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Effects of Reynolds Number and Turbulent Intensity on a Low Reynolds Number Airfoil

机译:雷诺数和湍流强度对低雷诺数翼型的影响

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The work investigates the effect of turbulent intensity (T_u) on the force and wake of a NACA0012 airfoil at chord Reynolds number Re_c = 5.3×10~3 and 2×10~4. Lift and drag coefficients (C_L and C_D) on and flow fields around the airfoil were measured with T_u varied from 0.6% to 6.0%. Four Re_c regimes are identified based on the characteristics of the maximum lift coefficient (C_(L,max)), i.e., ultra-low (Re_c < 10~4), low (10~4 ~ 3×10~5), moderate (3×10~5~5×10~6) and high (> 5×10~6). It is noted that at Re_c = 5.3×10~3 (ultra-low Re_c regime) the stall is absent for T_u = 0.6% but occurs for T_u= 2.6% and 6.0%. As Re_c increases to low Re_c regimes, T_u influence weakens and the critical Re_c between the ultra-low and low Re_c regimes decreases. When the airfoil attack angle (α) varies from 0° to 30°, at low T_u (0.6%) the shear layers over the airfoil are mostly laminar at the ultra-low Re_c regime but involve transition at the low Re_c regime. The effect of increasing T_u on the flow bears some similarity to that of increasing Re_c, albeit with a difference. The concept of the effective Reynolds number Re_(c,eff) advocated for the moderate and high Re_c regimes is re-evaluated for the low and ultra-low Re_c regimes. The Re_(c,eff) treats the non-zero T_u effect as an addition of Re_c and is determined based on the presently defined Re_(c,cr). It has been found that all the maximum lift data from both present measurements and previous reports collapses into a single curve in the low and ultra-low Re_c regimes if scaled with Re_(c,eff).
机译:研究了在雷诺数Re_c = 5.3×10〜3和2×10〜4时,湍流强度(T_u)对NACA0012机翼的力和尾流的影响。测量翼型上的升力和阻力系数(C_L和C_D)以及翼型周围的流场,T_u在0.6%至6.0%之间变化。根据最大升力系数(C_(L,max))的特征确定了四种Re_c方案,即超低(Re_c <10〜4),低(10〜4〜3×10〜5),中等(3×10〜5〜5×10〜6)和高(> 5×10〜6)。注意,在Re_c = 5.3×10〜3(超低Re_c态)时,对于T_u = 0.6%,失速不存在,但对于T_u = 2.6%和6.0%,失速发生。随着Re_c增加到低Re_c范围,T_u影响减弱,超低Re_c和低Re_c范围之间的临界Re_c减小。当翼型迎角(α)从0°到30°变化时,在低T_u(0.6%)时,翼型上的剪切层在超低Re_c态下大部分为层状,但在低Re_c态下涉及过渡。增加T_u对流量的影响与增加Re_c的影响相似,尽管有所不同。对于低和超低Re_c体制,对中,高Re_c体制所倡导的有效雷诺数Re_(c,eff)的概念进行了重新评估。 Re_(c,eff)将非零的T_u效果视为Re_c的加法,并基于当前定义的Re_(c,cr)确定。已经发现,如果用Re_(c,eff)进行缩放,则来自当前测量值和先前报告的所有最大升力数据在低和超低Re_c体制下都崩溃为一条曲线。

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