2011
DOI: 10.1088/1742-6596/318/3/032030
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By-pass transition of flat plate boundary layers on the surfaces near the limit of admissible roughness

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Cited by 9 publications
(6 citation statements)
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“…Based on the previous literature, the smooth metal surface has normally roughness of about 3.18 μm [ 22 ]. In high Reynolds number applications, surface roughness effect is used to increase the speed of transition from laminar-turbulent and delay flow separation [ 23 ]. Therefore, in order to reduce flow reversal and flow recirculation, roughness of height 50 to 200 μm has been applied.…”
Section: Baseline Compressor Specificationsmentioning
confidence: 99%
“…Based on the previous literature, the smooth metal surface has normally roughness of about 3.18 μm [ 22 ]. In high Reynolds number applications, surface roughness effect is used to increase the speed of transition from laminar-turbulent and delay flow separation [ 23 ]. Therefore, in order to reduce flow reversal and flow recirculation, roughness of height 50 to 200 μm has been applied.…”
Section: Baseline Compressor Specificationsmentioning
confidence: 99%
“…Tu    (8) proposed by Mayle [4]. The effect of wall roughness on the transition onset was expressed by the correlation   (9) However experimental data of Jonáš et al [20] and Pinson and Wang [21] show that the wall roughness influences the transition even for k s +  5. Therefore a modification of the correlation according to Boyle and Stripf [6] was proposed in the form…”
Section: Rementioning
confidence: 99%
“…The more convenient parameter is the ratio k s /θ t introduced by Mayle [11]. Provided that the Blasius boundary layer exists in the laminar part of the boundary layer, the non-dimensional equivalent sandgrain roughness can be correlated to the ratio Nevertheless, results of experimental investigation of the transition on a rough flat plate with sand paper carried out by Pinson and Wang [17] and Jonáš et al [18] show that the wall roughness influences the transition onset for values k s + < 5. Therefore, the transition correlation of Boyle and Stripf [2] was modified to the form…”
Section: Modelling Of Wall Roughness Effectmentioning
confidence: 99%