One-dimensional homogeneous model based on the gas-liquid two-phase flow theory was established.
基于气液两相流理论，建立了垂直上升管内液氮气液两相流动的一维均相流模型；
Based on homogeneous model and with the application of nonlinear bifurcation theory, this paper presents prediction of static bifurcation (flow excursion) diagram of two-phase natural circulation.
本文基于均相模型，运用非线性分岔理论，计算预测了两相自然循环系统静态分岔(流量漂移)解图。
Based on theory of bifurcation and DERPAR numerical algorithm, static bifurcation solution diagram of a two-phase natural circulation system is presented, using homogeneous flow model.
本文基于分岔理论及DERPAR数值算法，运用均相模型计算得出典型沸腾两相自然循环系统的静态分岔解图。
This paper presents a linear homogeneous model describing two-phase flow instability.
本文提出了描述并联沸腾管内两相流密度波型脉动的线性均相模型。
In this model, the characteristics of pseudo-homogeneous solid-liquid two-phase flows have been considered in the expression of wave propagation speed and also during treating with flow resistance.
本模型的压力波波速表达式和阻力的处理方法都体现了伪均质固液两相流的特点。
Some typical correlations for the two-phase flow measurements with orifices are analysed and verified. A modified homogeneous flow model is presented.
分析和验证了一些具有代表性的两相孔板流动模型，提出了修正均相流动模型。
Some typical correlations for the two-phase flow measurements with orifices are analysed and verified. A modified homogeneous flow model is presented.
分析和验证了一些具有代表性的两相孔板流动模型，提出了修正均相流动模型。
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