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首页> 外文期刊>Nuclear Engineering and Design >A modified equilibrium void distribution model applicable to subchannel-scale vapor-liquid cross flow model for conventional square and tight lattice BWR fuel bundles
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A modified equilibrium void distribution model applicable to subchannel-scale vapor-liquid cross flow model for conventional square and tight lattice BWR fuel bundles

机译:改进的平衡空隙分布模型,适用于常规方形和紧密格子BWR燃料束的子通道级气液错流模型

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摘要

As a part of the advanced subchannel code development project sponsored by Ministry of Economy, Trade and Industry, Japan, this paper describes improvement of the equilibrium void distribution model that is a main part of the vapor-liquid cross flow model. The three-component cross flow (TCCF) model is defined as the present framework that separates contributions of diversion, turbulent mixing and void drift. The Lahey's void settling model is introduced to express the latter two components. Based on the high-resolution air-water database and other published data of steam-water tests, general trends of vapor-liquid cross flow processes are examined. It can be assumed that subchannel void distributions are dominated by the three major effects, i.e. the fluid dynamic effect, the geometrical effect and the narrow gap effect. The equilibrium void distribution model is modified to include the above-mentioned three effects. Three characteristic parameters are assigned for each of the three effects and they are identified experimentally as functions of the void fraction. Multi-dimensional lattice geometries are incorporated based on the two-dimensional flow network model. The network equation is constructed by mapping the equilibrium void balance problem into the force-deflection problem. The resultant models are verified based on equilibrium void distribution data obtained by Sadatomi and Kawahara.
机译:作为日本经济产业省赞助的高级子通道代码开发项目的一部分,本文介绍了平衡空隙分布模型的改进,该模型是气液错流模型的主要部分。三组分错流(TCCF)模型定义为本框架,用于分离转移,湍流混合和空隙漂移的作用。引入了Lahey的空隙沉降模型来表达后两个成分。基于高分辨率的空气-水数据库和其他已发布的蒸汽-水测试数据,研究了气液横流过程的总体趋势。可以假设子通道空隙分布受三个主要影响所支配,即流体动力影响,几何影响和窄间隙影响。修改了平衡空隙分布模型,使其包括上述三个效应。为这三种效应中的每一种分配了三个特征参数,并根据实验将其识别为空隙率的函数。基于二维流网络模型,可以合并多维晶格几何形状。通过将平衡空隙平衡问题映射到力-挠度问题来构造网络方程。根据由Sadatomi和Kawahara获得的平衡孔隙分布数据验证了所得模型。

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