2017
DOI: 10.1016/j.marpolbul.2016.09.008
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Development of a unified oil droplet size distribution model with application to surface breaking waves and subsea blowout releases considering dispersant effects

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Cited by 88 publications
(80 citation statements)
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“…4). These values are similar to the d 50 = 1-2 mm predicted by Spaulding et al (9,15) for their (bimodally distributed) droplet sizes, also assuming dispersant injection. Our thermodynamic model predicts that natural gas bubbles released at 1,505-m depth are ∼190 times more dense than natural gas bubbles at the sea surface, but that their interfacial tension with seawater remains high (12 mN·m −1 with dispersant injection) such that their simulated sizes (0.3-to 4.7-mm diameter, according to VDROP-J) are similar to near-surface bubbles.…”
Section: Initial Size Distributions Of Petroleum Liquid Droplets and Gassupporting
confidence: 90%
“…4). These values are similar to the d 50 = 1-2 mm predicted by Spaulding et al (9,15) for their (bimodally distributed) droplet sizes, also assuming dispersant injection. Our thermodynamic model predicts that natural gas bubbles released at 1,505-m depth are ∼190 times more dense than natural gas bubbles at the sea surface, but that their interfacial tension with seawater remains high (12 mN·m −1 with dispersant injection) such that their simulated sizes (0.3-to 4.7-mm diameter, according to VDROP-J) are similar to near-surface bubbles.…”
Section: Initial Size Distributions Of Petroleum Liquid Droplets and Gassupporting
confidence: 90%
“…With the continuous breakage of large droplets into small ones a uni‐modal distribution formed at around 0.06 m indicating the equilibrium was approached. The unimodal distribution from jet was assumed when developing equilibrium‐type correlations based on the Weber and Ohnsorge numbers and was also confirmed with experimental observations at sufficiently large distance from the oil release . Evidently, the advantage of VDROP‐J is that it provides the evolution of the DSD along the plume.…”
Section: Resultssupporting
confidence: 64%
“…These data sets are used for developing a semiempirical droplet size distribution model based on a modified Weber number scaling (Johansen et al, ), which fits the experimental data well for nondispersant‐treated oils. Good fits to the Reed et al () and Delvigne and Hulsen () results are also achieved by an semiempirical Weber and Ohnesorge number‐based model introduced by Li et al (). Li et al (), have conducted a series wave tank experiments investigating effects of wave energy, dispersant type, evolution with time, and temperature on the droplet sizes, also using LISST‐100X.…”
Section: Introductionmentioning
confidence: 71%