Progress in Flight Physics – Volume 7 2015
DOI: 10.1051/eucass/201507569
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Stability of high-speed boundary layer on a sharp cone with localized wall heating or cooling

Abstract: A localized heating or cooling e¨ect on stability and transition of the boundary layer §ow on a sharp cone is analyzed at the Mach number 6. The mean §ows are calculated using axisymmetric Navier Stokes equations. The spatial linear stability analysis is performed for twodimensional (2D) disturbances related to the Mack second mode. The transition onset points are estimated using the e N method. In this framework, the heater or cooler may cause earlier or later transition depending on the choice of critical N … Show more

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Cited by 9 publications
(5 citation statements)
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“…Surface arc actuation can quickly heat the boundary layer [38,42]. According to verified results [43], the wall heating causes the boundary layer to be thick, and local heating makes the transition happen earlier. This seems to be a satisfactory trend, while the perturbation of the plasma to the boundary layer is by no means just a simple temperature change.…”
Section: Discussion Of Control Mechanismsmentioning
confidence: 87%
“…Surface arc actuation can quickly heat the boundary layer [38,42]. According to verified results [43], the wall heating causes the boundary layer to be thick, and local heating makes the transition happen earlier. This seems to be a satisfactory trend, while the perturbation of the plasma to the boundary layer is by no means just a simple temperature change.…”
Section: Discussion Of Control Mechanismsmentioning
confidence: 87%
“…The e N method is a semiempirical method based on LST, which predicts the transition location by accumulating the growth rate of unstable waves [42]. This method is applied to evaluate the transition delay performance by the designed acoustic metasurface.…”
Section: Linear Stability Theorymentioning
confidence: 99%
“…The e N method is a semiempirical method based on LST, which predicts the transition location by accumulating the growth rate of unstable waves [38]. This method is applied to evaluate the transition delay performance by the designed acoustic metasurface.…”
Section: Fig 1 Schematic Illustration Of the Acoustic Metasurface With Subwavelength Groovesmentioning
confidence: 99%