论文标题
关于OALT25层流翼部分的跨音速自助餐和分离式模式的共存
On the co-existence of transonic buffet and separation-bubble modes for the OALT25 laminar-flow wing section
论文作者
论文摘要
跨性别自助餐是一种不稳定的流动现象,它限制了现代飞机的安全飞行信封。具有跨度周期性边界条件的规模分辨模拟能够为其流动物理提供新的见解。目前的贡献表明,多种流动不稳定模式在未击败的层流翼部门的共存,以以下频率越来越多的顺序出现:(a)低频跨音速自助餐模式,(b)一种中间频率分离泡泡模式,以及(c)与Vortex高频唤醒模式相关联。模拟在一系列雷诺和马赫数范围内进行,以将较低的频率模式从中等到高雷诺数字以及从前后到建立的自助餐条件连接。与马赫数相比,发现中间频率模式对雷诺单数效应更为敏感,这与跨性别者自助餐的趋势相反。光谱正确的正交分解用于提取模式的空间结构。自助餐模式涉及吸力侧冲击结构的连贯振荡,这与先前的研究(包括全局模式分析)一致。中间频率下的层状分离模式在根本上是不同的,分离和重新分析之间的相位关系与简单的“呼吸”模式不相对,并且在相同的杂质数中观察到了冲击诱导的分离气泡的相同曲线数。取而代之的是,发现基于分离气泡长度和反向流量幅度的杂质数与所研究病例范围内的雷诺数无关。
Transonic buffet is an unsteady flow phenomenon that limits the safe flight envelope of modern aircraft. Scale-resolving simulations with span-periodic boundary conditions are capable of providing new insights into its flow physics. The present contribution shows the co-existence of multiple modes of flow unsteadiness over an unswept laminar-flow wing section, appearing in the following order of increasing frequency: (a) a low-frequency transonic buffet mode, (b) an intermediate-frequency separation bubble mode, and (c) high-frequency wake modes associated with vortex shedding. Simulations are run over a range of Reynolds and Mach numbers to connect the lower frequency modes from moderate to high Reynolds numbers and from pre-buffet to established buffet conditions. The intermediate frequency mode is found to be more sensitive to Reynolds-number effects compared to those of Mach number, which is the opposite trend to that observed for transonic buffet. Spectral proper orthogonal decomposition is used to extract the spatial structure of the modes. The buffet mode involves coherent oscillations of the suction-side shock structure, consistent with previous studies including global mode analysis. The laminar separation-bubble mode at intermediate frequency is fundamentally different, with a phase relationship between separation and reattachment that does not correspond to a simple `breathing' mode and is not at the same Strouhal number observed for shock-induced separation bubbles. Instead, a Strouhal number based on separation bubble length and reverse flow magnitude is found to be independent of Reynolds number within the range of cases studied.