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Investigation of Chemical Non-equilibrium Hypersonic Flows in Carbon Dioxide-Nitrogen Atmospheres Using a Coupled Euler-Boundary-Layer Method

机译:使用耦合欧拉边界层法研究二氧化碳 - 氮气大气中化学非平衡过度的研究

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Re-entry flights in carbon dioxide-nitrogen atmospheres such as Mars and Venus became more and more the focal point of interest in the research community lately. During these re-entry flights at hypersonic velocities, a high-enthalpy flow field is generated behind the bow shock. Due to this high-enthalpy flow field, the constituent chemical species inside this field undergo several significant real gas effects, for example, dissociation. With respect to typical re-entry trajectories starting at high altitudes, low density/ low pressure regions are passed during re-entry flights, whereby dissociation occurs at a wide range, starting at relatively low gas temperatures affecting aspects like surface chemistry or wall heat fluxes significantly. Therefore it is important to generate accurate thermodynamic, kinetic and transport models with a chemical non-equilibrium approach, where the conservation equations for momentum, total energy and balance equations are solved for each species in the dissociated flow field. Due to the fact that plasma and shock tunnels are subject to several shortcomings, the importance of efficient numerical simulations is still steadily increasing. Furthermore the Navier-Stokes equations, which are still the most comprehensive equations for continuum fluid dynamics, simultaneously are the most computational costly ones. Therefore the usage of an efficient and accurate numerical approach, which is less general, but generates the same order of accuracy in its domain of application, like the coupled Euler-second-order boundary-layer method, is very promising. As long as there are no strong interactions between the viscous and the inviscid flow, the method described here generates analogous flow physics compared to the Navier-Stokes solutions. Also it already proved its good agreements with numerical simulations of the Navier-Stokes solutions for blunt re-entry bodies at high angles of attack and medium to low altitudes [1].
机译:在碳水和金星等二氧化碳 - 氮气气氛中重新入场航班最近成为研究界的兴趣点。在这些重新入场航班期间,在船首震动后面产生高焓流场。由于这种高焓流场,该场内的组成化学物质经历了几种显着的真实气体效果,例如解离。关于从高海拔开始的典型重新进入轨迹,在再入飞行期间通过低密度/低压区域,从而在宽范围内发生解离,从相对低的气温影响表面化学或壁热通量的方面开始显着地。因此,重要的是产生具有化学非平衡方法的精确的热力学,动力学和传输模型,其中对于传解的流场中的每个物种,解决了动量的节约方程,总能量和平衡方程。由于血浆和冲击隧道受到几缺点的影响,有效数值模拟的重要性仍然稳步增加。此外,Navier-Stokes方程,仍然是连续液动力学最全面的方程,同时是最具计算成本的成本。因此,使用高效且准确的数字方法,这较少,但在其应用领域中产生相同的准确性顺序,如耦合的欧拉二阶边界层方法非常有前途。只要粘性和粘性流动之间没有强的相互作用,与Navier-Stokes解决方案相比,这里描述的方法产生类似的流物理。此外,它已经证明了其与Navier-Stokes解决方案的数值模拟的良好协议,用于在高角度和中到低海拔的高角度下钝的再入入机构[1]。

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