2021
DOI: 10.2514/1.j059743
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Unsteady Response of Natural Laminar Flow Airfoil Undergoing Small-Amplitude Pitch Oscillations

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“…Of course, such sensitive dependence on operating conditions is not restricted to high Reynolds numbers, but may also be observed in the transitional regime, as has been documented by Pascazio et al (1996), Nati et al (2015) and Negi et al (2018), where small-amplitude pitch oscillations produced large variations in the boundary layer characteristics. The work of Negi et al (2018Negi et al ( , 2021 investigates these two regimes for the same aerofoil, and together they provide a fascinating contrast between the effects of small-amplitude forced pitch oscillations of an aerofoil in two different Reynolds number regimes. In the moderately high Reynolds number Re c = 750 000 (studied in Negi et al 2021), the unsteady flow dynamics could be qualitatively understood through quasi-steady assumptions leading to phase-lagged behaviour of the unsteady boundary layer.…”
Section: Introductionmentioning
confidence: 99%
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“…Of course, such sensitive dependence on operating conditions is not restricted to high Reynolds numbers, but may also be observed in the transitional regime, as has been documented by Pascazio et al (1996), Nati et al (2015) and Negi et al (2018), where small-amplitude pitch oscillations produced large variations in the boundary layer characteristics. The work of Negi et al (2018Negi et al ( , 2021 investigates these two regimes for the same aerofoil, and together they provide a fascinating contrast between the effects of small-amplitude forced pitch oscillations of an aerofoil in two different Reynolds number regimes. In the moderately high Reynolds number Re c = 750 000 (studied in Negi et al 2021), the unsteady flow dynamics could be qualitatively understood through quasi-steady assumptions leading to phase-lagged behaviour of the unsteady boundary layer.…”
Section: Introductionmentioning
confidence: 99%
“…The work of Negi et al (2018Negi et al ( , 2021 investigates these two regimes for the same aerofoil, and together they provide a fascinating contrast between the effects of small-amplitude forced pitch oscillations of an aerofoil in two different Reynolds number regimes. In the moderately high Reynolds number Re c = 750 000 (studied in Negi et al 2021), the unsteady flow dynamics could be qualitatively understood through quasi-steady assumptions leading to phase-lagged behaviour of the unsteady boundary layer. On the other hand, the transitional regime at Re c = 100 000, investigated in Negi et al (2018), displayed a richer dynamic behaviour of the unsteady boundary layer that was far from quasi-steady.…”
Section: Introductionmentioning
confidence: 99%
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