Mercury adsorption by sulfur impregnated adsorbents seems to be one of the most efficient ways for removal of this toxic metal ion from wastewater and atmosphere. The aim of this work was to develop a method for preparation of low-cost sulfurized adsorbent from agricultural wastes; this approach combines two stages of (i) chemical activation with phosphoric acid and (ii) impregnation with powdered sulfur, in one step only. The physico-chemical properties of sulfurized adsorbent (AC-S) were determined with BET, FT-IR, Eschka method and pH PZC measurements, and compared with those of the virgin sample (AC). It was found that sulfurization according to this method can introduce about 8 wt.% sulfur into the structure of adsorbent, in the forms of C-S, S-H, S-S and S=O functional groups. Although during the sulfur introduction processes, a decrease in surface area and micropore volume of the sulfurized adsorbent is to be expected, not only such decrease did not occur in this work, but a large increase in microporosity was seen. Thereupon, both the sulfur functionalities and extended microporosity of AC-S lead to higher capability of this sample for mercury adsorption rather than AC. Finally, the kinetics and equilibrium of mercury adsorption from aqueous solutions were studied for AC and AC-S.
Nomenclature
BConstant of D-R isotherm related to energy, (mol 2 /J 2 ) C 0 the solute concentration at time t = 0, (mg/l) C t the solute concentration at time t, (mg/l) C e the solute concentration at equilibrium, (mg/l) [in D-R model (g/g)] ePolanyi potential in D-R model E Free energy of adsorption, (J/mol) h (= k 2 q 2 e ) the initial sorption rate, (mg/g min) k 1 Pseudo-first-order adsorption rate constant, (1/min) k 2 Pseudo-second-order adsorption rate constant, (g/mg min) K F Freundlich empirical constant, (mg/g)(mg/l) −1/n K L Langmuir empirical constant (l/mg) K T Equilibrium binding constant corresponding the maximum binding energy, (l/mg) n the exponent in Freundlich isotherm N the number of runs p the number of model's parameters q i,exp the amount of solute adsorbed on the adsorbent observed from the ith run of experiment, (mg/g) q i,calc the amount of solute adsorbed on the adsorbent estimated from the model for corresponding q i,exp , (mg/g) q t the amount of solute adsorbed at time t, (mg/g) q e the amount of solute adsorbed at equilibrium, (mg/g) [in D-R model (mol/g)] q m Monolayer adsorption capacity (in Langmuir model (mg/g)), (in D-R model the theoretical monolayer saturation capacity (mol/g)) RUniversal gas constant, (8.313 J/mol K) R 2 Correlation coefficient RMSE Root mean squared error function t Time, (min) 190 Adsorption (