2015
DOI: 10.1039/c5ra20850e
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The physical–biological processes of petroleum hydrocarbons in seawater/sediments after an oil spill

Abstract: Physical adsorption and biodegradation processes of crude oil in a seawater–sediment system.

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Cited by 3 publications
(2 citation statements)
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“…21 In this case, simulation of these interactions in laboratory experiments was possible because the turbulence in the ask was similar to those found in marine environments. 32,33 To simulate the marine environment as much as possible, environmental factors had a salinity of 3.4 wt%, pH 7.2, and temperature of 15 AE 2 C. We acknowledged that there was a certain gap between the laboratory environment and a real-world oil spill. However, understanding these factors is crucial to extrapolating the results from idealized laboratory experiments.…”
Section: Effects Of Turbulence and Dispersantsmentioning
confidence: 99%
“…21 In this case, simulation of these interactions in laboratory experiments was possible because the turbulence in the ask was similar to those found in marine environments. 32,33 To simulate the marine environment as much as possible, environmental factors had a salinity of 3.4 wt%, pH 7.2, and temperature of 15 AE 2 C. We acknowledged that there was a certain gap between the laboratory environment and a real-world oil spill. However, understanding these factors is crucial to extrapolating the results from idealized laboratory experiments.…”
Section: Effects Of Turbulence and Dispersantsmentioning
confidence: 99%
“…The rst model was the Langmuir isotherm model 1/ Q e ¼ 1/Q m + 1/K L Q m C e (where Q m (mg g À1 ) is the saturated adsorption capacity, C e (mg L À1 ) is the crude oil concentration at equilibrium in solution, and K L (L mg À1 ) is the isotherm constant); the second was the Freundlich isotherm model ln Q e ¼ ln K F + 1/ n(ln C e ) (where K F (mg g À1 ) is the isotherm constant); the third was the Temkin isotherm model Q e ¼ b ln a + b ln C e ; and the fourth was Hurkin's-Jura isotherm model 1/Q e 2 ¼ B/A À 1/A(log C e ) (where A and B are the isotherm constants). 29,30 The Freundlich isotherm model was used to describe nonuniform and multiple-substance adsorption, which was not restricted to the formation of a monolayer. 31 Fig.…”
Section: Adsorption Isotherms Of Dphsmentioning
confidence: 99%