Numerical simulation of supersonic gas flow with binary particle admixture over a blunt body

D. Reviznikov, A. Sposobin
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Abstract

The paper is focused on the study of supersonic gas flows with suspended particles past blunt bodies. Flows with particles of two different sizes are considered. The main feature of the issue under investigation is the significant difference of characteristic scales for carrying and dispersed phases. The study is based on a complex mathematical model of the two-phase flow. The model combines Eulerian description for the gas phase and Lagrangian description for the dispersed phase. The carrying phase dynamics is governed by modified Euler equations, taking into consideration the particle-gas interaction. To account for inter-particle collisions and interaction of particles with the body surface, direct numerical simulation is used. The results of mathematical modeling for a supersonic flow with binary particle admixture around a sphere are presented. The focus is on the analysis of the effects related to the influence of the interaction between particles of different size on the energy flux from the dispersed phase to the sphere surface. The results show that energy fluxes from the individual dispersed fractions to the body surface are nonlinear functions of the particle volume concentrations. Collisions between particles of different size give significant rise to the impact of smaller particles. At the same time, the total energy flux from the dispersed phase to the body surface changes almost linearly with the concentration of individual fractions. This allows using the results of monodispersed flow calculation for modeling of polydispersed flows.The paper is focused on the study of supersonic gas flows with suspended particles past blunt bodies. Flows with particles of two different sizes are considered. The main feature of the issue under investigation is the significant difference of characteristic scales for carrying and dispersed phases. The study is based on a complex mathematical model of the two-phase flow. The model combines Eulerian description for the gas phase and Lagrangian description for the dispersed phase. The carrying phase dynamics is governed by modified Euler equations, taking into consideration the particle-gas interaction. To account for inter-particle collisions and interaction of particles with the body surface, direct numerical simulation is used. The results of mathematical modeling for a supersonic flow with binary particle admixture around a sphere are presented. The focus is on the analysis of the effects related to the influence of the interaction between particles of different size on the energy flux from the disper...
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钝体上掺有二元粒子的超音速气体流动数值模拟
本文主要研究了含悬浮粒子的超声速气体经过钝体时的流动。考虑了两种不同粒径颗粒的流动。所研究问题的主要特征是携相和分散相的特征尺度存在显著差异。该研究基于一个复杂的两相流数学模型。该模型结合了气相的欧拉描述和分散相的拉格朗日描述。载相动力学由考虑粒子-气体相互作用的修正欧拉方程控制。为了考虑粒子间碰撞和粒子与体表的相互作用,采用了直接数值模拟。本文给出了双粒子绕球超声速流动的数学模型。重点分析了不同粒径粒子间的相互作用对分散相到球表面的能量通量的影响。结果表明,从单个分散组分到体表的能量通量是颗粒体积浓度的非线性函数。不同大小的颗粒之间的碰撞会显著增加较小颗粒的碰撞。同时,从分散相到体表的总能量通量几乎随各组分浓度呈线性变化。这允许使用单分散流计算的结果来模拟多分散流。本文主要研究了含悬浮粒子的超声速气体经过钝体时的流动。考虑了两种不同粒径颗粒的流动。所研究问题的主要特征是携相和分散相的特征尺度存在显著差异。该研究基于一个复杂的两相流数学模型。该模型结合了气相的欧拉描述和分散相的拉格朗日描述。载相动力学由考虑粒子-气体相互作用的修正欧拉方程控制。为了考虑粒子间碰撞和粒子与体表的相互作用,采用了直接数值模拟。本文给出了双粒子绕球超声速流动的数学模型。重点分析了不同粒径粒子间的相互作用对分散体能量流的影响。
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