42nd AIAA Fluid Dynamics Conference and Exhibit 2012
DOI: 10.2514/6.2012-2975
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Boundary Layer Profile Behind Gaseous Detonation as it Affects Reflected Shock Wave Bifurcation

Abstract: The present study explores the flow field created by reflecting detonations using heat transfer and pressure measurements near the location of detonation reflection. Schlieren imaging techniques are used to examine the possibility of shock wave-boundary layer interaction. These measurements are compared to laminar boundary layer theory and a onedimensional model of detonation reflection. Experiments were carried out in a 7.6 m long detonation tube with a rectangular test section using mixtures of stoichiometri… Show more

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Cited by 6 publications
(2 citation statements)
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“…The results from Fig.17 indicate that the boundary layer behind H 2 /O 2 /Ar detonations is probably laminar, since the Reynolds number is smaller than the critical one of Re c ≈ 5.0 × 10 5 . This finding concurs with the previous conclusions of Liu et al [43] and Damazo et al [44] that the boundary layer behind stoichiometric H 2 /O 2 detonations is laminar. Therefore, Fay's turbulent boundary layer displacement thickness relation for evaluating the boundary layer induced mass divergence is quesitonable, and moreover, the present experiments can potentially act as a good framework for validating these relations.…”
Section: The Experimental D(κ) Curvessupporting
confidence: 94%
“…The results from Fig.17 indicate that the boundary layer behind H 2 /O 2 /Ar detonations is probably laminar, since the Reynolds number is smaller than the critical one of Re c ≈ 5.0 × 10 5 . This finding concurs with the previous conclusions of Liu et al [43] and Damazo et al [44] that the boundary layer behind stoichiometric H 2 /O 2 detonations is laminar. Therefore, Fay's turbulent boundary layer displacement thickness relation for evaluating the boundary layer induced mass divergence is quesitonable, and moreover, the present experiments can potentially act as a good framework for validating these relations.…”
Section: The Experimental D(κ) Curvessupporting
confidence: 94%
“…Note, however, that the pressure rise between the incident shock and the reflected shock is not a step, but rather it occurs over a finite period of time and the pressure rolls off to its steady value. This is due to shock-bifurcation, a well-documented phenomenon in shock tubes with N 2 or air test gas (although it is not limited to only these test gases) [27,28]. Shock bifurcation makes it difficult to resolve measurements during the first 10-50 µs after the reflected shock passes the measurement plane.…”
Section: Thermometer Demonstrationmentioning
confidence: 99%