2018
DOI: 10.2514/1.j056500
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Flowfield Measurements in a Mach 2 Fin-Generated Shock/Boundary-Layer Interaction

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Cited by 29 publications
(7 citation statements)
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“…The flow conditions of the current work are described in table 1, in which the simulation conditions are placed in context with those of the experiments for both the SCR (Vanstone et al 2016) and SF (Baldwin et al 2016;Arora et al 2018) configurations. The simulation Reynolds number (Re) is reduced for computational feasibility, while maintaining the free-stream Mach number (M ∞ ) and velocity (U ∞ ), the stagnation temperature (T 0 ) and the boundary-layer momentum (Θ) and outer-scale (u(δ) = 0.99U ∞ ) thicknesses, and reducing the free-stream pressure (P ∞ ).…”
Section: Theoretical and Numerical Modelmentioning
confidence: 99%
See 2 more Smart Citations
“…The flow conditions of the current work are described in table 1, in which the simulation conditions are placed in context with those of the experiments for both the SCR (Vanstone et al 2016) and SF (Baldwin et al 2016;Arora et al 2018) configurations. The simulation Reynolds number (Re) is reduced for computational feasibility, while maintaining the free-stream Mach number (M ∞ ) and velocity (U ∞ ), the stagnation temperature (T 0 ) and the boundary-layer momentum (Θ) and outer-scale (u(δ) = 0.99U ∞ ) thicknesses, and reducing the free-stream pressure (P ∞ ).…”
Section: Theoretical and Numerical Modelmentioning
confidence: 99%
“…have been validated in conjunction with experiments for both the SCR (Vanstone et al 2016(Vanstone et al , 2018 and SF (Baldwin et al 2016;Arora et al 2018) configurations. These include comparisons of surface flow visualization, surface pressure and all three velocity components in both Cartesian and spherical coordinates, which are discussed by Adler & Gaitonde (2017, 2018b, 2019a.…”
Section: Theoretical and Numerical Modelmentioning
confidence: 99%
See 1 more Smart Citation
“…In the former category are the SF studies of Gibson & Dolling (1992) and Schmisseur & Dolling (1994), as well as the SCR measurements of Erengil & Dolling (1993), all of which also describe the observed unsteadiness as being one order lower than the characteristic frequencies of the upstream boundary layer. Contemporary experiments by Arora et al (2018) on a 15°SF SBLI at the same Mach number (2) but much higher Reynolds number (Re δ ∼ 1.5 × 10 5 ) than the simulations provide other key details. Figure 6e shows experimental results in the form of root-mean-square (RMS) wall-pressure fluctuations (σ p ) normalized by the mean wall pressure (P w ), for various frequency bands, obtained with Kulite transducers along a VCO-centered arc at a radius of approximately 13δ from the fin leading edge.…”
Section: Asymptotic Swept Interactions: Characterization Of Unsteadinessmentioning
confidence: 90%
“…Nevertheless, the interactions between swept shock and the sidewall boundary layer led to three-dimensional interactions. 2,3 Therefore, the flows, including shock wave boundary layer interactions, are complex and generally accompanied by a series of vortex structures. 4,5 Previous studies have mostly investigated this flow by visualizing or measuring multiple parameters using various methods, including particle image velocimetry (PIV), pressure sensitive paint (PSP), schlieren, and oil flow.…”
Section: Introductionmentioning
confidence: 99%