Surface Roughness Effects on Turbulent Boundary Layer Struc-ture of NACA 0026 Airfoil

  • Authors

    • A. A. Abbas
    • W. A. W. Ghopa
    • S. Mat
    • K.-S. Choi
    • M. F. Abdullah
    • Z. Harun
    https://doi.org/10.14419/ijet.v7i3.17.21922
  • This research addresses the understanding of initial experimental results from an ongoing investigation of the riblets effects on the behaviour of turbulent boundary layer over a rough surface applied onto the surface of NACA 0026 airfoil in a herringbone pattern, via a low-speed wind tunnel. Riblets arranged in directionally converging-diverging pattern, approximately 7.5% in chord percentage, riblets are attached and flushed to the airfoil surface. Riblets are yawed at α = 0o and ±10o with dimensions of height, h = 1 mm and spacing, s = 2 mm. The airfoil with external geometry of 500 mm span, 600 mm chord, and 156 mm maximum thickness has been built using mostly woods and aluminium. The application of riblets significantly affects boundary layer thickness. At Reynolds number ReÏ„ ≈ 200 and freestream velocity U∞ ≈ 5 m/s. We observe that riblets cause boundary layer and turbulence intensities profiles to change drastically. Upon exposure to riblets, both boundary layer and turbulence intensities profiles on NACA 0026 airfoil follow closely with that of favourable pressure gradient (FPG) flows. Without riblets, the flow has a very small layer of the logarithmic region and high wake (in the velocity profile) and highly energized inner region (in the intensities profiles). Without riblets, the inner region (z+ = 15) contains energised λx+ = 1000 features as well as very long features measuring 20δ, typically not observed in internal flows. The energy spectra analysis reveals that riblets of any type break these 20δ features in the near-wall to break down into smaller features. This study might shed some lights into research focusing on controlling flow behaviours using surface roughness.

  • References

    1. [1] B. Nugroho, N. Hutchins, J. P. Monty, Effects of diverging and converging roughness on turbulent boundary layers, 18th Austr. Fluid Mech. Conf. Launceston, Australia (December), 10–13 (2012).

      [2] B. Nugroho, N. Hutchins, J. P. Monty, Large-scale spanwise periodicity in a turbulent boundary layer induced by highly ordered and directional surface roughness, International Journal of Heat and Fluid Flow 41, 90–102 (2013).

      [3] B. Nugroho, V. Kulandaivelu, Z. Harun, N. Hutchins, J. P. Monty, An investigation into the effects of highly directional surface roughness on turbulent boundary layers, 17th Austr. Fluid Mech. Conf. Auckland, New Zealand (December), 6-9 (2010).

      [4] D. Goldstein, R. Handler, L. Sirovich, Direct numerical simulation of turbulent flow over a modeled riblet covered surface, Journal of Fluid Mechanics 302, 333 (1995).

      [5] D. W. Bechert, M. Bruse, W. Hage, Experiments with three-dimensional riblets as an idealized model of shark skin, Experiments in Fluids 28 (5), 403–412 (2000).

      [6] D. W. Bechert, M. Bruse, W. Hage, J. G. T. Van Der Hoeven, G. Hoppe, Experiments on drag-reducing surfaces and their optimization with an adjustable geometry, Journal of Fluid Mechanics 338, 59–87 (1997).

      [7] F. E. Fish, L. E. Howle, M. M. Murray, Hydrodynamic flow control in marine mammals, Integrative and Comparative Biology 48 (6), 788–800 (2008).

      [8] F. Muhsin, W. F. M. Yusoff, M. F. Mohamed, A. R. Sapian, CFD modeling of natural ventilation in a void connected to the living units of multi-storey housing for thermal comfort, Energy and Buildings 144, 1–16 (2017).

      [9] H. Chen, F. Rao, X. Shang, D. Zhang, I. Hagiwara, Biomimetic drag reduction study on herringbone riblets of bird feather, Journal of Bionic Engineering 10 (3), 341–349 (2013).

      [10] H. Chen, F. Rao, X. Shang, D. Zhang, I. Hagiwara, Flow over bio-inspired 3D herringbone wall riblets, Experiments in Fluids 55 (3-1698), 1–7 (2014).

      [11] H. M. Nagib, K. A. Chauhan, Variations of von Kármán coefficient in canonical flows, Physics of Fluids 20 (10), 1–11 (2008).

      [12] Howard W. Emmon, Flow of a compressible fluid past a symmetrical airfoil in a wind tunnel and in free air, Journal of the Physical Society of Japan 25, 1703–1722 (1948).

      [13] J. P. Monty, Z. Harun, I. Marusic, A parametric study of adverse pressure gradient turbulent boundary layers, International Journal of Heat and Fluid Flow 32 (3), 575–585 (2011).

      [14] J. Yunus, A.C. and Cimbala, Fluid Mechanics Fundamentals and Applications, 3rd Edition, McGraw Hill Publication, 185201, (2006).

      [15] K.-S. Choi, Near-wall structure of a turbulent boundary layer with riblets, Journal of Fluid Mechanics 208, 417–458 (1989).

      [16] M. I. Ghazali, Z. Harun, W. A. W. Ghopa, A. A. Abbas, Computational Fluid Dynamic Simulation on NACA 0026 airfoil with v-groove riblets, International Journal on Advanced Science, Engineering and Information Technology 6 (4), 529-533 (2016).

      [17] M. J. Walsh, Riblets as a viscous drag reduction technique, AIAA Journal 21 (4), 485–486 (1983).

      [18] N. Hutchins, I. Marusic, Evidence of very long meandering features in the logarithmic region of turbulent boundary layers, Journal of Fluid Mechanics 579, 1–28 (2007).

      [19] N. Hutchins, T. B. Nickels, I. Marusic, M. S. Chong, Hot-wire spatial resolution issues in wall-bounded turbulence, Journal of Fluid Mechanics 635, 103–136 (2009).

      [20] N. Lin, W.P., White, B.R. and Bagheri, Experiments on the Large-Scale Structure of Turbulent Boundary Layers with Adverse Pressure Gradients, In 33rd Aerospace Sciences Meeting and Exhibit 21 (1995).

      [21] P. Luchini, F. Manzo, A. Pozzi, Resistance of a grooved surface to parallel flow and cross-flow, Journal of Fluid Mechanics 228, 87–109 (1991).

      [22] P. M. Ligrani, P. Bradshaw, Spatial resolution and measurement of turbulence in the viscous sublayer using subminiature hot-wire probes, Experiments in Fluids 5 (6), 407–417 (1987).

      [23] R. Garcia-Mayoral, J. Jimenez, Drag reduction by riblets, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences 369, 1412–1427 (2011).

      [24] R. Koeltzsch, K ., Dinkelacker, A., Grundmann, Flow over convergent and divergent wall riblets, Experiments in Fluids 33 (2) (2002) 346–350.

      [25] S. M. A. Aftab, N. A. Razak, A. S. Mohd Rafie, K. A. Ahmad, Mimicking the humpback whale: An aerodynamic perspective, Progress in Aerospace Sciences 84, 48–69 (2016).

      [26] S. P. Wilkinson, Viscous drag reduction in boundary layers, Vol. 1, AIAA Journal, (1990).

      [27] T. Nadesan, H. Mitsudharmadi, T. S. Lee, S. H. Winoto, Quasi-streamwise counter-rotating vortices generated by convergent riblets in flat plate boundary layer, Journal of Visualization 17, 319–325 (2014).

      [28] W. Hage, D. W. Bechert, M. Bruse, Yaw angle effects on optimized riblets, Aerodynamic Drag Reduction Technologies 278–285 (2001).

      [29] Y. Luo, L. Wang, L. Green, K. Song, L. Wang, R. Smith, Advances of drag-reducing surface technologies in turbulence based on boundary layer control, Journal of Hydrodynamics 27 (4), 473-487 (2015).

      [30] Y. Luo, L. Yuan, J. Li, J. Wang, Boundary layer drag reduction research hypotheses derived from bio-inspired surface and recent advanced applications, Micron 79, 59–73 (2015).

      [31] Z. Harun, A. A. Abbas, A. Etminan, B. Nugroho, V. Kulandaivelu, M. Khashehchi, Effects of riblet on flow structure around a NACA 0026 airfoil, The 25th International Symposium on Transport Phenomena, Krabi, Thailand (November), 1–7 (2014).

      [32] Z. Harun, A. A. Abbas, R. M. Dheyaa, M. I. Ghazali, Ordered roughness effects on NACA 0026 airfoil, IOP Conference Series: Materials Science and Engineering 152 (1), 012005 (2016).

      [33] Z. Harun, I. Marusic, J. P. Monty, R. Mathis, Effects of pressure gradient on higher order statistics in turbulent boundary layers, Turbulence, Heat and Mass Transfer 7, 1–12 (2012).

      [34] Z. Harun, J. P. Monty, I. Marusic, The structure of zero, favorable and adverse pressure gradient turbulent boundary layers, 7th International Symposium on Turbulence and Shear Flow Phenomena, Ottawa, Canada 1–6 (2010).

      [35] Z. Harun, J. P. Monty, R. Mathis, I. Marusic, Pressure gradient effects on the large-scale structure of turbulent boundary layers, Journal of Fluid Mechanics 715, 477–498 (2013).

      [36] Z. Harun, M. Isa, M. Rasani, S. Abdullah, The effects of spatial resolution in turbulent boundary layers with pressure gradients, Applied Mechanics and Materials 225, 109–117 (2012).

      [37] Z. Harun, V. Kulandaivelu, B. Nugroho, M. Khashehchi, J. P. Monty, I. Marusic, Large scale structures in an adverse pressure gradient turbulent boundary layer, 12th International Symposium on Engineering Turbulence Modelling and Measurements (ETMM12), Marseilles (June 2010).

      [38] Z. Harun, W. A. W. Ghopa, A. Abdullah, M. I. Ghazali, A. A. Abbas, M. R. Rasani, R. Zulkifli, W. M. F. Wan Mahmood, M. R. Abu Mansor, Z. Zainol Abidin, W. H. M. Wan Mohtar, The development of a multipurpose wind tunnel, Jurnal Teknologi 10, 63–70 (2016).

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    Abbas, A. A., Ghopa, W. A. W., Mat, S., Choi, K.-S., Abdullah, M. F., & Harun, Z. (2018). Surface Roughness Effects on Turbulent Boundary Layer Struc-ture of NACA 0026 Airfoil. International Journal of Engineering & Technology, 7(3.17), 254-259. https://doi.org/10.14419/ijet.v7i3.17.21922