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Slow Flow of Viscoelastic Fluids Through Fibrous Porous Media.

机译:粘弹性流体通过纤维多孔介质的流动缓慢。

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摘要

This thesis reports on an experimental study of slow viscoelastic flow through models of fibrous porous media. The models were square arrays of parallel cylinders, with solid volume fractions or 'solidities' of 2.5%, 5.0%, and 10%. An initial study using a Newtonian fluid provided a baseline for comparison with results for two Boger fluids, so that the effects of fluid elasticity could be determined. Boger fluids are elastic fluids that have near constant viscosities and can be used in experiments without having to account for shear-thinning effects. The experimental approach involved measurements of pressure loss through the three arrays and interior velocity measurements using particle image velocimetry (PIV).;For the Newtonian flows, pressure loss measurements were in good agreement with the analytical predictions of Sangani and Acrivos (1982). PIV measurements showed velocity profiles which were symmetrical and independent of flow rate.;Pressure loss measurements for the Boger fluid flows revealed that the onset of elastic effects occurred at a Deborah number of approximately 0.5, for both fluids and the three arrays. Flow resistance data collapsed for the two Boger fluids, and increased with solidity. For all three models, the flow resistance increased monotonically with Deborah number, reaching values up to four times the Newtonian resistance for the 10% model.;PIV measurements showed that the transverse velocity profiles for the Newtonian and Boger fluids were the same at Deborah numbers below the elastic onset. Above onset, the profiles became skewed. The skewness, like the flow resistance, was observed to increase with both Deborah number and solidity.;In the wake regions between cylinders in a column, periodic flow structures formed in the spanwise direction. The structures were staggered from column to column, consistent with the skewing. As either Deborah number or solidity increased, the flow structures became increasingly three-dimensional, and the stagger became more symmetric.;An analysis of fluid stresses reveals that the elastic flow resistance is attributed to additional normal stresses caused by shearing, and not by extension.
机译:本文报道了通过纤维多孔介质模型进行慢粘弹性流动的实验研究。模型是平行圆柱体的正方形阵列,其固体体积分数或“固体”为2.5%,5.0%和10%。使用牛顿流体的初步研究为与两种Boger流体的结果进行比较提供了基线,以便可以确定流体弹性的影响。博格流体是具有接近恒定粘度的弹性流体,可以在实验中使用而不必考虑剪切变稀效应。实验方法涉及通过三个阵列的压力损失测量和使用粒子图像测速仪(PIV)的内部速度测量。对于牛顿流,压力损失测量与Sangani和Acrivos(1982)的分析预测非常吻合。 PIV测量显示速度分布是对称的并且与流速无关。Boger流体的压力损失测量表明,对于流体和三个阵列,弹性效应的发生都发生在约0.5的Deborah数下。两种Boger流体的流阻数据崩溃了,并且随着固体的增加而增加。对于这三个模型,流动阻力都随Deborah数单调增加,达到10%模型牛顿阻力的四倍。低于弹性开始。发病初期,轮廓开始偏斜。观察到偏斜度像流动阻力一样,随着Deborah数和固体密度的增加而增加。该结构在列之间交错排列,与偏斜一致。随着Deborah数或固体密度的增加,流动结构变得越来越三维化,并且交错变得更加对称。;对流体应力的分析表明,弹性流动阻力归因于剪切而不是延伸引起的附加法向应力。

著录项

  • 作者

    Yip, Ronnie.;

  • 作者单位

    University of Toronto (Canada).;

  • 授予单位 University of Toronto (Canada).;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2011
  • 页码 164 p.
  • 总页数 164
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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