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首页> 外文期刊>International Journal of Multiphase Flow >Developing flow in inclined laminar-laminar stratified systems: Investigation of the multiple holdup problem
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Developing flow in inclined laminar-laminar stratified systems: Investigation of the multiple holdup problem

机译:倾斜层流-层流分层系统中的流动发展:多重滞留问题的研究

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In this study, the multiple holdup solutions problem for stratified laminar-laminar flow in a channel is investigated. A stationary but developing monodimensional flow model is adopted here to follow the evolution of the holdup value from a non-equilibrium inlet condition to the final downstream and fully developed solution. A first order Ordinary Differential Equation (ODE) solver is used to perform this analysis under the assumption that the flow remains supercritical all along the pipe. The possibility of having a hydraulic shock during the longitudinal evolution of the system is investigated too. A second order ODE model is then proposed to handle situations with shocks, by including the effects of the longitudinal viscous stress diffusion when large interface level gradients occur. The results are also discussed regarding the approach of minimization of a potential function, showing a good consistency between the two methods. (C) 2016 Elsevier Ltd. All rights reserved.
机译:在这项研究中,研究了通道中分层层流-层流的多重滞留解问题。这里采用一个固定但不断发展的一维流动模型,以追踪保持率值从非平衡入口条件到最终下游且完全发展的解决方案的演变。一阶常微分方程(ODE)求解器用于在整个管道沿流保持超临界的假设下执行此分析。还研究了在系统的纵向演变过程中发生液压冲击的可能性。然后提出了一个二阶ODE模型,通过处理发生较大界面水平梯度时的纵向粘性应力扩散影响,来处理带有冲击的情况。还讨论了关于最小化势函数的方法的结果,显示了两种方法之间的良好一致性。 (C)2016 Elsevier Ltd.保留所有权利。

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