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Synergetic computational and experimental studies of wall-bounded turbulent flows and their two-dimensionality.

机译:壁面湍流及其二维的协同计算和实验研究。

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摘要

The study of canonical flows, such as channels, pipes, or boundary layers, is essential for a deeper understanding of the physical mechanisms present in wall-bounded turbulence. Of particular importance in flows delimited by solid walls is the near-wall region where a large fraction of the drag stems from velocity fluctuations in a thin boundary layer adjacent to surfaces. In that context it is interesting to recognize that globally about 10% of all energy is used to overcome turbulent drag in one way or another. The goal of this study is to clarify our understanding in these areas by combining computations and experiments of turbulent duct flows and boundary layers. Oil film interferometry (OFI) and static pressure measurements were carried out over the range 200 < Retau < 800 (where Retau is the friction Reynolds number, based on duct half-height h and friction velocity u tau) in an adjustable-geometry duct flow facility. Three-dimensional effects were studied by considering different aspect ratio (AR) configurations. Contrary to the accepted understanding in the field of turbulence research, we found that an aspect ratio of at least 24 is required in order to obtain "high-AR duct conditions" , and a development length of around 200 duct full-heights (for low and intermediate Reynolds numbers) is necessary for appropriate flow development.;The three-dimensional effects present in the flow, i.e., side-wall boundary layers and secondary motions, are also studied by means of direct numerical simulations (DNSs). The spectral element code Nek5000, developed by Fischer et al. (2008), is used to compute turbulent duct flows with aspect ratios from 1 to 10 in streamwise-periodic boxes of length 25h (long enough to capture the longest streamwise structures) and Reynolds numbers Retau,c = 180 and 330. While preparing the duct simulations, we also considered the necessary averaging times for converged statistics in simulations of wall turbulence; as a result, a set of guidelines regarding sampling times and intervals is also given. We find that the conditions often computed in z-periodic channels cannot be reproduced experimentally, even at very high aspect ratios such as 48, and therefore conclude that "computational channels" and "experimental high-AR ducts" are two different flows. The implications of these findings on wind tunnel experiments (with aspect ratios typically ranging from 3 to 16), and the large volume of available "two-dimensional" zero pressure gradient boundary layer data, are also assessed in this study. We therefore recommend the computational and experimental study of turbulent pipe flows, since this is the only case where matching canonical conditions can be obtained both in DNS computations and experimental facilities.;In addition, we re-analyze currently available Pitot tube corrections for ZPG turbulent boundary layer measurements, and propose new forms with coefficients dependent on inner-scaled Pitot tube diameter, d+p . Reynolds number and probe size effects are both introduced in these coefficients, yielding excellent collapse of data over a much wider range of Pitot tube diameters (from 0.2 to 12.82 mm), and very good agreement with reference hot-wire and PIV data. We developed a new correcting scheme, called kappa B---Musker, which is able to provide the highest possible accuracy in probe position when applied to profile measurements of wall-bounded flows.
机译:对规范流动(例如通道,管道或边界层)的研究对于深入了解壁边界湍流中存在的物理机制至关重要。在由实心壁限定的流动中,特别重要的是近壁区域,其中大部分阻力来自邻近表面的薄边界层中的速度波动。在这种情况下,有趣的是认识到全球范围内约有10%的能量被用来克服湍流阻力。这项研究的目的是通过结合湍流管道流动和边界层的计算和实验来阐明我们对这些领域的理解。在可调几何形状的导管流中,在200

著录项

  • 作者

    Vinuesa, Ricardo.;

  • 作者单位

    Illinois Institute of Technology.;

  • 授予单位 Illinois Institute of Technology.;
  • 学科 Aerospace engineering.;Mechanical engineering.;Computer science.
  • 学位 Ph.D.
  • 年度 2013
  • 页码 382 p.
  • 总页数 382
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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