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Modeling of dissociation and energy transfer in shock-heated nitrogen flows

机译:激热氮气流中的解离和能量转移模型

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This work addresses the modeling of dissociation and energy transfer processes in shock heated nitrogen flows by means of the maximum entropy linear model and a newly proposed hybrid bin vibrational collisional model. Both models aim at overcoming two of the main limitations of the state of the art non-equilibrium models: (i) the assumption of equilibrium between rotational and translational energy modes of the molecules and (ii) the reliance on the quasi-steady-state distribution for the description of the population of the internal levels. The formulation of the coarse-grained models is based on grouping the energy levels into bins, where the population is assumed to follow a Maxwell-Boltzmann distribution at its own temperature. Different grouping strategies are investigated. Following the maximum entropy principle, the governing equations are obtained by taking the zeroth and first-order moments of the rovibrational master equations. The accuracy of the proposed models is tested against the rovibrational master equation solution for both flow quantities and population distributions. Calculations performed for free-stream velocities ranging from 5 km/s to 10 km/s demonstrate that dissociation can be accurately predicted by using only 2-3 bins. It is also shown that a multi-temperature approach leads to an under-prediction of dissociation, due to the inability of the former to account for the faster excitation of high-lying vibrational states. (C) 2015 AIP Publishing LLC.
机译:这项工作通过最大熵线性模型和新提出的混合仓振动碰撞模型解决了在冲击加热的氮气流中解离和能量转移过程的建模问题。两种模型都旨在克服现有技术非平衡模型的两个主要局限性:(i)假设分子的旋转和平移能模之间达到平衡,并且(ii)依赖准稳态分布用于描述内部级别的人口。粗粒度模型的制定是基于将能级分组到箱中,其中假定总体在其自身温度下遵循Maxwell-Boltzmann分布。研究了不同的分组策略。遵循最大熵原理,通过采用振动主方程的零阶和一阶矩来获得控制方程。针对流动量和人口分布,针对旋转主方程解测试了所提出模型的准确性。对范围从5 km / s到10 km / s的自由流速度进行的计算表明,仅使用2-3个仓位就可以准确预测离解。还表明,由于前者无法解决高振动态的更快激发,因此多温度方法会导致解离的预测不足。 (C)2015 AIP Publishing LLC。

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