第Ⅳ类激波-激波干扰非定常性及其敏感因素分析

Numerical investigation on some key factors for the unsteady type Ⅳ shock-shock interaction

  • 摘要: 针对高超声速二元进气道钝化唇缘位置可能出现的第Ⅳ类激波-激波干扰流动中的非定常振荡问题,采用基于有限体积方法结合网格自适应技术的VAS2D程序,数值求解二维可压缩层流Navier-Stokes方程,细致刻画了第Ⅳ类激波-激波干扰非定常流场中的复杂波系结构、壁面压力和热流分布,重点考察了入射激波位置、入射激波强度以及钝头体外形等对第Ⅳ类激波-激波干扰流动特性影响较为敏感的因素及其影响规律。数值模拟结果表明:第Ⅳ类激波-激波干扰流动可能出现非定常振荡,也可能呈现相对稳定的状态,入射激波条件和钝头体外形均可能对第Ⅳ类激波-激波干扰流动非定常性的显现及其振荡特征产生显著影响。采用无量纲的Strouhal数表征流动的非定常性,在文中数值模拟条件下,入射激波强度增大或者钝头体外形变钝,均会使得Strouhal数减小,而壁面热、力载荷有增大的趋势。合理地选择钝头体外形可望减小第Ⅳ类激波-激波干扰出现的比率,有效抑制流动中的非定常振荡现象,降低激波-激波干扰带来的热流和压力脉动峰值。

     

    Abstract: Numerical simulations were carried out for the unsteady flow behavior of the hypersonic type Ⅳ shock-shock interactions acting on a blunt leading edge that represented the cowl of a two-dimensional hypersonic inlet. The complex wave structures and surface heat flux/pressure created by the unsteady type Ⅳ shock-shock interactions were effectively captured by solving the laminar compressible Navier-Stokes equations via a two-dimensional axisymmetric Vectorized Adaptive Solver (VAS2D). The VAS2D solver is based on an explicit finite volume method with an adaptive mesh technique and it has second order accuracy in both time and space. The present simulations focus on the effects of the location and strength of the impinging shock together with the geometry of the blunt body on the unsteady characteristics of the type Ⅳ shock-shock interactions. The results show that the flow can be either steady or unsteady depending on both the variations of the impinging shock conditions and the blunt body geometries. The unsteady characteristics of flowfield structure and surface pressure/heat flux are also sensitive to the impinging shock conditions. Small changes in the location or strength of the impinging shock can result in large changes in the unsteady behaviors of the flow and the surface pressure/heat flux. The Strouhal number was used to characterize the unsteady oscillation behavior of the flow. Under the conditions in the current work, with the increases of the impinging shock strength and the bluntness of the leading edge, the Strouhal number that is mainly dependent on the standoff distance of the bow shock decreases, whereas the surface pressure/heat flux increase. Furthermore, properly choosing the geometry of the blunt body may greatly reduce the probability of the happening of the type Ⅳ shock-shock interactions, suppress the shock oscillation in the flow, and effectively reduce the peak value of the fluctuating surface heat flux and pressure loads.

     

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