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Comparison between coupled Euler/defect boundary-layer and Navier-Stokes computations for nonequilibrium hypersonic flows

机译:非平衡高超声速流的耦合Euler /缺陷边界层与Navier-Stokes计算之间的比较

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摘要

Thr coupled Euler/defect boundary-layer and full Navier-Stokes models for high enthalpy laminar viscous air flow past a blunt body have been numerically solved and compared. The air chemistry is modeled by five species with a 17 steps chemical reaction scheme. The relaxation process for the vibrational energy mode storage of the N-2 and O-2 molecules is modeled via the Landau-Teller theory for V-T energy transfer. Particular attention is focused on the ability of the defect method to reproduce the dissipative flow properties obtained from the Navier-Stokes calculations more efficiently, i.e. utilizing less CPU time. Two test cases upstream Mach numbers equal to 8.53 and to 15.3 of nonequilibrium hypersonic flow over axisymmetric blunt bodies are investigated. The effects of the two methods are emphasized through a code-to-code comparison and a systematic comparison of the temperatures and mass fraction profiles ail along the body is performed. The predicted heal flux and wall pressure of both methods are in agreement and compared with experimental data. Good predictions can be obtained with the first order defect boundary layer approach in the nose region. However, the defect approach seems to give less accurate results far from the nose when the inviscid mesh is coarse close to the wall. Due to the well known fact that a two-dimensional (2D) Euler computation cannot retrieve the equilibrium conditions at the stagnation point as well as the correct inviscid wall values, the influence of such a singularity on Prandti solution as well as the influence of the Euler grid on the defect solution have been studied. (C) 1998 Elsevier Science Ltd. All rights reserved. [References: 38]
机译:对通过钝体的高焓层流粘性空气流动的耦合欧拉/缺陷边界层和完整Navier-Stokes模型进行了数值求解和比较。空气化学模型由五个物种组成,具有17个步骤的化学反应方案。 N-2和O-2分子的振动能模式存储的弛豫过程是通过Landau-Teller理论进行V-T能量转移的模型。特别关注的是缺陷方法能够更有效地重现从Navier-Stokes计算获得的耗散流动特性的能力,即使用更少的CPU时间。研究了两个测试用例,它们在轴对称钝体上的上游马赫数分别等于8.53和非平衡高超音速流的15.3。通过代码间的比较来强调这两种方法的效果,并沿着身体对温度和质量分数分布进行系统的比较。两种方法的预测治愈通量和壁压一致,并与实验数据进行比较。在鼻子区域使用一阶缺陷边界层方法可以获得良好的预测。但是,当无粘性网格在靠近壁的地方较粗糙时,缺陷方法似乎不会从鼻子提供准确的结果。由于众所周知的事实,即二维(2D)欧拉计算无法获取停滞点的平衡条件以及正确的无粘性壁值,因此这种奇异性对Prandti解的影响以及对欧拉网格上的缺陷进行了研究。 (C)1998 Elsevier ScienceLtd。保留所有权利。 [参考:38]

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