2021
DOI: 10.1103/physrevfluids.6.l041901
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Criterion for the linear convective to absolute instability transition of a jet in crossflow: The countercurrent viscous and round mixing-layer analogy

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Cited by 4 publications
(3 citation statements)
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“…Megerian et al [15] and Shoji et al [18] note a similar peaking of the dominant instability frequency at the transition point between a CU and AU JICF for a range of jet flow conditions, with and without acetone tracer. Both experiments by Shoji et al [18] and the LSA of Souza et al [26] indicate that the variability in frequencies associated with these dominant instabilities for lower J values may be traced to competing dynamics of an increase in the jet momentum thickness and a strengthening of a counter-current shear layer (CCSL)-like behavior at the USL as crossflow velocity U ∞ increases. The CCSL behavior originates from the small negative velocity component induced by the recirculation zone upstream of the leading edge of the jet as the crossflow velocity increases (decreasing J), explored in detail in Shoji et al [18].…”
Section: A Spectral Measurementsmentioning
confidence: 98%
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“…Megerian et al [15] and Shoji et al [18] note a similar peaking of the dominant instability frequency at the transition point between a CU and AU JICF for a range of jet flow conditions, with and without acetone tracer. Both experiments by Shoji et al [18] and the LSA of Souza et al [26] indicate that the variability in frequencies associated with these dominant instabilities for lower J values may be traced to competing dynamics of an increase in the jet momentum thickness and a strengthening of a counter-current shear layer (CCSL)-like behavior at the USL as crossflow velocity U ∞ increases. The CCSL behavior originates from the small negative velocity component induced by the recirculation zone upstream of the leading edge of the jet as the crossflow velocity increases (decreasing J), explored in detail in Shoji et al [18].…”
Section: A Spectral Measurementsmentioning
confidence: 98%
“…There is also a change in the dominant instability frequency of the USL with changes in the constituent species. Separate linear stability analysis (LSA) by Souza et al [26] demonstrates that the instability characteristics of the JICF, and the critical transition from a CU USL to an AU USL, are dependent on the momentum thickness of the issuing jet, and hence viscous effects and finite Reynolds number, in addition to jet curvature effects. Because the USL instability characteristics for a larger flush nozzle (D = 7.59mm) utilized in the present study have not been investigated beyond the preliminary studies in early jet control experiments [32,33], we seek a more detailed exploration of such characteristics.…”
Section: A Spectral Measurementsmentioning
confidence: 99%
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