2011
DOI: 10.1016/j.desal.2011.05.047
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Behavior of hydrophobic ionic liquids as liquid membranes on phenol removal: Experimental study and optimization

Abstract: of hydrophobic ionic liquids as liquid membranes on phenol removal: Experimental study and optimization, Desalination 278(1-3) (2011) 250-258. AbstractRoom temperature ionic liquids show potential as an alternative to conventional organic membrane solvents mainly due to their properties of low vapor pressure, low volatility and they are often stable. In the present work, the technical feasibilities of room temperature ionic liquids as bulk liquid membranes for phenol removal were investigated experimentally. T… Show more

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Cited by 75 publications
(31 citation statements)
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“…Sampling was carried out at different times, and samples were then centrifuged (6000 rpm for 10 min), and absorbed amounts of the remaining phenol in the samples were measured through direct photometry using UV-Vis spectrophotometry at a wavelength of 500 nm [14]. The efficiency of phenol removal was calculated as follows [15]:…”
Section: Methodsmentioning
confidence: 99%
“…Sampling was carried out at different times, and samples were then centrifuged (6000 rpm for 10 min), and absorbed amounts of the remaining phenol in the samples were measured through direct photometry using UV-Vis spectrophotometry at a wavelength of 500 nm [14]. The efficiency of phenol removal was calculated as follows [15]:…”
Section: Methodsmentioning
confidence: 99%
“…Efficiency percentages of Cu(II) transported through the feed/membrane (F/M) and membrane/product (M/P) interfaces (at 24 hours) were calculated from the following equations [22]: (1) (2) … where C fo is the initial concentration of Cu(II) ions in the feed phase and C ft and C pt are the concentrations of Cu(II) in the feed and product phases, respectively, at 24 hours. The carrier-facilitated countertransport of Cu(II) through bulk liquid membranes can be explained by the kinetic laws of two consecutive irreversible firstorder reactions, the removal or extraction reaction (rate constant, k e ) and the recovery or stripping reaction (rate constant, k s ).…”
Section: Methodsmentioning
confidence: 99%
“…For practical reasons, dimensionless reduced concentrations of copper(II) in the feed (Rf = Cft/Cf0), membrane (Rm = Cmt/Cf0), and product (Rp = Cpt/Cf0) phases were used (the sum of Rf + Rm + Rp obviously being unity). In addition, the efficiency of Cu(II) extraction from the feed phase (EE) and of Cu(II) stripping in the product phase (SE), were calculated, at 24 h, from the following equations [24]: EE % 100 (1) SE % 100 (2) where Cf0 is the initial concentration of Cu(II) in the feed phase, and Cft, Cmt, and Cpt are the concentrations of Cu(II) in the feed, membrane, and product phase, respectively, at time t. …”
Section: Analytical Methods and Calculationsmentioning
confidence: 99%
“…For practical reasons, dimensionless reduced concentrations of copper(II) in the feed (R f = C ft /C f0 ), membrane (R m = C mt /C f0 ), and product (R p = C pt /C f0 ) phases were used (the sum of R f + R m + R p obviously being unity). In addition, the efficiency of Cu(II) extraction from the feed phase (EE) and of Cu(II) stripping in the product phase (SE), were calculated, at 24 h, from the following equations [24]:…”
Section: Analytical Methods and Calculationsmentioning
confidence: 99%