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H Theorem for Reciprocity Models of Binary Inelastic Collisions in Rarefied Gas Dynamics

机译：稀土气动力学二元非弹性碰撞互核模型的H定理

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《American Institute of Aeronautics and Astronautics Fluid Dynamics Conference and Exhibit 》|2002年||共9页
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中图分类流体动力学 ;
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1. Dynamic molecular collision (DMC) model for rarefied gas flow simulations by the DSMC method [J] . T. Tokumasu, Y. Matsumoto Physics of fluids . 1999 ,第7期

机译：DSMC方法模拟稀薄气体流动的动态分子碰撞（DMC）模型
2. Particle simulation of collision dynamics for ion beam injection into a rarefied gas [J] . Giuliano P.N., Boyd I.D. Physics of plasmas . 2013 ,第3期

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3. Improvement of the Gas-Surface Collision Rule for Adiabatic Walls in DSMC Modeling of Rarefied Gas Convection in a Micro Enclosure [J] . Pei-Yuan Tzeng, I-Wan Chou, Chung-Ho Liu, Journal of Aeronautics, Astronautics and Aviation, A . 2011 ,第3期

机译：DSMC在微型外壳中对流气体绝热壁的气体表面碰撞规则的改进
4. H Theorem for Reciprocity Models of Binary Inelastic Collisions in Rarefied Gas Dynamics [C] . A. Agbormbai AIAA Fluid Dynamics Conference and Exhibit . 2002

机译：稀有气体动力学中二元非弹性碰撞互易模型的H定理
5. Improved molecular collision models for nonequilibrium rarefied gases. [D] . Parsons, Neal. 2014

机译：改进的非平衡稀有气体分子碰撞模型。
6. Hydrodynamic Modeling of Swirling Binary Mixture Gas–ParticleFlows Using a Second-Order-Moment Turbulence Model [O] . Yang Liu, *, Ziyun Chen, 2020

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7. Molecular dynamics and binary collision modeling of the primary damage state of collision cascades [O] . Heinisch H.L., Singh B.N. 1992

机译：碰撞级联主要损伤状态的分子动力学和二元碰撞模型
8. Monte Carlo Simulation of Rarefied Nitrogen Gases Contained between ParallelPlates Using the Statistical Inelastic Cross-Section Model [R] . Koura, K. 1994

机译：用统计非弹性截面模型模拟平行板之间稀薄氮气的monte Carlo模拟

H Theorem for Reciprocity Models of Binary Inelastic Collisions in Rarefied Gas Dynamics

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