论文标题
超声轴对称压缩坡道流动的过渡情况
Transition scenario in hypersonic axisymmetrical compression ramp flow
论文作者
论文摘要
由15度轴对称压缩坡道引起的冲击/过渡边界层相互作用的高保真模拟以5度压缩坡道进行5度压缩坡道,并以5度的MACH数为5和过渡性雷诺数。计算域的入口受到白噪声的干扰,以激发对流的不稳定性。使用光谱正确的正交分解(SPOD)提取相干结构,该结构在数学上可以最佳地分解流中的时空相关结构。平均流程用于进行分解分析,以研究非正常线性扩增机制。分解分析与SPOD结果之间的比较提供了有关流动中发挥作用的线性和非线性机制的见解。为了进行分析,将流量分为感兴趣的三个主要区域:附着的边界层,混合层和重新安置区域。观察到的过渡过程取决于在频率范围内,边界层中斜模式的线性扩增。这些模式与非线性相互作用以创建伸长的流式结构,然后在其余域中通过线性机理扩增,直到它们在重新分析区域分解为止。发现早期的非线性相互作用对于过渡过程至关重要。
A high-fidelity simulation of the shock/transitional boundary layer interaction caused by a 15-degrees axisymmetrical compression ramp is performed at a freestream Mach number of 5 and a transitional Reynolds number. The inlet of the computational domain is perturbed with a white noise in order to excite convective instabilities. Coherent structures are extracted using Spectral Proper Orthogonal Decomposition (SPOD), which gives a mathematically optimal decomposition of spatio-temporally correlated structures within the flow. The mean flow is used to perform a resolvent analysis in order to study non-normal linear amplification mechanisms. The comparison between the resolvent analysis and the SPOD results provides insight on both the linear and non-linear mechanisms at play in the flow. To carry out the analysis, the flow is separated into three main regions of interest: the attached boundary layer, the mixing layer and the reattachment region. The observed transition process is dependent on the linear amplification of oblique modes in the boundary layer over a broad range of frequencies. These modes interact nonlinearly to create elongated streamwise structures which are then amplified by a linear mechanism in the rest of the domain until they break down in the reattachment region. The early nonlinear interaction is found to be essential for the transition process.