表面污损对三维翼型转捩位置影响的数值研究

Numerical simulation of the influence of surface contamination on the transition location of three-dimensional airfoils

  • 摘要: 机身机翼表面污损对其层流控制、转捩和减阻等气动性能影响很大,污损成因复杂且形态分布多样,为建模和数值模拟工作带来较大挑战。首先,本文提出了将表面污损抽象为表面粗糙度的方法,并基于三维后掠翼标模,根据经验设置不同的粗糙度分布形式和粗糙度大小以便模拟不同的污损类型。接着,基于ANSYS Fluent软件的γ-Reθt转捩模型,开发并添加基于螺旋度雷诺数的源项,实现对横流转捩的预测;根据试验数据拟合的经验公式,进一步改进转捩模型使其具备预测不同粗糙度下转捩位置的能力,并完成方法验证。最后,针对均匀分布污损和弦向正态分布污损,量化分析了不同粗糙度分布和粗糙度高度对后掠翼转捩位置的影响规律。结果表明:粗糙度的增大会诱导转捩提前发生,且前缘粗糙度在转捩诱导中占主导作用,当正态分布污损的最大粗糙度与均匀分布污损的粗糙度相同时,计算所得转捩位置接近(小于5%弦长)。转捩位置对粗糙度的敏感程度随粗糙度增大而减小;均匀分布的粗糙度高度存在一个临界值1.14 μm,低于该值转捩位置随粗糙度变化较大,反之变化趋于平缓。上述结果表明,本文改进的转捩模型可以有效预测考虑横流和粗糙度下的壁面转捩位置。通过改变粗糙度分布形式与特征高度表征的表面污损,显著影响后掠翼的转捩位置;在实际气动设计与维护中,需重点关注前缘区域的污损控制,并针对不同粗糙度敏感区间采取差异化的表面处理策略。

     

    Abstract: Surface contamination on aircraft has a significant impact on aerodynamic performance, particularly in terms of laminar flow control, boundary-layer transition, and drag reduction. The complex mechanisms and diverse distribution patterns of surface contamination pose major challenges for modeling and numerical simulation. Firstly, this article proposes a method of abstracting surface contamination as surface roughness, and various roughness distributions and magnitudes are prescribed empirically to represent different contamination types. Using ANSYS Fluent with a transition model, a helicity Reynolds number–based source term is incorporated to enable the prediction of crossflow-induced transition. Furthermore, an empirical correlation derived from experimental data is introduced to improve the transition model, allowing it to predict transition locations under different surface roughness conditions. The modified model is validated through comparative analysis. Finally, for both uniformly distributed and chordwise normally distributed contaminations, quantitative analyses are conducted to investigate the effects of roughness distribution and height on the transition location over the swept wing. Results show that the improved transition model accurately predicts wall transition considering both crossflow and surface roughness effects. The increase in roughness will induce early transition, and the leading edge roughness plays a dominant role in transition induction. When the maximum roughness of the normal distribution contamination is the same as that of the uniform distribution contamination, the calculated transition position is close (less than 5% chord length). The sensitivity of the transition position to roughness decreases with increasing roughness; There is a critical value of 1.14 for uniformly distributed roughness height, below which the transition position varies greatly with roughness, and vice versa, the change tends to be gentle.Surface contamination significantly affects the transition location of swept wings by altering the distribution pattern and characteristic height of roughness. In practical aerodynamic design and maintenance, special attention must be paid to the control of contamination in the leading edge region, with differentiated surface treatment strategies implemented for different roughness-sensitive zones. The above results demonstrate that the improved transition model proposed in this study can effectively predict wall transition locations under crossflow and roughness conditions.

     

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