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TURBULENT FLOWS AROUND A NACA 0012 PROFILE INCLUDING STATIC AND DYNAMIC STALL

机译:NACA 0012简介周围的湍流包括静态和动态摊位

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The general purpose CFD-code FLOTRAN (ANSYS) based on a finite element formulation was used to solve turbulent flows around the well known NACA 0012 profile. The computed flows were steady and unsteady, compressible and uncompressible at different conditions including dynamic stall. The mesh refinement influence on the results was carefully studied in order to optimize the computing time. Solutions are in all cases compared with experimental data available from several wind tunnels. Incompressible flows have been computed at a Reynolds number of Re = 2.4e + 6 and angles of attack 0°< α < 22°. Attached flow was obtained for angles α< 18° and separated unsteady flow for higher angles of attack. Several dynamic stall calculations were performed for the NACA 0012 profile at deep stall conditions. The flow has a Reynolds number of Re =4e+6, a Mach number of M∞= 0.3, a reduced frequency of k = 0.15 and an oscillating angle given by α(t) = 15°+ 5° sin(wt).
机译:基于有限元制剂的通用CFD代码Flotran(ANSYS)用于解决众所周知的NACA 0012谱系周围的湍流。在不同的条件下,计算的流量在包括动态摊位的不同条件下是稳定和不稳定的,可压缩的,不可压缩。仔细研究了对结果的网眼​​细化影响,以优化计算时间。与几种风隧道可获得的实验数据相比,解决方案都在所有情况下。在Re = 2.4e + 6的reynolds数和攻角0°<22°的角度上已经计算了不可压缩的流量。为角度α<18°的角度获得连接的流动,并分离不稳定的流动以获得更高的攻击角度。在深部失速条件下对Naca 0012曲线进行几种动态失速计算。该流程具有Re = 4e + 6的雷诺数,M∞= 0.3的马赫数,k = 0.15的频率降低,并且由α(t)= 15°+ 5°SiN(wt)给出的振荡角度。

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