2007
DOI: 10.1017/s0022112007007768
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Stagnation-point flow under free-stream turbulence

Abstract: In this paper, the effects of free-stream turbulence on stagnation-point flow and heat transfer are investigated through large eddy simulation (LES) of homogeneous isotropic turbulence impinging upon an isothermal elliptical leading edge. Turbulent mean flow and Reynolds stress profiles along the stagnation streamline, where the mean flow is strain dominant, and at different downstream locations, where the mean flow gradually becomes shear-dominated, are used to characterize evolution of the free-stream turbul… Show more

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Cited by 25 publications
(15 citation statements)
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“…These structureswhich were found earlier in the numerical simulations of Xiong & Lele (2007) and have already been derived from the theories of Hunt (1973) and Xiong & Lele (2004) were observed to be formed when the vortical structures of the incoming wake were stretched by the strongly accelerating, almost wall-parallel flow in the stagnation region of the cylinder. As a result of this stretching, the vortical structures became long and thin, and their axes tended to align with the direction of flow around the cylinder except at the stagnation line.…”
Section: Discussionsupporting
confidence: 68%
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“…These structureswhich were found earlier in the numerical simulations of Xiong & Lele (2007) and have already been derived from the theories of Hunt (1973) and Xiong & Lele (2004) were observed to be formed when the vortical structures of the incoming wake were stretched by the strongly accelerating, almost wall-parallel flow in the stagnation region of the cylinder. As a result of this stretching, the vortical structures became long and thin, and their axes tended to align with the direction of flow around the cylinder except at the stagnation line.…”
Section: Discussionsupporting
confidence: 68%
“…Additionally, in figure 22(b) the circumferential vortical structures near the cylinder have been made visible using the λ 2 -criterion. As predicted by Hunt (1973) and Xiong & Lele (2007), near the cylinder the accelerating flow is observed to severely stretch the vortical structures of the wake into thin, elongated tubes that are aligned with the direction of flow and completely wrap around the stagnation region of the cylinder (see figure 22b). The spatial distribution of these vortex tubes corresponds to the disturbance pattern that is found on the cylinder's boundary layer, as illustrated in figure 22(a).…”
supporting
confidence: 54%
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“…Receptivity has been addressed by Floryan & Dallmann (1990), who studied the effect of wavy-surface roughness on linear amplification of modal perturbations satisfying the GH Ansatz in incompressible flow and found that this type of roughness generates streamwise vorticity. Xiong & Lele (2007), building upon and extending the vorticity amplification theory of Sutera (1965), addressed the effect of length scales of free-stream turbulence on the distortion and linear amplification of unsteady disturbances inside the swept Hiemenz boundary layer, and arrived at a parameter relating the free-stream and the inherent boundary-layer scales as being the determining parameter to describe this phenomenon. Collis & Lele (1999) also investigated surface roughness, but concentrated on its effect in a region of a parabolic cylinder body where stationary cross-flow vortices are generated and showed that curvature and non-parallel effects were the major counteracting competitive mechanisms in order to predict the initial amplitude of the stationary cross-flow vortices.…”
Section: Linear Global Instability Of a Non-orthogonal Incompressiblementioning
confidence: 99%
“…A compressible non-orthogonal stagnation-line flow model valid at small Mach numbers has been first presented by . More realistic models of boundary-layer flow in the vicinity of swept leading edges have been studied by Lin & Malik (1997), who introduced curvature effects in the incompressible orthogonal swept attachment-line boundary layer, while compressible laminar steady states pertinent to orthogonal stagnation flows have been obtained by direct numerical simulation (DNS) in the neighbourhood of swept cylinders of circular (Collis & Lele 1999), elliptic (Xiong & Lele 2007) and parabolic (Mack, Schmid & Sesterhenn 2008) cross-sections.…”
Section: Introductionmentioning
confidence: 99%