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THE UNSTEADY NONEQUILIBRIUM TWO-PHASE FLOWS IN PIPELINE SYSTEMS

机译:管道系统中的不稳定非QuiLibium两相流量

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The two-phase unsteady flows of nonequilibrium heterogeneous medium are considered. The new model of such flows based on hydraulic approach is considered. This model can generate the family of various models for special cases of streams. The boundary conditions represent the system of the algebraic or/and obvious differential equations. The stationary solution of a considered problem acts usually as the initial data. The relaxation method can be rather effective for solving of steady problem. The effect of change of scale under occurrence or disappearance of a phase produces significant computing difficulties. The notion of "trigonometric concentration" is offered for damping of this effect. The method of calculation for the two-phase flows based on the method of characteristics is considered. This method uses the two-scale joint grid: one for liquid phase and other for vapour phase. The examples of calculations are demonstrated. The results of calculation for the case of outflow of hyperthermal liquid under sudden pipe failure taking with appearance of vapour-liquid flow are demonstrated. The results of calculations of flows in the system of industrial pipelines of nuclear power plants are discussed.
机译:考虑两相非定常介质的非稳定性介质。考虑了基于水力方法的这种流动的新模型。此模型可以为特殊流案例生成各种模型的家庭。边界条件代表代数或/和明显的微分方程的系统。考虑问题的静止解决方案通常是初始数据。弛豫方法可以对解决稳定问题来说是相当有效的。阶段发生或消失的规模变化的影响产生了显着的计算困难。提供“三角浓度”的概念来阻尼这种效果。考虑了基于特征方法的两相流的计算方法。该方法采用双尺度关节栅格:一个用于液相和其他用于气相的液相。证明了计算的例子。展示了在突然管道故障下采用蒸汽液体流动下的超热液流出的计算结果。讨论了核电厂工业管道系统中流量的计算结果。

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