2012
DOI: 10.1063/1.3701374
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Experiments and numerical simulation of mixing under supercritical conditions

Abstract: Supercritical pressure conditions designate a situation where the working fluid pressure is above the critical point. Among these conditions, it is interesting to identify a transcritical range which corresponds to cases where the pressure is above the critical point, but the injection temperature is below the critical value. This situation is of special interest because it raises fundamental issues which have technological relevance in the analysis of flows in liquid rocket engines. This situation is here env… Show more

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Cited by 51 publications
(33 citation statements)
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“…Substantial experimental [8][9][10][11][12] and numerical [13][14][15] efforts on the characterization of propellant injection, mixing, and combustion processes at near-and supercritical conditions have recently led to improved understanding of the mechanisms involved. Most of these studies, however, have focused on shear coaxial injectors with light fluids, such as hydrogen and methane, as fuel.…”
mentioning
confidence: 99%
“…Substantial experimental [8][9][10][11][12] and numerical [13][14][15] efforts on the characterization of propellant injection, mixing, and combustion processes at near-and supercritical conditions have recently led to improved understanding of the mechanisms involved. Most of these studies, however, have focused on shear coaxial injectors with light fluids, such as hydrogen and methane, as fuel.…”
mentioning
confidence: 99%
“…On the other hand, quite large temperature §uctuations occur in Case 2 at the shear layer between the outer H 2 jet at 52 K and the chamber N 2 §uid at 810 K. This may be simply due to the large temperature di¨erence of -T ≈ 750 K between the two §uids, which is quite di¨erent from -T ≈ 45 K between the inner and outer jets or those of Case 1. Figure 11 shows a comparison Figure 11 Comparison of nondimensional densecore length in terms of momentum §ux ratio of outer jet to inner jet with earlier data: 1 ¡ N2/N2, experiment [4]; 2 ¡ N2/H2, experiment [3]; 3 ¡ N2/N2, computations [13]; and 4 ¡ N2/H2, present study of dense-core length for experimental and computational data selected from earlier studies for coaxial injectors under supercritical pressures. The dense-core length is scaled with an inner diameter of d 1 = 2.0 mm and the momentum §ux ratio is de¦ned as J = (ρu 2 ) o /(ρu 2 ) i .…”
Section: Fluctuation Flow Characteristicsmentioning
confidence: 86%
“…(6) using the range of 0.7 < ρ * < 0.9. The computational data from Schmitt et al [13] show a characteristic dense-core length, which is estimated by a position where the density takes a value of ρ = 0.5(ρ i − ρ o ) + ρ o , which is somewhat di¨erent from Eq. (6) and, moreover, it is also noted that their injector had a recess.…”
Section: Comparison Of Dense-core Lengthmentioning
confidence: 99%
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“…The peak response, with the most shortening, was for St values from 0.2 to 0.3, above which the jet length increased again. Schmitt et al [34] compared St values for unexcited and excited cryogenic nitrogen jets. Natural jet instability frequencies were measured from large-eddy simulations, and the corresponding St values compared to those de¦ned by the acoustic forcing in an accompanying experiment.…”
Section: Discussionmentioning
confidence: 99%