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Numerical modeling of the conditions for realization of flow regimes in supersonic axisymmetric conical inlets of internal compression

机译:内压缩超声速轴对称圆锥形进气道内流动状态实现条件的数值模拟

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The results of the numerical investigation of flow regimes in the axisymmetric inlets of internal compression at a supersonic flow around them are presented in the work. The main attention is paid to the determination of the ranges of the duct geometric convergence, in which a supersonic inflow in the inlet realizes. The investigation has been carried out at high supersonic freestream velocities corresponding to the Mach numbers. = 2-8 by the example of the frontal conical (funnel-shaped) inlets with the angles of the internal cone wall inclination delta(w) = 7.5-15 degrees under the variation of the relative area of the throat cross section. The flow structure alteration was studied and the critical relative areas of the inlet throat were determined, at which either there is no starting of the inlet in the process of flow steadying at the initial subsonic flow in it or a flow breakdown occurs in the process of flow steadying at an initial supersonic inflow. Numerical computations of the axisymmetric flow were done on the basis of the solution of the Navier-Stokes equations and the k-omega SST turbulence model.
机译:在工作中给出了内部压缩的轴对称进气口在它们周围的超音速流动时的流动状态的数值研究结果。主要注意确定管道几何收敛的范围,在该范围内实现了入口中的超音速流入。研究是在与马赫数相对应的高超音速自由流速度下进行的。以额头圆锥形(漏斗形)入口为例,其角度为2-8,在喉部横截面的相对面积变化的情况下,内锥壁倾角delta(w)的角度为7.5-15度。研究了流动结构的变化并确定了入口喉部的相对临界面积,在该临界相对面积处,在初始亚音速流中,在稳定流动的过程中没有启动入口,或者在流动过程中发生了流动破裂。超声速流入时流量稳定。基于Navier-Stokes方程和k-omega SST湍流模型的解,对轴对称流进行了数值计算。

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