Abstract

Abstract

Highlights

  • Methods to modify and control the boundary layer behaviour have been sought from the earliest stage of boundary layer studies and, in this respect, wall-normal transpiration immediately appeared as a relatively simple and very effective control technique

  • The case of a zero pressure gradient (ZPG) boundary layer with uniform suction applied at the wall is of particular interest because it is possible to achieve a state for which the momentum loss due to wall friction is exactly compensated by the entrainment of high-momentum fluid due to suction, the boundary layer thickness remains constant in the streamwise direction

  • It has been known since the earliest studies on suction boundary layers that an initially turbulent boundary layers (TBLs) will eventually relaminarize for large enough suction rates

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Summary

Introduction

Methods to modify and control the boundary layer behaviour have been sought from the earliest stage of boundary layer studies and, in this respect, wall-normal transpiration immediately appeared as a relatively simple and very effective control technique. Since wall suction has a strong stabilizing effect on boundary layers, it has been investigated as a technique to delay the laminar–turbulent transition to accomplish drag reduction by the inherent lower friction drag of a laminar boundary layer in comparison with a turbulent boundary layer (TBL) (see Ulrich (1947) and Kay (1948) among others). The case of a zero pressure gradient (ZPG) boundary layer with uniform suction applied at the wall is of particular interest because it is possible to achieve a state for which the momentum loss due to wall friction is exactly compensated by the entrainment of high-momentum fluid due to suction, the boundary layer thickness remains constant in the streamwise direction. A turbulent asymptotic suction boundary layer (TASBL) appears to be considerably more difficult to obtain than its laminar counterpart. Bobke, Örlü & Schlatter (2016) numerically obtained two TASBLs through large eddy simulations (LES) and raised doubts on the possibility of obtaining an ASBL in a practically realizable experiment

Experimental study on TASBLs
Experimental set-up
Verification of the experimental apparatus and measurement procedures
Self-sustained turbulence suction-rate threshold
Mean-velocity scaling for the turbulent asymptotic state
Profiles of streamwise velocity variance
Spectra
Conclusions
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