2010
DOI: 10.1260/1757-2258.2.4.279
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Structure of supersonic jets with vortex generators at the nozzle exit

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Cited by 5 publications
(7 citation statements)
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“…The experimentally obtained contour lines of total pressures measured in various cross-sections of a jet emanating from a nozzle provided with chevrons are shown in Figure 7; here, results of numerical calculations comply with the experimental data of Reference [40]. As a result of the interaction of chevrons with the jet flow, the transformation of the steady-state jet structure and the formation of mushroom-like large-scale vortical structures were registered.…”
Section: Spatial Structure In the Jet Shear Layer Of A Supersonic Undsupporting
confidence: 78%
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“…The experimentally obtained contour lines of total pressures measured in various cross-sections of a jet emanating from a nozzle provided with chevrons are shown in Figure 7; here, results of numerical calculations comply with the experimental data of Reference [40]. As a result of the interaction of chevrons with the jet flow, the transformation of the steady-state jet structure and the formation of mushroom-like large-scale vortical structures were registered.…”
Section: Spatial Structure In the Jet Shear Layer Of A Supersonic Undsupporting
confidence: 78%
“…Figure 6. Flow structure in a supersonic underexpanded jet exhausting from a nozzle without a vortex generator (left) and from a nozzle with six chevrons applied at the nozzle exit (right) [40].…”
Section: Spatial Structure In the Jet Shear Layer Of A Supersonic Undmentioning
confidence: 99%
“…3. Schematic of (a) streamlines and (b) distribution of total pressure in the cross section of an under-expanded gaseous jet near the nozzle (Zapryagaev et al, 2010).…”
Section: Numerical Modelmentioning
confidence: 99%
“…The study of He et al (2015) describes the characteristics of a supersonic free jet into a liquid through a rectangular nozzle. It is more challenging to observe the Taylor Görtler instability in a shear layer between the nozzle and Mach disk (Arnette et al, 1993;Zapryagaev et al, 2010). In a cross section, the Taylor Görtler vortices are arranged in counter rotating pairs (Görtler, 1954) so that the total pressure distribution looks like a flower petals arrangement (Zapryagaev et al, 2010) (see Fig.…”
Section: Introductionmentioning
confidence: 99%
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