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Journal of Environment and Earth Science                                                             www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012




 Thermodynamic study of adsorption alcohols on natural clay
            by inverse gas chromatography
                                                 Mekki A.1, Bagane M.2
                          National Engineering School of Gabes, Gabes University
                          Omar Ibn Elkhatab street, Zrig 6029 Gabes, Tunisia.
           Tel: 1-216-75-392190 E-mail: 1 asmamekki85@yahoo.fr 2 drmbag1420@yahoo.fr


Abstract
The adsorption of VOCs onto porous clays has been considered as an innovative research of environmental
treatment. This work was performed to investigate the adsorption properties of alcohols vapors (ethanol and
methanol) on natural clay using inverse gas chromatography (IGC). This method was based on the principle of
the chromatography of elution in gas phase. From the IGC data, the adsorption isotherms of alcohols on natural
clay were determined. These isotherms were used to calculate the thermodynamic parameters such as enthalpy
and entropy and to find the appropriate adsorption model. Finally, the adsorptive performance in terms of
adsorption of alcohols by natural clay has been compared to activated carbon.
Keywords: Adsorption, Elution chromatography, isotherms, enthalpy, entropy.


1. Introduction
There has been an everlasting interest of research at a global level, in the valuation of natural and industrial
adsorbents. Bentonite clay, a widely available natural adsorbent in Tunisia, has caught our attention due to its
numerous important physic-chemical properties which have rendered it an industrially useful and commercially
valuable substance. Indeed, the several studies realized locally on this material whether in its natural or
chemically activated state show that it can adsorb various chemical substances, discolor vegetable and mineral
oil, treat waters, etc… [1-11].
These promising results have encouraged us to follow their path and to prepare a voucher adsorbing alcohols
vapors in particular the ethanol and the methanol. These alcohols are used in the chemical, pharmaceutical and
food industries. These are volatile compounds. The exposure to these alcohols vapors produce irritation of the
eyes and a trouble breathing. Furthermore, these compounds are highly flammable. Their vapors may form
explosive mixtures with air.
Our study on this clay material consists exactly in experimentally determining, the maximal adsorption
capacities - isotherms of adsorption- of alcohols vapors on natural clay at different temperatures using the
inverse gas chromatographic method.
This technique is a dynamic method that has been developed for years to easily obtain the isotherms of
adsorption and show its validity like the other methods of determining isotherms of solid fluid adsorption to
know the static and volumetric methods [12-17].
We distinguish two techniques of inverse gas chromatography, which allow to obtain the isotherms of
adsorption: i) the frontal analysis method which consists in sending alternately a pure carrier gas to a fixed and
constant concentration of solute to the column [13] and (ii) the method of elution characteristic point (ECP),
which involves injecting a known amount of adsorbate on the adsorbent column and to deduct the retention
volume.
Here, the determination of the isotherms of adsorption is made using the second method because it is a very
simple technique, requiring no special equipment other than a commercial analytical chromatograph.
2. Theory
2.1. The adsorption isotherms
Using the method of elution characteristic point (ECP), the adsorption isotherms can be determined from
chromatograms.
Starting from a matter assessment on the volume of the chromatographic column, we established the existing
relation between the adsorbed quantity and the relative pressure of the adsorbate.

                                                           76
Journal of Environment and Earth Science                                                                    www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012

                                                   c                                 c
                                   Ma*D                                      Ma*D
                       q (c ) =
                                    mb             ∫ ( t ra − t rg ) d c =
                                                   0
                                                                             mb *U   ∫ (x
                                                                                     0
                                                                                            a   − xg )dc      (1)


The output volumetric rate of the carrier gas is corrected at the temperature and the pressure of the column.
                                       T ( P − PH 2O )
                       D = Dm *           *                                                                   (2)
                                       Ta     P

For a given detector, the concentration of the solute is proportional to the height on the peak (Fig. 1).

                       c = k *h                                                                              (3)

                                                           ∞
                                   m           * U                       m        * U
With                    k =
                                   M
                                        a

                                           a   * D         ∫
                                                           0
                                                               h d x =
                                                                         M
                                                                              a

                                                                              a   * D
                                                                                      * S        p ic         (4)


And for perfect gases, we have:
                       P = c * R *T                                                                           (5)
So, to calculate the amount adsorbed according to the partial pressure of solute from chromatograms, we will use
the equations below [11-12].
                               m               S
                   q     =         a
                                        *          a d s
                                                                                                              (6)
                               m   b           S   p ic



                              ma *U * h * R *T                                                                (7)
                   P =
                               M a * D * S p ic

According to Kiselev [15], the criterion for achieving equilibrium in the column is attributed to the coincidence
of the diffuse part of the chromatographic peaks for different amounts of fluid injected and for different gas
velocity vector.
2.2. Isosteric enthalpy and entropy of adsorption
The isosteric enthalpy and entropy of adsorption are usually determined using isosteres obtained from adsorption
isotherms at different temperatures. These isosteres are based on the Clausius-Clapeyron equation:

                       ∂ L n P                 ∆ H
                                       =                   a d s                                               (8)
                           1                      R
                       ∂ (    )
                           T

The integration of (8) gives:
                             P        ∆ H ads   ∆ S ads                                                        (9)
                   Ln(         °
                                 )= −         +
                             P         RT         R
In the equations (8) and (9), ∆Hads and ∆Sads respectively indicate the isosteric enthalpy and the entropy of
adsorption. These two thermodynamic functions can be given starting from the slope and of the ordinate at the
origin of isosteres Ln (P/P°) according to 1/T.
3. Experimental study
3.1. Materials
As we have already noted above, the solutes used are ethanol and methanol with a purity of 99.85%. The
adsorbent tested in the present work is the gray natural clay which comes from the strata of EL HICHA
(governorate of Gabes of the Tunisian South). It belongs to the family of bentonites. Its chemical composition
and structural characteristics are represented in previous works [1-11]. A granular activated carbon type
chemviron is used for the comparison of experimental adsorption isotherms on this industrial adsorbent and
natural clay advocated. The characteristics of the two adsorbents are given in Table 1.

                                                                    77
Journal of Environment and Earth Science                                                              www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012

3.2. Instrumentation
A chromatograph in gas phase commercial series IGC 10 M, mono-column and mono-detector is used
to experimentally determine the thermodynamic equilibrium data comprising primarily a column of adsorption
which is a stainless tube filled with adsorbent, and a system of acquisition connected to the chromatograph.
In order to standardize the properties of clay at the beginning of each experiment, an experimental protocol is
followed during regeneration: the adsorbent is swept by a helium current during one night at 150 °C by means of
the electric oven ordered by a regulator of precision both assembled with the chromatograph. Then, for each
injection it is necessary to equilibrate the catharometer and check the equality of the gas outputs vector in the
column of reference and adsorption. Finally, the amount of the injected alcohol and the gas flow vectors are
fixed satisfying the conditions of thermodynamic equilibrium in the column and for each adsorption temperature.
An adequate mathematical program of numerical integration allows the exploitation of the data of
thermodynamic equilibrium and it leads to the calculation of adsorption isotherms, basing on equations (6) and
(7).
2. Results and discussions
4.1. Adsorption isotherms
For: (i) a mass of dry natural clay of 2.8874 g, (ii) a temperature of adsorption of T = 80 °C, (iii) an amount
injected of ethanol of 100 µl and (iv) a carrier gas flow rate of 0.003 m3/h thermodynamic equilibrium is
achieved in the column. Thereafter, a volume of ethanol of 100 µl and a minimum gas output of 0.003 m3/h will
be taken during experimental measurements of the isotherms of adsorption at various temperatures.
After having fixed the      equilibrium       conditions of     the     column we determined the         adsorption
isotherms at different temperatures illustrated in Fig. 2. The experimental protocol, which was followed during
the determination of the isotherms of division of the couple ethyl alcohol- natural clay, is adopted while studying
the couple methyl alcohol- natural clay (Fig. 3). After that, we determined the adsorption isotherms of this
alcohols on activated carbon for a mass of 1.1666 g (Fig. 4 and 5). From Fig. 2 and 3, we noted that the amount
of methanol adsorbed by this clay is higher than ethanol. This can be explained by the influence of the difference
in carbon-chains. Moreover, it is shown that temperature influences the adsorbed amount: for the same partial
pressure, the more the temperature increases, the more the quantity of methanol adsorbed decreases. Hence, the
phenomenon of adsorption of methanol is exothermic. Opposite effect of temperature is noted in the case of
ethanol adsorption. So, the phenomenon of adsorption of ethanol on natural clay is endothermic.
We also notice that the activated carbon has a capacity of adsorption of alcohols approximately twice that of the
natural clay. The isotherms found are of type II according to the classification of Brunauer, Deming, Deming
and Teller (BDDT). Consequently, a strong interaction between the surface of the adsorbents and the molecules
of alcohols.
4.2. Modeling
At this stage, we sought the adequate model which better describes the experimental data of the isotherms of
adsorption.
4.2.1. Langmuir Model
This model is characterized by the following equation:



                                                                      P
                                                         K    L   *
                                                 q                    P0
                                                    =                                                (10)
                                                 q∞                       P
                                                      1 + K       L   *
                                                                          P0


To determine the parameters of this model (KL, q∞) we have resorted to trace 1/q according to P0/P, shown in
Fig.6 and 7. The variation of these parameters according to the temperature was illustrated in Table 2. From Fig.
6, we noted that this model is not valid for the temperatures 150°C and 166°C. Also, Fig.7 shows that this model
describes appropriately the isotherms studied but it is not valid for T=102°C.
4.2.2. BET Model
Equation (11) is the linearized form of model BET chosen for smoothing the experimental data of adsorption.

                                                         78
Journal of Environment and Earth Science                                                                  www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012


      x            1       c −1
              =        +(        )* x = y                                                                (11)
 q * (1 − x )   c * qm    c * qm


The results of smoothing of the experimental data of adsorption on natural clay by this model are related to Fig.
8, 9 and Table 3. This model is the most appropriate model for the description of the equilibrium data. The
values of the constant C of this model are large. This verifies that the isotherms obtained are classified as type II
of BDDT.
4.3. Isosteric enthalpies and entropies of adsorption
The enthalpies and the entropies of adsorption calculated from the adsorption isotherms at different temperatures
for the couples studied are shown in Fig. 10, 11 and 12.
These different values of Hads (Fig. 10 and 12) are due to the influence of the surface heterogeneity of natural
clay. These values correspond to weak bounds such as hydrogen bounds and dipole-dipole interactions (Van der
Waals). The most active sites were covered preferentially.
Fig.10 shows that the enthalpies of adsorption for the couple ethanol/natural clay are positive: Hence an
endothermic phenomenon of adsorption unlike the phenomenon of adsorption of ethanol/activated carbon is
exothermic.
Moreover, the values of Hads of methanol get close to the melting point (-35.2 kJ/mol) when the adsorbed
quantity increases (Fig.12). Therefore, the adsorption of methanol on natural clay is a physical one.
Also, the values ∆ H ads of methanol are lower than the enthalpies of ethanol. This may be related to the strong
interaction forces between the ethanol molecules and the large surface area of bentonite.
3. Conclusions
This work presented the efficiency of local bentonite to adsorb alcohols. The isotherms found were of type II
according to the classification of BDDT. Consequently, a strong interaction between the surface of the clay and
the alcohols molecules. In addition, the process of adsorption is proved to be physical type. On the other hand,
activated carbon adsorbs alcohols better than the natural clay. Eventually, we may conclude that the relevant
adsorbent, natural clay, has low adsorption capacity to alcohols and that its extensive industrial use is attributed
to its being more economical, even it is used in large quantities, than using small quantities of other expensive
adsorbents, such as (activated carbon, silica gel, activated alumina ...).
Therefore, this natural clay can be used as an abundant adsorbent of alcohols for its adsorptive performance and
its lower cost.
Nomenclature
q: the amount adsorbed (kg/kg).                       tra: retention time of the adsorbate (s).
ma : mass of the adsorbate (kg).                      trg: retention time of carrier gas (s).
mb: mass of the adsorbent (kg).                       xa-xg: the distance between the elution time of the carrier gas
                                                 2
Sads: the surface of the peak relative to ma (m )           and that the adsorbate (m).
                                                 2
Spic: surface of the chromatographic peak (m )       Ta: ambient temperature (K).
P: pressure partial of the solute (Pa)                PH2O: saturation pressure of water vapor at ambient
U: speed of paper (m/s)                                        temperature (Pa).
h: height on peak relative to ma (m)                  T: temperature of adsorption (K).
R: constant of perfect gases (J/mol.K).               Dm: carrier gas flow rate measured at the outlet of the column
                        3
D: volumetric rate (m /s).                                 at ambient temperature (m3/h).
Ma: mass molar of solute (kg/mol).                   ∆Hads : isosteric enthalpy (J/mol).
∆Sads : entropy of adsorption (J/mol.K).              P0: saturated vapor pressure (Pa).
q∞:the quantity adsorbed necessary to cover           KL: constant of Langmuir
     full-course with adsorbate                       x= P/P0
qm: quantity necessary to form the full- course       C: constant of BET


                                                          79
Journal of Environment and Earth Science                                                              www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012

     (g/g).
References

[1] M. Bagane, S. Guiza, Elimination d’un colorant des effluents de l’industrie textile par adsorption sur argile
naturelle, Ann.Chim. Sci. Mat., 2002, 25 , 615-626.

[2] M. Bagane, S. Guiza, Etude du transport externe au cours de l’adsorption du bleu de méthyléne sur argile
naturelle, Entropie., 2002, 242, 115-127.

[3] S. Guiza, M. Bagane, Equilibrium studies for the adsorption of dyes on natural clay, Ann.Chim. Sci. Mat.,
2004, 29, 615-626.

[4] S. Guiza, M. Bagane, A. H. Al-Soudani, H. Ben Amor, Adsorption of basic dyes onto natural clay, Adsorp.
Sci & Technol., 1997, 15 (N4), 251-270.

[5] A. Gannouni , A. Bellagi, M. Bagane,Preparation of activated clay for the bleaching of olive oil, Ann. Chim.
Sci. Mat., 1999, 24 ,407-416.
[6] E. Srasra, F. Bergaya, F. van Damme, N.K. Ariguib, Surface properties of an activated bentonite
     decolorization of rapeseed oil, App. Clay Sci, 1989, 4, 411-421.
[7] A. Amari, M. Chlendi, A. Gannouni, A. Bellagi, Optimized activation of bentonite for toluene adsorption,
     App. Clay Sci , 2010, 47, 457-461.
[8] A. Amari, A. Gannouni, M. Chlendi, A. Bellagi, Optimization by response surface methodology (RSM) for
     toluene adsorption onto prepared acid activation clay, Can. J. Chem. Eng. , 2008, 86, 1093-1102.
[9] A. Gannouni , A Bellagi, Acid activation of some clay from south Tunisian preparation of bleaching grounds
     for vegetable oils, J. Soc. Tun, 2001, 4, 1357-1369.
[10] A. Gannouni , M. Bagane, A Bellagi, Water vapor adsorption onto natural clay, J. Soc. Tun, 1995, 10 (3),
     739-748.
[11] A. Gannouni , M. Bagane, A. Bellagi, SO2 adsorption onto activated clay, Ann. Chim. Sci. Mat., 1994, 19,
     27-37.
[12] M. Bagane, A. Gannouni, Study of water vapor adsorption at high temperatures on activated alumina, Ann.
     Chim. Sci. Mat., 1995, 20, 72-80.
[13] J. Jagiello, G. Ligner, E. Papier, Characterization of silicas by inverse gas chromatography at finite
     concentration: Determination of the adsorption energy distribution function, J. of colloid and Interface
     Science, 1989, 137, 128-136.
[14] J.R.Conder, C.L.Young, Physicochemical Measurement by Gas chromatography, Wiley Chichester, 1979.
[15] Y.I.Yashin, A.V.Kiselev, La chromtographie gaz-solide, Masson et Cie Edrs, 1969.
[16] A. Boutboul, F. Lenfant, P. Giampaoli, A. Feigenbaum, V. Ducruet, Use of inverse gas chromatography to
     determine thermodynamic parameter of parameter of aroma –starch interactions, J. of chromatography A,
     2002, 969, 9-16.
[17] T.Fatma, I.Oguz, Evaluation of the parameters for the adsorption of some n-alkanes on A type zeolite
     crystals by inverse gas chromatography, Chem. Eng. J., 2003, 94, 57-66.




                                                        80
Journal of Environment and Earth Science              www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012




                                                 81
Journal of Environment and Earth Science              www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012




                                                 82
Journal of Environment and Earth Science              www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012




                                                 83
Journal of Environment and Earth Science                                                             www.iiste.org
ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online)
Vol 2, No.5, 2012


Table 1. Structural characteristics of the natural clay and the chemviron.
    Adsorbent                Specific           Pore volume (cm3/g)     Micro pore volume       Mesopore volume
                                         2
                       surface BET (m /g)                                    (cm3/g)                (cm3/g)
  Natural clay                     86                     0.1207                   -                   -
  Chemviron                       879                     0.540               0.470                  0.070


                        Table 2. Langmuir Parameters for alcohols adsorption on natural clay.
                                Adsorbate        T (°C)             (g/g)     KL
                                Ethanol           100              0.0438    9.6002
                                                  110              0.0493   10.4316
                                                  134              0.0301   50.4623
                                Methanol          102              0.0688   25.1600
                                                  113              0.0780   18.6458
                                                  130              0.0493   21.0867


                          Table 3. BET Parameters for alcohols adsorption on natural clay.
                                Adsorbate        T (°C)             (g/g)      C
                                Ethanol           100              0.0316   13.5975
                                                  110              0.0325   17.2190
                                                  134              0.0299   48.8475
                                Methanol          102              0.0604   28.1198
                                                  113              0.0536   29.9550
                                                  130              0.0489   20.2480




                                                            84
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Thermodynamic study of adsorption alcohols on natural clay by inverse gas chromatography

  • 1. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 Thermodynamic study of adsorption alcohols on natural clay by inverse gas chromatography Mekki A.1, Bagane M.2 National Engineering School of Gabes, Gabes University Omar Ibn Elkhatab street, Zrig 6029 Gabes, Tunisia. Tel: 1-216-75-392190 E-mail: 1 asmamekki85@yahoo.fr 2 drmbag1420@yahoo.fr Abstract The adsorption of VOCs onto porous clays has been considered as an innovative research of environmental treatment. This work was performed to investigate the adsorption properties of alcohols vapors (ethanol and methanol) on natural clay using inverse gas chromatography (IGC). This method was based on the principle of the chromatography of elution in gas phase. From the IGC data, the adsorption isotherms of alcohols on natural clay were determined. These isotherms were used to calculate the thermodynamic parameters such as enthalpy and entropy and to find the appropriate adsorption model. Finally, the adsorptive performance in terms of adsorption of alcohols by natural clay has been compared to activated carbon. Keywords: Adsorption, Elution chromatography, isotherms, enthalpy, entropy. 1. Introduction There has been an everlasting interest of research at a global level, in the valuation of natural and industrial adsorbents. Bentonite clay, a widely available natural adsorbent in Tunisia, has caught our attention due to its numerous important physic-chemical properties which have rendered it an industrially useful and commercially valuable substance. Indeed, the several studies realized locally on this material whether in its natural or chemically activated state show that it can adsorb various chemical substances, discolor vegetable and mineral oil, treat waters, etc… [1-11]. These promising results have encouraged us to follow their path and to prepare a voucher adsorbing alcohols vapors in particular the ethanol and the methanol. These alcohols are used in the chemical, pharmaceutical and food industries. These are volatile compounds. The exposure to these alcohols vapors produce irritation of the eyes and a trouble breathing. Furthermore, these compounds are highly flammable. Their vapors may form explosive mixtures with air. Our study on this clay material consists exactly in experimentally determining, the maximal adsorption capacities - isotherms of adsorption- of alcohols vapors on natural clay at different temperatures using the inverse gas chromatographic method. This technique is a dynamic method that has been developed for years to easily obtain the isotherms of adsorption and show its validity like the other methods of determining isotherms of solid fluid adsorption to know the static and volumetric methods [12-17]. We distinguish two techniques of inverse gas chromatography, which allow to obtain the isotherms of adsorption: i) the frontal analysis method which consists in sending alternately a pure carrier gas to a fixed and constant concentration of solute to the column [13] and (ii) the method of elution characteristic point (ECP), which involves injecting a known amount of adsorbate on the adsorbent column and to deduct the retention volume. Here, the determination of the isotherms of adsorption is made using the second method because it is a very simple technique, requiring no special equipment other than a commercial analytical chromatograph. 2. Theory 2.1. The adsorption isotherms Using the method of elution characteristic point (ECP), the adsorption isotherms can be determined from chromatograms. Starting from a matter assessment on the volume of the chromatographic column, we established the existing relation between the adsorbed quantity and the relative pressure of the adsorbate. 76
  • 2. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 c c Ma*D Ma*D q (c ) = mb ∫ ( t ra − t rg ) d c = 0 mb *U ∫ (x 0 a − xg )dc (1) The output volumetric rate of the carrier gas is corrected at the temperature and the pressure of the column. T ( P − PH 2O ) D = Dm * * (2) Ta P For a given detector, the concentration of the solute is proportional to the height on the peak (Fig. 1). c = k *h (3) ∞ m * U m * U With k = M a a * D ∫ 0 h d x = M a a * D * S p ic (4) And for perfect gases, we have: P = c * R *T (5) So, to calculate the amount adsorbed according to the partial pressure of solute from chromatograms, we will use the equations below [11-12]. m S q = a * a d s (6) m b S p ic ma *U * h * R *T (7) P = M a * D * S p ic According to Kiselev [15], the criterion for achieving equilibrium in the column is attributed to the coincidence of the diffuse part of the chromatographic peaks for different amounts of fluid injected and for different gas velocity vector. 2.2. Isosteric enthalpy and entropy of adsorption The isosteric enthalpy and entropy of adsorption are usually determined using isosteres obtained from adsorption isotherms at different temperatures. These isosteres are based on the Clausius-Clapeyron equation: ∂ L n P ∆ H = a d s (8) 1 R ∂ ( ) T The integration of (8) gives: P ∆ H ads ∆ S ads (9) Ln( ° )= − + P RT R In the equations (8) and (9), ∆Hads and ∆Sads respectively indicate the isosteric enthalpy and the entropy of adsorption. These two thermodynamic functions can be given starting from the slope and of the ordinate at the origin of isosteres Ln (P/P°) according to 1/T. 3. Experimental study 3.1. Materials As we have already noted above, the solutes used are ethanol and methanol with a purity of 99.85%. The adsorbent tested in the present work is the gray natural clay which comes from the strata of EL HICHA (governorate of Gabes of the Tunisian South). It belongs to the family of bentonites. Its chemical composition and structural characteristics are represented in previous works [1-11]. A granular activated carbon type chemviron is used for the comparison of experimental adsorption isotherms on this industrial adsorbent and natural clay advocated. The characteristics of the two adsorbents are given in Table 1. 77
  • 3. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 3.2. Instrumentation A chromatograph in gas phase commercial series IGC 10 M, mono-column and mono-detector is used to experimentally determine the thermodynamic equilibrium data comprising primarily a column of adsorption which is a stainless tube filled with adsorbent, and a system of acquisition connected to the chromatograph. In order to standardize the properties of clay at the beginning of each experiment, an experimental protocol is followed during regeneration: the adsorbent is swept by a helium current during one night at 150 °C by means of the electric oven ordered by a regulator of precision both assembled with the chromatograph. Then, for each injection it is necessary to equilibrate the catharometer and check the equality of the gas outputs vector in the column of reference and adsorption. Finally, the amount of the injected alcohol and the gas flow vectors are fixed satisfying the conditions of thermodynamic equilibrium in the column and for each adsorption temperature. An adequate mathematical program of numerical integration allows the exploitation of the data of thermodynamic equilibrium and it leads to the calculation of adsorption isotherms, basing on equations (6) and (7). 2. Results and discussions 4.1. Adsorption isotherms For: (i) a mass of dry natural clay of 2.8874 g, (ii) a temperature of adsorption of T = 80 °C, (iii) an amount injected of ethanol of 100 µl and (iv) a carrier gas flow rate of 0.003 m3/h thermodynamic equilibrium is achieved in the column. Thereafter, a volume of ethanol of 100 µl and a minimum gas output of 0.003 m3/h will be taken during experimental measurements of the isotherms of adsorption at various temperatures. After having fixed the equilibrium conditions of the column we determined the adsorption isotherms at different temperatures illustrated in Fig. 2. The experimental protocol, which was followed during the determination of the isotherms of division of the couple ethyl alcohol- natural clay, is adopted while studying the couple methyl alcohol- natural clay (Fig. 3). After that, we determined the adsorption isotherms of this alcohols on activated carbon for a mass of 1.1666 g (Fig. 4 and 5). From Fig. 2 and 3, we noted that the amount of methanol adsorbed by this clay is higher than ethanol. This can be explained by the influence of the difference in carbon-chains. Moreover, it is shown that temperature influences the adsorbed amount: for the same partial pressure, the more the temperature increases, the more the quantity of methanol adsorbed decreases. Hence, the phenomenon of adsorption of methanol is exothermic. Opposite effect of temperature is noted in the case of ethanol adsorption. So, the phenomenon of adsorption of ethanol on natural clay is endothermic. We also notice that the activated carbon has a capacity of adsorption of alcohols approximately twice that of the natural clay. The isotherms found are of type II according to the classification of Brunauer, Deming, Deming and Teller (BDDT). Consequently, a strong interaction between the surface of the adsorbents and the molecules of alcohols. 4.2. Modeling At this stage, we sought the adequate model which better describes the experimental data of the isotherms of adsorption. 4.2.1. Langmuir Model This model is characterized by the following equation: P K L * q P0 = (10) q∞ P 1 + K L * P0 To determine the parameters of this model (KL, q∞) we have resorted to trace 1/q according to P0/P, shown in Fig.6 and 7. The variation of these parameters according to the temperature was illustrated in Table 2. From Fig. 6, we noted that this model is not valid for the temperatures 150°C and 166°C. Also, Fig.7 shows that this model describes appropriately the isotherms studied but it is not valid for T=102°C. 4.2.2. BET Model Equation (11) is the linearized form of model BET chosen for smoothing the experimental data of adsorption. 78
  • 4. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 x 1 c −1 = +( )* x = y (11) q * (1 − x ) c * qm c * qm The results of smoothing of the experimental data of adsorption on natural clay by this model are related to Fig. 8, 9 and Table 3. This model is the most appropriate model for the description of the equilibrium data. The values of the constant C of this model are large. This verifies that the isotherms obtained are classified as type II of BDDT. 4.3. Isosteric enthalpies and entropies of adsorption The enthalpies and the entropies of adsorption calculated from the adsorption isotherms at different temperatures for the couples studied are shown in Fig. 10, 11 and 12. These different values of Hads (Fig. 10 and 12) are due to the influence of the surface heterogeneity of natural clay. These values correspond to weak bounds such as hydrogen bounds and dipole-dipole interactions (Van der Waals). The most active sites were covered preferentially. Fig.10 shows that the enthalpies of adsorption for the couple ethanol/natural clay are positive: Hence an endothermic phenomenon of adsorption unlike the phenomenon of adsorption of ethanol/activated carbon is exothermic. Moreover, the values of Hads of methanol get close to the melting point (-35.2 kJ/mol) when the adsorbed quantity increases (Fig.12). Therefore, the adsorption of methanol on natural clay is a physical one. Also, the values ∆ H ads of methanol are lower than the enthalpies of ethanol. This may be related to the strong interaction forces between the ethanol molecules and the large surface area of bentonite. 3. Conclusions This work presented the efficiency of local bentonite to adsorb alcohols. The isotherms found were of type II according to the classification of BDDT. Consequently, a strong interaction between the surface of the clay and the alcohols molecules. In addition, the process of adsorption is proved to be physical type. On the other hand, activated carbon adsorbs alcohols better than the natural clay. Eventually, we may conclude that the relevant adsorbent, natural clay, has low adsorption capacity to alcohols and that its extensive industrial use is attributed to its being more economical, even it is used in large quantities, than using small quantities of other expensive adsorbents, such as (activated carbon, silica gel, activated alumina ...). Therefore, this natural clay can be used as an abundant adsorbent of alcohols for its adsorptive performance and its lower cost. Nomenclature q: the amount adsorbed (kg/kg). tra: retention time of the adsorbate (s). ma : mass of the adsorbate (kg). trg: retention time of carrier gas (s). mb: mass of the adsorbent (kg). xa-xg: the distance between the elution time of the carrier gas 2 Sads: the surface of the peak relative to ma (m ) and that the adsorbate (m). 2 Spic: surface of the chromatographic peak (m ) Ta: ambient temperature (K). P: pressure partial of the solute (Pa) PH2O: saturation pressure of water vapor at ambient U: speed of paper (m/s) temperature (Pa). h: height on peak relative to ma (m) T: temperature of adsorption (K). R: constant of perfect gases (J/mol.K). Dm: carrier gas flow rate measured at the outlet of the column 3 D: volumetric rate (m /s). at ambient temperature (m3/h). Ma: mass molar of solute (kg/mol). ∆Hads : isosteric enthalpy (J/mol). ∆Sads : entropy of adsorption (J/mol.K). P0: saturated vapor pressure (Pa). q∞:the quantity adsorbed necessary to cover KL: constant of Langmuir full-course with adsorbate x= P/P0 qm: quantity necessary to form the full- course C: constant of BET 79
  • 5. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 (g/g). References [1] M. Bagane, S. Guiza, Elimination d’un colorant des effluents de l’industrie textile par adsorption sur argile naturelle, Ann.Chim. Sci. Mat., 2002, 25 , 615-626. [2] M. Bagane, S. Guiza, Etude du transport externe au cours de l’adsorption du bleu de méthyléne sur argile naturelle, Entropie., 2002, 242, 115-127. [3] S. Guiza, M. Bagane, Equilibrium studies for the adsorption of dyes on natural clay, Ann.Chim. Sci. Mat., 2004, 29, 615-626. [4] S. Guiza, M. Bagane, A. H. Al-Soudani, H. Ben Amor, Adsorption of basic dyes onto natural clay, Adsorp. Sci & Technol., 1997, 15 (N4), 251-270. [5] A. Gannouni , A. Bellagi, M. Bagane,Preparation of activated clay for the bleaching of olive oil, Ann. Chim. Sci. Mat., 1999, 24 ,407-416. [6] E. Srasra, F. Bergaya, F. van Damme, N.K. Ariguib, Surface properties of an activated bentonite decolorization of rapeseed oil, App. Clay Sci, 1989, 4, 411-421. [7] A. Amari, M. Chlendi, A. Gannouni, A. Bellagi, Optimized activation of bentonite for toluene adsorption, App. Clay Sci , 2010, 47, 457-461. [8] A. Amari, A. Gannouni, M. Chlendi, A. Bellagi, Optimization by response surface methodology (RSM) for toluene adsorption onto prepared acid activation clay, Can. J. Chem. Eng. , 2008, 86, 1093-1102. [9] A. Gannouni , A Bellagi, Acid activation of some clay from south Tunisian preparation of bleaching grounds for vegetable oils, J. Soc. Tun, 2001, 4, 1357-1369. [10] A. Gannouni , M. Bagane, A Bellagi, Water vapor adsorption onto natural clay, J. Soc. Tun, 1995, 10 (3), 739-748. [11] A. Gannouni , M. Bagane, A. Bellagi, SO2 adsorption onto activated clay, Ann. Chim. Sci. Mat., 1994, 19, 27-37. [12] M. Bagane, A. Gannouni, Study of water vapor adsorption at high temperatures on activated alumina, Ann. Chim. Sci. Mat., 1995, 20, 72-80. [13] J. Jagiello, G. Ligner, E. Papier, Characterization of silicas by inverse gas chromatography at finite concentration: Determination of the adsorption energy distribution function, J. of colloid and Interface Science, 1989, 137, 128-136. [14] J.R.Conder, C.L.Young, Physicochemical Measurement by Gas chromatography, Wiley Chichester, 1979. [15] Y.I.Yashin, A.V.Kiselev, La chromtographie gaz-solide, Masson et Cie Edrs, 1969. [16] A. Boutboul, F. Lenfant, P. Giampaoli, A. Feigenbaum, V. Ducruet, Use of inverse gas chromatography to determine thermodynamic parameter of parameter of aroma –starch interactions, J. of chromatography A, 2002, 969, 9-16. [17] T.Fatma, I.Oguz, Evaluation of the parameters for the adsorption of some n-alkanes on A type zeolite crystals by inverse gas chromatography, Chem. Eng. J., 2003, 94, 57-66. 80
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  • 9. Journal of Environment and Earth Science www.iiste.org ISSN 2224-3216 (Paper) ISSN 2225-0948 (Online) Vol 2, No.5, 2012 Table 1. Structural characteristics of the natural clay and the chemviron. Adsorbent Specific Pore volume (cm3/g) Micro pore volume Mesopore volume 2 surface BET (m /g) (cm3/g) (cm3/g) Natural clay 86 0.1207 - - Chemviron 879 0.540 0.470 0.070 Table 2. Langmuir Parameters for alcohols adsorption on natural clay. Adsorbate T (°C) (g/g) KL Ethanol 100 0.0438 9.6002 110 0.0493 10.4316 134 0.0301 50.4623 Methanol 102 0.0688 25.1600 113 0.0780 18.6458 130 0.0493 21.0867 Table 3. BET Parameters for alcohols adsorption on natural clay. Adsorbate T (°C) (g/g) C Ethanol 100 0.0316 13.5975 110 0.0325 17.2190 134 0.0299 48.8475 Methanol 102 0.0604 28.1198 113 0.0536 29.9550 130 0.0489 20.2480 84
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