The adsorption of dibenzothiophene (DBT) in hexadecane onto NaY zeolite has been studied by performing equilibrium and kinetic adsorption experiments. The influence of several variables such as contact time, initial concentration of DBT and temperature on the adsorption has been investigated. The results show that the isothermal equilibrium can be represented by the Langmuir equation. The maximum adsorption capacity at different temperatures and the corresponding Langmuir constant (K L ) have been deduced. The thermodynamic parameters ( G 0 , H 0 , S 0 ) for the adsorption of DBT have also been calculated from the temperature dependence of K L using the van't Hoff equation. The value of H 0 , S 0 are found to be −30.3 kJ mol −1 and −33.2 J mol −1 K −1 respectively. The adsorption is spontaneous and exothermic. The kinetics for the adsorption process can be described by either the Langmuir model or a pseudo-second-order model. It is found that the adsorption capacity and the initial rate of adsorption are dependent on contact time, temperature and the initial DBT concentration. The low apparent activation energy (12.4 kJ mol −1 ) indicates that adsorption has a low potential barrier suggesting a mass transfer controlled process. In addition, the competitive adsorption between DBT, naphthalene and quinoline on NaY was also investigated.
NomenclatureDBT dibenzothiophene t contact time, min c 0 initial concentration of adsorbate in the solution, mmol L −1 c t the concentration of adsorbate at contact time t, mmol L −1 c e equilibrium concentration of adsorbate in the solution, mmol L −1 c DBT the concentration of DBT, mmol L −1 k 0 temperature independent factor, g mmol −1 min −1 k 2 pseudo-second-order rate constant, g mmol −1 min −1 k ads adsorptive constant, L g −1 min −1 k d desorptive constant, mmol g −1 min −1 K L Langmuir constant, L mmol −1 q e adsorptive amount of adsorbate after equilibrium, mmol g −1 q L a solution of the second-order polynomial expression, mmol g −1 q m adsorptive amount of adsorbate to its maximum, mmol g −1 q t adsorptive amount of adsorbate at time t, mmol g −1 θ dimensionless ratio of coverage of the surface of adsorbent v 0 initial adsorptive rate, mmol g −1 min −1 v ads rate of adsorption, mmol g −1 min −1 v d rate of desorption, mmol g −1 min −1 v t rate of adsorption at time t, mmol g −1 min −1 V the volume of solution, L W the mass of adsorbent, g R 2 regression coefficient E a activation energy of adsorption, kJ mol −1 550 Adsorption (2010) 16: 549-558 R g the universal gas constant, 8.314 J mol −1 K −1 T temperature,°C T K temperature in Kelvin, K G 0 Gibbs free energy, kJ mol −1 H 0 enthalpy, kJ mol −1 S 0 entropy, J mol −1 K −1