首页> 外文会议>ASME Fluids Engineering Division Meeting >MULTI-SCALE NEAR-WALL AVERAGING AND TWO-PHASE LOGARITHMIC LAW FOR A CFD TWO-FLUID MODEL
【24h】

MULTI-SCALE NEAR-WALL AVERAGING AND TWO-PHASE LOGARITHMIC LAW FOR A CFD TWO-FLUID MODEL

机译:用于CFD双流体模型的多尺度近壁平均和两相对数法

获取原文

摘要

A considerable amount of work has been done in the past to improve the solution methodology using the two-fluid model in the near-wall region. This includes the works of Larrateguy et al. [1], and Moraga et al. [2], based on a multi-scale bubble-center averaging technique. However one shortcoming is that the primitive variables must be recovered from the bubble-center averaged variables. This makes it difficult to implement it in a commercial CFD code. The current research focuses on an engineering approach to overcome this issue. A multi-scale near-wall averaging technique is proposed which separates the effects of bubble dynamics from its geometry in this region In addition, the averaged volume fraction profile makes the CFD approach consistent with the modified logarithmic law of Marie et al. [3]. A step function volume fraction distribution was assumed in the near-wall region while developing the theory. However, the volume fraction prediction obtained from CFD calculations is not uniform in this region. The proposed near-wall averaging technique resolves this issue and makes the CFD implementation of the modified wall function approach consistent with the theory of Marie et al. [3].
机译:过去已经采用了相当数量的作品,以改善近壁区域中的双流体模型改善解决方案方法。这包括Larrateguy等人的作品。 [1]和Moraga等人。 [2]基于多尺度气泡中心平均技术。然而,一个缺点是必须从气泡中心平均变量恢复原始变量。这使得在商业CFD代码中难以实现它。目前的研究侧重于克服这个问题的工程方法。提出了一种多尺寸近壁平均技术,其在该区域中,将气泡动力学的影响与其几何形状分开,但是平均体积分数分布使得CFD方法与Marie等人的改进的对数律一致。 [3]。在近壁区域中,在近壁区域中展开了逐步函数体积分量分布。然而,从CFD计算获得的体积分数预测在该区域中并不均匀。所提出的近壁平均技术解决了这个问题,并使修改的墙壁函数方法的CFD实现与Marie等人的理论一致。 [3]。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号