld equation locally for NACA0012 mean profiles at α=9° with parallel flow approach. The OSE is solved as a spatial stability problem where the temporal frequency is a real number and the eigen values are the spatial wave numbers. A complex Newton-Raphson technique is used for the Eigen value search and e~N method is used to predict transition. The growth of the most unstable 'wave is such that the amplification ratio reaches a predefined number e~9. Based on e~N method the T-S wave frequency and phase speed are predicted. The LSB is observed using the C_p and velocity vector plots from Fluent12.
机译:由于存在LSB,低雷诺数流量对MAV应用尤其重要,因为LSB会影响机翼性能。 Fluentl2的过渡模型用于提取流经NACA0012翼型的流的局部速度分布图及其二阶导数,Re = 0.34×10〜6。这些构成了数字线性稳定性代码的输入,该代码旨在理解LSB中的T-S波特性。该代码使用并行流方法局部求解了α= 9°时NACA0012平均轮廓的Orr- Sommerfeld方程。 OSE被解决为空间稳定性问题,其中时间频率是实数,特征值是空间波数。复杂的Newton-Raphson技术用于特征值搜索,而e〜N方法用于预测过渡。最不稳定的“波”的增长使得放大率达到预定数量e〜9。基于e〜N方法,预测了T-S波的频率和相速度。使用Fluent12的C_p和速度矢量图可以观察到LSB。

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