节点文献
两相流动解的几何拓扑分析及壅塞流动数学判据的探讨
GEOMETRIC TOPOLOGICAL ANALYSIS OF TWO-PHASE FLOW AND AN INVESTIGATION OF THE MATHEMATICAL CRITERION FOR CHOKING
【摘要】 本文利用双流体模型对两相流动微分方程的解进行几何拓扑分析,论述在相空间中奇点出现的条件、奇点位置及类型,并对壅塞流动的数学判据进行了讨论.
【Abstract】 The present paper is devoted to the geometric topological analysis of the solutions of two-phase flows on the basis of a two-fluid model. The necessary conditions of the occurence of singular points, their location in the phase space and the character of them are all discussed in de-tial. An example is given to show the procedure and the results of such an analysis.In addition, a mathematical criterion for choking has also been discussed.
【基金】 科学院基金
- 【文献出处】 工程热物理学报 ,Journal of Engineering Thermophysics , 编辑部邮箱 ,1987年02期
- 【被引频次】2
- 【下载频次】69