后缘襟翼对NACA0018翼型性能影响的数值研究
Numerical Investigation of the Influence of Trailing Edge Flap on the Performance of NACA0018 Airfoil
DOI: 10.12677/MOS.2021.102036, PDF,   
作者: 于永迪:上海理工大学,上海
关键词: 锯齿襟翼气动性能数值计算Liutex锯齿襟翼气动性能数值计算Liutex
摘要: 针对NACA0018厚翼型在Re = 1.38 × 105下安装不同高度格尼襟翼与锯齿襟翼对翼型气动性能影响进行数值模拟研究。比较原始翼型和2%,4%,6%弦长高度的格尼襟翼与锯齿襟翼的气动性能,同时对襟翼后尾迹流场结构进行分析。结果表明,格尼襟翼的增升效果随襟翼高度的增加而增加,但是当高度达到6%c时由于阻力的急剧增大,升阻比降低,而在6%弦长的襟翼高度内,锯齿襟翼升阻比随高度的增加均有所增大,6%c的锯齿襟翼性能最佳。格尼襟翼开锯齿后,气体通过锯齿后会在齿根与齿尖分别形成两对方向相反的旋涡,此旋涡与格尼襟翼产生的脱落涡掺混耗散,使脱落涡很快消失,削弱由于格尼襟翼后产生旋涡而引起尾流的不稳定性,从而减小了翼型的阻力,提高升阻比。
Abstract: The numerical simulation of the aerodynamic performance of NACA0018 thick airfoil with different height of Gerney flaps and serrated flaps at Re = 1.38 × 105 was carried out. The aerodynamic performance of the original airfoil was compared with that of the Gueney and the serrated flaps of 2%, 4% and 6% chordlength height, and the flow field structure in the wake of the flaps was ana-lyzed. The results show that the lifting effect of the Gurney flaps increases with the increase of the height of the flaps, but the lift to drag ratio decreases when the height of the flaps reaches 6%C due to the sharp increase of the drag. The SGF lift to drag ratio increases with the increase of the height of the flaps of 6%C chord, and the SGF performance is the best at 6%C chord. After passing through the serrated tooth, the fluid forms two pairs of vortexes in opposite directions at the root and the tip of the sawtooth respectively, this vortex is dissipated by mixing with the shedding vortex generated by the Gurney flaps, make the shedding vortex disappear quickly. It reduces the wake instability caused by the vortices behind the Gurney flaps, thus reducing the drag of the airfoil and increasing the lift-drag ratio.
文章引用:于永迪. 后缘襟翼对NACA0018翼型性能影响的数值研究[J]. 建模与仿真, 2021, 10(2): 351-358. https://doi.org/10.12677/MOS.2021.102036

参考文献

[1] Liebeck, R.H. (1978) Design of Subsonic Airfoils for High Lift. Journal of Aircraft, 15, 547-561. [Google Scholar] [CrossRef
[2] 杨瑞, 郭瑞, 张康康, 等. 襟翼高度对风力机气动性能影响[J]. 太阳能学报, 2020, 41(11): 254-259.
[3] 崔钊, 谢强, 张华, 等. 特殊大气环境下格尼襟翼的气动特性[J]. 空气动力学学报, 2019, 179(6): 44-50.
[4] He, X., Wang, J., Yang, M., et al. (2016) Numerical Simulation of Gurney Flap on SFYT15 Thick Airfoil. Theoretical and Applied Mechanics Letters, 6, 286-292. [Google Scholar] [CrossRef
[5] Wang, J.J., Li, Y.C. and Choi, K.S. (2008) Gurney Flap—Lift Enhancement, Mechanisms and Applications. Progress in Aerospace Sciences, 44, 22-47. [Google Scholar] [CrossRef
[6] Vijgen, P.M.H.W., Howard, F.G., Bushnell, D.M., et al. (1992) Serrated Trailing Edges for Improving Lift and Drag Characteristics of Lifting Surfaces.
[7] 李亚臣, 王晋军, 张攀峰. 平板/锯齿型Gurney襟翼对NACA0012翼型增升实验研究[J]. 航空学报, 2003, 24(2): 119-123.
[8] 沈遐龄, 万周迎, 高歌. 锯齿形格尼襟翼气动性能的实验研究[J]. 北京航空航天大学学报, 2003, 29(3): 202-204.
[9] 张惠, 赵宗德, 周广鑫, 等. 格尼襟翼对DU93-W-210翼型气动性能影响的实验研究[J]. 太阳能学报, 2017, 38(3): 601-606.
[10] (1937) Airfoil Section Characteristics as Affected by Variations of the Reynolds Number. NASA NACA-TR-586- 1937.
[11] Jain, S., Krishnaswamy, S. and Sitaram, N. (2015) Grid and Turbulence Model-Based Exhaustive Analysis of NACA 0012 Airfoil. Journal of Advanced Research in Applied Mechanics & Computational Fluid Dynamics, 1, 24-33. [Google Scholar] [CrossRef] [PubMed]
[12] Jang, C.S., Ross, J.C. and Cummings, R.M. (1998) Numerical Investi-gation of an Airfoil with a Gurney Flap. Aircraft Design, 1, 75-88. [Google Scholar] [CrossRef
[13] Liu, C.Q. (2018) Letter: Galilean Invariance of Rortex. Physics of Fluids, 30, Article ID: 111701. [Google Scholar] [CrossRef
[14] Liu, C.Q., Gao, Y.S., Tian, S.L., et al. (2018) Rortex a New Vortex Vector Definition and Vorticity Tensor and Vector Decompositions. Physics of Fluids, 30, Article ID: 035103. [Google Scholar] [CrossRef
[15] Liu, C.Q., Gao, Y.S., Dong, X.R., et al. (2019) Third Generation of Vortex Identification Methods: Omega and Liutex/Rortex Based Systems. Journal of Hydrodynamics, 31, 205-233. [Google Scholar] [CrossRef
[16] Gao, Y.S. and Lıu, C.Q. (2018) Rortex and Comparison with Eigenvalue-Based Vortex İdentification Criteria. Physics of Fluids, 30, Article ID: 085107. [Google Scholar] [CrossRef