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Flame Instability and Transition to Detonation in Supersonic Reactive Flows

机译:超音速反应流中的火焰不稳定性和爆轰过渡

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Multidimensional numerical simulations of a homogeneous, chemically reactive gas were used to study ignition, flame stability, and deflagration-to-detonation transition (DDT) in a supersonic combustor. The configuration studied was a rectangular channel with a supersonic inflow of stoichiometric ethylene-oxygen and a transimissive outflow boundary. The calculation is initialized with a velocity in the computational domain equal to that of the inflow, which is held constant for the duration of the calculation. The compressible reactive Navier-Stokes equations were solved by a high-order numerical algorithm on a locally adapting mesh. This paper describes two calculations, one with a Mach 3 inflow and one with Mach 5.25. In the Mach 3 case, the fuel-oxidizer mixture does not ignite and the flow reaches a steady-state oblique shock train structure. In the Mach 5.25 case, ignition occurs in the boundary layers and the flame front becomes unstable due to a Rayleigh-Taylor instability at the interface between the reactant and products. Growth of the reaction front and expansion of the burned gas compress and preheat the unburned gas. DDT occurs in several locations, initiating both at the flame front and in the unburned gas, due to an energy-focusing mechanism. The growth of the flame instability that leads to DDT is analyzed using the Atwood number parameter.
机译:均质,化学反应性气体的多维数值模拟用于研究超音速燃烧器中的着火,火焰稳定性和爆燃-引爆过渡(DDT)。研究的构型是一个矩形通道,具有超音速化学计量的乙烯-氧气流入和透排出口边界。在计算域中使用等于流入速度的速度初始化计算,该速度在计算期间保持恒定。通过在局部自适应网格上的高阶数值算法求解可压缩的反应性Navier-Stokes方程。本文介绍了两种计算方法,一种计算的流入速度为3马赫,另一种计算的速度为5.25马赫。在马赫数为3的情况下,燃料-氧化剂混合物不会点燃,流达到稳态的倾斜冲击波列结构。在马赫数5.25的情况下,在边界层发生点火,并且由于反应物与产物之间的界面处的瑞利-泰勒不稳定性,火焰前沿变得不稳定。反应前沿的增长和已燃气体的膨胀会压缩并预热未燃气体。由于能量聚集机制,DDT发生在多个位置,在火焰前沿和未燃烧的气体中均会引发DDT。使用Atwood数参数分析了导致DDT的火焰不稳定性的增长。

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