1997
DOI: 10.1029/96jc03601
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Buoyancy‐driven plumes in rotating, stratified cross flows: Plume dependence on rotation, turbulent mixing, and cross‐flow strength

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Cited by 53 publications
(47 citation statements)
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References 66 publications
(37 reference statements)
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“…The theoretical descriptions of plume dynamics they use [Turner, 1973;Helfrich and Battisti, 1991;Lavelle, 1999] assume that the ascending fluid can rise to a neutral buoyancy level. In contrast, T&D assumed that the plume encounters the ice/water interface (producing the chaos regions) before it becomes neutrally buoyant.…”
Section: Stratificationmentioning
confidence: 99%
“…The theoretical descriptions of plume dynamics they use [Turner, 1973;Helfrich and Battisti, 1991;Lavelle, 1999] assume that the ascending fluid can rise to a neutral buoyancy level. In contrast, T&D assumed that the plume encounters the ice/water interface (producing the chaos regions) before it becomes neutrally buoyant.…”
Section: Stratificationmentioning
confidence: 99%
“…Even the most advanced current models cannot resolve plumes from individual sources within a vent field and must rely on the assumption of a single point or line source (i.e., the length scale associated with the extent of the source is assumed to be much smaller than the plume rise height) [Lavelle, 1997] Combining hydrographic, flow field, and particle plume observations has yielded a number of novel insights into the dynamical processes acting within the rift valley of the MidAtlantic Ridge, where they control the dispersal of a hydrothermal plume. The analysis of the regional circulation will aid in the interpretation of biological and geochemical data because it constrains the pathways and ages of the measurements.…”
Section: Heat Flux Estimatesmentioning
confidence: 99%
“…Previous studies of buoyancy plumes in the near-field were usually conducted through physical models (e.g., Sobey, et al, 1988;Johnston, et al, 1994), integral numerical models (e.g., Bemporad, 1994;Johnston, et al, 1994) or three-dimensional numerical models (e.g., Stolzenbach and Harleman, 1973;McGuirk and Rodi, 1979;Lavelle, 1997). These results have led to improved understanding of the buoyancy processes, and meanwhile, increased the capabilities of numerically modeling the receiving water circulation and thermal processes in the complete field.…”
Section: Problem Backgroundmentioning
confidence: 99%