1987
DOI: 10.1007/bf02971651
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Turbulent scalar transport correlation behind a line heat source in a uniform shear flow

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Cited by 2 publications
(2 citation statements)
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“…However, further downstream the profiles appear to be shifted towards the region of lower velocity with the position of the peak mean temperature also shifting in the same direction. A similar observation was made by Nakamura et al (1986) for diffusion from a point source in a uniform shear flow and by Kyong & Chung (1987 a). The observation of symmetric profiles by Stapountzis & Britter (1987) is compatible with the present results, if one considers that their measurements did not extend sufficiently far from the source, where the effect of shear on diffusion would be measurable.…”
Section: The Mean Temperature Fieldsupporting
confidence: 93%
“…However, further downstream the profiles appear to be shifted towards the region of lower velocity with the position of the peak mean temperature also shifting in the same direction. A similar observation was made by Nakamura et al (1986) for diffusion from a point source in a uniform shear flow and by Kyong & Chung (1987 a). The observation of symmetric profiles by Stapountzis & Britter (1987) is compatible with the present results, if one considers that their measurements did not extend sufficiently far from the source, where the effect of shear on diffusion would be measurable.…”
Section: The Mean Temperature Fieldsupporting
confidence: 93%
“…Other studies that focussed on modelling the thermal dispersion from a line source are those of Kyong and Chung (1987), who incorporated a composite time scale in the gradient transport model for a homogeneous shear flow, Cho and Chung (1997), who used a second order Reynolds stress / heat flux closure model for uniform shear flow, and Wang and Komori (1999) who compared a second moment closure model with an algebraic stress and flux model for dispersion in a turbulent boundary layer.…”
Section: Introductionmentioning
confidence: 99%