1995
DOI: 10.1021/es00007a013
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Site Energy Distribution Analysis of Preloaded Adsorbents

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Cited by 236 publications
(147 citation statements)
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“…Because of the dual sorption mechanisms, the sorptive behaviour of glassy polymers is normally described by the nonlinear Freundlich model (q ¼ K f C n e ), where q is the amount of the compound sorbed per unit mass of solid, C e the aqueous-phase concentration at equilibrium, K f the Freundlich constant related to the capacity of the sorbent material to sorb the sorbate and n the Freundlich exponent and an indicator of the site energy distribution of a sorbent (i.e. sorbent heterogeneity increases as n decreases from 1; Carter et al 1995). Absorptive partitioning into an organic matrix is characterized by a linear sorption model (q ¼ K p C e ), where K p is the partition coefficient.…”
Section: Sorption and Desorption Of Anthropogenic Contaminants From Pmentioning
confidence: 99%
“…Because of the dual sorption mechanisms, the sorptive behaviour of glassy polymers is normally described by the nonlinear Freundlich model (q ¼ K f C n e ), where q is the amount of the compound sorbed per unit mass of solid, C e the aqueous-phase concentration at equilibrium, K f the Freundlich constant related to the capacity of the sorbent material to sorb the sorbate and n the Freundlich exponent and an indicator of the site energy distribution of a sorbent (i.e. sorbent heterogeneity increases as n decreases from 1; Carter et al 1995). Absorptive partitioning into an organic matrix is characterized by a linear sorption model (q ¼ K p C e ), where K p is the partition coefficient.…”
Section: Sorption and Desorption Of Anthropogenic Contaminants From Pmentioning
confidence: 99%
“…On a theoretical basis, isotherm parameters can thus be related to particular site energy distributions, and their empirically determined values can be interpreted with respect to the energy characteristic of a sorbent. 29 The basic integral equation underlying the theory of heterogeneous surfaces is; Q e C e qhEY C e FEdE where Q e de®nes the total sorption of a solute by a heterogeneous surface as the integral of an energetically homogenous isotherm (qh), multiplied by a site energy frequency distribution [F(E)] over a range of energies, C e the equilibrium concentration of the solute, and E is the difference between the solute and solvent adsorption energies for a given site. 29 While the limits on the integral are most appropriately based on the minimum and maximum adsorption energies RT where E* is the net energy, C e the equilibrium concentration of the solute, C s the maximum solubility of the solute, E the difference between the solute and solvent adsorption energies for a given site, E s that value of the sorption energy corresponding to C e = C s , R the universal gas constant, and T is the absolute temperature.…”
Section: Site Energy Distributionmentioning
confidence: 99%
“…The parameter E s is analogous to E o in that it determines the position of the distribution on the energy axis. 29 The approximate site energy distribution, F(E*), is obtained by differentiating q e (E*), with respect to E*.…”
Section: Site Energy Distributionmentioning
confidence: 99%
“…When the initial concentration of nitrate was 300 mg/L, the adsorption capacity of MSS was 6.165 mg/g, which reached a higher level compared with other adsorbent materials such as halloysite, Comparing the correlation coefficients of the two models, the Freundlich model (R 2 > 0.98) was more suitable for the experimental data of this paper (Table 6, Figure 9). It is generally believed that adsorption is more likely to occur when 1/n is between 0.1 and 1.0, whereas adsorption is more difficult when 1/n is greater than two [47,48]. In this experiment, MSS was favourable for the adsorption of nitrate (1/n = 0.7894).…”
Section: Isothermal Adsorption Modelmentioning
confidence: 73%