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Analysis of the Velocity Distribution in Partially-Filled Circular Pipe Employing the Principle of Maximum Entropy

机译:利用最大熵原理分析部分填充圆管的速度分布

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摘要

The flow velocity distribution in partially-filled circular pipe was investigated in this paper. The velocity profile is different from full-filled pipe flow, since the flow is driven by gravity, not by pressure. The research findings show that the position of maximum flow is below the water surface, and varies with the water depth. In the region of near tube wall, the fluid velocity is mainly influenced by the friction of the wall and the pipe bottom slope, and the variation of velocity is similar to full-filled pipe. But near the free water surface, the velocity distribution is mainly affected by the contractive tube wall and the secondary flow, and the variation of the velocity is relatively small. Literature retrieval results show relatively less research has been shown on the practical expression to describe the velocity distribution of partially-filled circular pipe. An expression of two-dimensional (2D) velocity distribution in partially-filled circular pipe flow was derived based on the principle of maximum entropy (POME). Different entropies were compared according to fluid knowledge, and non-extensive entropy was chosen. A new cumulative distribution function (CDF) of partially-filled circular pipe velocity in terms of flow depth was hypothesized. Combined with the CDF hypothesis, the 2D velocity distribution was derived, and the position of maximum velocity distribution was analyzed. The experimental results show that the estimated velocity values based on the principle of maximum Tsallis wavelet entropy are in good agreement with measured values.
机译:研究了部分填充圆管的流速分布。速度曲线不同于满管的流量,因为流量是由重力而不是压力驱动的。研究发现表明,最大流量的位置在水面以下,并随水深而变化。在管壁附近区域,流速主要受管壁的摩擦力和管底坡度的影响,流速的变化与满管相似。但在自由水面附近,速度分布主要受收缩管壁和二次流的影响,速度变化较小。文献检索结果表明,关于描述部分填充圆形管道速度分布的实际表达式的研究相对较少。基于最大熵(POME)原理,推导了部分填充圆形管道流动中二维(2D)速度分布的表达式。根据流体知识比较不同的熵,并选择非广义熵。假设了一种新的累积填充函数(CDF),它可以根据流动深度来计算部分填充的圆形管道的速度。结合CDF假设,推导出二维速度分布,并分析了最大速度分布的位置。实验结果表明,基于最大Tsallis小波熵原理的速度估计值与实测值吻合良好。

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  • 期刊名称 other
  • 作者

    Yulin Jiang; Bin Li; Jie Chen;

  • 作者单位
  • 年(卷),期 -1(11),3
  • 年度 -1
  • 页码 e0151578
  • 总页数 17
  • 原文格式 PDF
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