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Kinetic Study of Esterification of Acetic Acid with n- butanol
               and isobutanol Catalyzed by Ion Exchange Resin
     Amrit Pal Toor *, Mamta Sharma, Ghansyam Kumar, and R.
     K. Wanchoo

     University Institute of Chemical Engineering & Technology
     Panjab University, Chandigarh-160014, INDIA

     Received: 16th December 2010; Revised: 19th March 2011;
     Accepted: 7th April 2011

Presented by:
Víctor Hugo Balderrama Justo
Eugenio de Jesús Bautista Sagrero
José Manuel Cebrero Ortiz
Omar Alberto Cervantes Cárdenas
Heriberto Cruz Hernández
Ana Bertha de la Cruz Tapia
Circe Nereyda García López
Set Ángel Legaspi Sánchez
Laura Itzel Pérez Estrada
Michel Romero Flores
Abstract
Esters are an important pharmaceutical intermediates and
very useful perfumery agents. In this study the esterification
of acetic acid with n-butanol and iso-butanol over an acidic
cation exchange resin, Amberlyst 15 were carried out. The
effects of certain parameters such as temperature, catalyst
loading, initial molar ratio between reactants on the rate of
reaction were studied. The experiments were conducted in a
stirred batch reactor in the temperature range of 351.15 K to
366.15K.Variation of parameters on rate of reaction
demonstrated that the reaction was intrinsically
controlled.The activation energy for the esterification of
acetic acid with n-butanol and iso butanol is found to be
28.45 k J/mol and 23.29 kJ/mol respectively.
1. Introduction
In the simplest terms, esters can be defined as the reaction
products of acids and alcohols. Thousands of different kinds
of esters are commercially produced for a broad range of
applications. Within the realm of synthetic lubrication, a
relatively small substantial family of esters has been found to
be very useful in severe environment applications. The ester
of acetic acid and isobutanol, namely, isobutyl acetate, finds
wide industrial applications. Butyl acetates are used
primarily as solvents in the lacquer and enamel industries. It
is used in coatings, where its solvent capacity and its low
relative volatility make it useful for adjustment of
evaporation rate and viscosity. It is particularly useful as a
solvent or thinner for acrylic polymers, vinyl resins, as
reaction medium for adhesives, as solvent for leather
dressings, and a process solvent in various applications and in
cosmetic formulations
2. Materials and Method
2.1 Material used
Acetic acid, n-butanol and iso-butanol all were
purchased from Merck with a claimed purity of 99.8 %.
Sodium Hydroxide (s.d. fine chemicals ltd., Boisar),
Phenolphthalein indicator, (Qualigens fine chemicals,
Mumbai). All of them were used without further
purification. Amberlyst -15 supplied by Rohm and
Haas was used as catalyst and its relevant
characteristics are summarized in Table 1
2.2 Experimental setup and
procedure
Acetic acid
 1.93 M




Ion exchange resin



                     ΔT1 ±0.5K
B

                         ΔT2 = ΔT1


                         t=0



  Acetic acid
  1.93 M

                     A

Ion exchange resin
ΔT2 = ΔT1


                                   t=0



  Acetic acid
  1.93 M

                     A C   D   B
Ion exchange resin
NaOH 1N




      Sample



 Phenolphtalein
3. Results and Discussion
3.1 Kinetic modeling
The general reaction rate expression for this reaction
can be written as:
A+B           C +D
Where A=acetic acid, B=butanol, C=butyl acetate and
D=water
At steady state the rate of mass transfer per unit volume of the liquid
phase can be expressed as
        rA = kLSA αP [CA-CAS]

which is the rate of diffusion of A from bulk liquid phase to the catalyst
surface and :

        rA =kLSB αP [CB-CBS]

which is the rate of diffusion of B from bulk liquid phase to the catalyst
surface . The rate of surface reaction per unit volume, (-rA) in presence
of intraparticle diffusion can be expressed as:
                                     (4)

This equation is a Langmuir-Hinshelwood-Hougen- Watson type model
(LHHW). Adsorption or desorption steps are unimportant in this case
because catalyst used is a macro porous ion exchange resin and the
reactants are able to diffuse into pores and the products diffuse out
without any resistance .
Hence Equation 4 can be replaced by power law model and η is unity for
catalyst particle size less than 700µm [Table 1].
         rA= k1 w [C A] [C B]
• When external and internal resistances to mass transfer are absent, the
  following holds


Then the surface reaction is the controlling mechanism and the overall
rate of the reaction will be the same as given by the surface reaction, i.e.


After integrating Equation this becomes:


Putting CAw (M-1) k1=k in the equation we get


Plotting the left hand side of this Equation versus time, a straight line with
a slope k is obtained
3.1 Elimination of mass
transfer resistance
Previous studies pointed that external diffusion does
not usually control the overall rate in the reactions
catalyzed by ion exchanges resin unless the agitation
speed is very low or the reaction mixture is very viscous
and intraparticle diffusion resistances of the reactant in
the ion exchange resins are not so important [6-8, 18].
Hence all the experiments were conducted with the ion
exchange resin that was supplied by manufacture (Rohm
and Hass Co.) and at a fixed 500 rpm for all the
experiments.
3.2 Effect of catalyst loading
The catalyst loading was varied from 4 to 11 % (22.43 kg/m3
to 139.6 kg/m3) while keeping the other parameters
constant(molar ratio 1:5 and temperature 366.15 K). It was
found that with an increase in catalyst loading the conversion
of acid increases with the increase in the active sites. At
higher catalysts loading the rate of mass transfer is high and
therefore there is no significant increase in the rate .
Gangadwala et al have achieved 60% conversion using 20 g/g
mol of acetic acid in 50 minutes with 1:1 molar ratio of acetic
acid to n-butanol whereas by increasing the molar ratio up to
1:5 the conversion up to 80 % in same time
with catalyst 5.3 g/g mol of acetic acid was achieved. The rate
constants for both the reactions were obtained by plotting
LHS of Equation (9) vs. t as shown in Figures 3 and 4, The
values of k are given in table 2 for both n-butanol and
isobutanol. It is also observed from Figure 5 and Table 2 that
the rate constant k for isobutanol is higher than n-butanol.
The k values were plotted against weight of the catalyst
and it was observed that with increase in w there was linear
increase in k (Fig 5).
3.3 Effect of Molar Ratio
To investigate the effect of the initial molar ratio of alcohols to
acetic acid on conversion of acetic acid, the initial molar ratio
was 1:3, 1:5 and 1:10 for n butanol and isobutanol both. It
seems that the conversion of acetic acid increases with
increasing the initial molar ratio of alcohols to acetic acid.
Gangadwala et al have also reported that conversion
increases from 50 % to 80 % in 90 minutes from 1:1 to 1:3
molar ratio of acetic acid to n-butanol. By increasing the
molar ratio up to 1:10 the conversion was achieved up to 92
% in 75 minutes and using 79.4% of catalyst used by
Gangadwala . The results observed for the effect of initial
molar ratio of alcohols to acetic acid indicated that the
conversion of acid can be enhanced by using a large excess
of alcohols, which is consistent with the results of Sanz et al
who studied the esterification of acetic acid with isopropanol.
3.4 Effect of Temperature
• The results from the esterification of acetic acid with n
  butanol and isobutanol over Amberlyst 15 at different
  temperatures and with a fixed initial molar ratio 1:5 of the reactant
  are displayed in Figures 8 and 9. It was seen that the conversion
  increases with temperature, indicating absence of mass transfer
  effects. Same trend was observed by Roy and Bhatia for the
  esterification of acetic acid with benzyl alcohol over Amberlyst
  15. Both esterification reactions were carried out in the
  temperature range from 351.15 to 366.15 K. The study of the effect
  of temperature is very important since it is useful to calculate
  activation energy of the reaction. The observed reaction rate
  constants (k) data at different temperatures were fitted to the
  Arrhenius-type equation and the model parameters, ko (frequency
  factor) and Eo (activation energy), were determined using linear
  regression technique.
        k = k0 exp(- E0 )RT
4. Conclusion
In this study the kinetics of the esterification of acetic acid
with n-butanol and isobutanol catalyzed by Amberlyst 15 was
experimentally investigated. The reaction rate was found
to increase with increasing catalyst loading, temperature and
molar ratio. The LHHW (Langmuir-Hinshelwood) model was
used to simulate the experimental data. Reactivity of n-
butanol and isobutanol towards the synthesis of butyl acetate
via the esterification of acetic acid with these alcohols was
checked. Comparison of these alcohols shows that activation
energy reduces from 28.45 kJ/mol in case of n- butanol to
23.29 kJ/mol in case of isobutanol.

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Kinetic Study of Esterification of Acetic Acid with n- butanol and isobutanol Catalyzed by Ion Exchange Resin

  • 1. Kinetic Study of Esterification of Acetic Acid with n- butanol and isobutanol Catalyzed by Ion Exchange Resin Amrit Pal Toor *, Mamta Sharma, Ghansyam Kumar, and R. K. Wanchoo University Institute of Chemical Engineering & Technology Panjab University, Chandigarh-160014, INDIA Received: 16th December 2010; Revised: 19th March 2011; Accepted: 7th April 2011 Presented by: Víctor Hugo Balderrama Justo Eugenio de Jesús Bautista Sagrero José Manuel Cebrero Ortiz Omar Alberto Cervantes Cárdenas Heriberto Cruz Hernández Ana Bertha de la Cruz Tapia Circe Nereyda García López Set Ángel Legaspi Sánchez Laura Itzel Pérez Estrada Michel Romero Flores
  • 2. Abstract Esters are an important pharmaceutical intermediates and very useful perfumery agents. In this study the esterification of acetic acid with n-butanol and iso-butanol over an acidic cation exchange resin, Amberlyst 15 were carried out. The effects of certain parameters such as temperature, catalyst loading, initial molar ratio between reactants on the rate of reaction were studied. The experiments were conducted in a stirred batch reactor in the temperature range of 351.15 K to 366.15K.Variation of parameters on rate of reaction demonstrated that the reaction was intrinsically controlled.The activation energy for the esterification of acetic acid with n-butanol and iso butanol is found to be 28.45 k J/mol and 23.29 kJ/mol respectively.
  • 3. 1. Introduction In the simplest terms, esters can be defined as the reaction products of acids and alcohols. Thousands of different kinds of esters are commercially produced for a broad range of applications. Within the realm of synthetic lubrication, a relatively small substantial family of esters has been found to be very useful in severe environment applications. The ester of acetic acid and isobutanol, namely, isobutyl acetate, finds wide industrial applications. Butyl acetates are used primarily as solvents in the lacquer and enamel industries. It is used in coatings, where its solvent capacity and its low relative volatility make it useful for adjustment of evaporation rate and viscosity. It is particularly useful as a solvent or thinner for acrylic polymers, vinyl resins, as reaction medium for adhesives, as solvent for leather dressings, and a process solvent in various applications and in cosmetic formulations
  • 4. 2. Materials and Method 2.1 Material used Acetic acid, n-butanol and iso-butanol all were purchased from Merck with a claimed purity of 99.8 %. Sodium Hydroxide (s.d. fine chemicals ltd., Boisar), Phenolphthalein indicator, (Qualigens fine chemicals, Mumbai). All of them were used without further purification. Amberlyst -15 supplied by Rohm and Haas was used as catalyst and its relevant characteristics are summarized in Table 1
  • 5.
  • 6. 2.2 Experimental setup and procedure
  • 7. Acetic acid 1.93 M Ion exchange resin ΔT1 ±0.5K
  • 8. B ΔT2 = ΔT1 t=0 Acetic acid 1.93 M A Ion exchange resin
  • 9. ΔT2 = ΔT1 t=0 Acetic acid 1.93 M A C D B Ion exchange resin
  • 10. NaOH 1N Sample Phenolphtalein
  • 11. 3. Results and Discussion 3.1 Kinetic modeling The general reaction rate expression for this reaction can be written as: A+B C +D Where A=acetic acid, B=butanol, C=butyl acetate and D=water
  • 12. At steady state the rate of mass transfer per unit volume of the liquid phase can be expressed as rA = kLSA αP [CA-CAS] which is the rate of diffusion of A from bulk liquid phase to the catalyst surface and : rA =kLSB αP [CB-CBS] which is the rate of diffusion of B from bulk liquid phase to the catalyst surface . The rate of surface reaction per unit volume, (-rA) in presence of intraparticle diffusion can be expressed as: (4) This equation is a Langmuir-Hinshelwood-Hougen- Watson type model (LHHW). Adsorption or desorption steps are unimportant in this case because catalyst used is a macro porous ion exchange resin and the reactants are able to diffuse into pores and the products diffuse out without any resistance . Hence Equation 4 can be replaced by power law model and η is unity for catalyst particle size less than 700µm [Table 1]. rA= k1 w [C A] [C B]
  • 13. • When external and internal resistances to mass transfer are absent, the following holds Then the surface reaction is the controlling mechanism and the overall rate of the reaction will be the same as given by the surface reaction, i.e. After integrating Equation this becomes: Putting CAw (M-1) k1=k in the equation we get Plotting the left hand side of this Equation versus time, a straight line with a slope k is obtained
  • 14. 3.1 Elimination of mass transfer resistance Previous studies pointed that external diffusion does not usually control the overall rate in the reactions catalyzed by ion exchanges resin unless the agitation speed is very low or the reaction mixture is very viscous and intraparticle diffusion resistances of the reactant in the ion exchange resins are not so important [6-8, 18]. Hence all the experiments were conducted with the ion exchange resin that was supplied by manufacture (Rohm and Hass Co.) and at a fixed 500 rpm for all the experiments.
  • 15. 3.2 Effect of catalyst loading The catalyst loading was varied from 4 to 11 % (22.43 kg/m3 to 139.6 kg/m3) while keeping the other parameters constant(molar ratio 1:5 and temperature 366.15 K). It was found that with an increase in catalyst loading the conversion of acid increases with the increase in the active sites. At higher catalysts loading the rate of mass transfer is high and therefore there is no significant increase in the rate . Gangadwala et al have achieved 60% conversion using 20 g/g mol of acetic acid in 50 minutes with 1:1 molar ratio of acetic acid to n-butanol whereas by increasing the molar ratio up to 1:5 the conversion up to 80 % in same time
  • 16.
  • 17. with catalyst 5.3 g/g mol of acetic acid was achieved. The rate constants for both the reactions were obtained by plotting LHS of Equation (9) vs. t as shown in Figures 3 and 4, The values of k are given in table 2 for both n-butanol and isobutanol. It is also observed from Figure 5 and Table 2 that the rate constant k for isobutanol is higher than n-butanol. The k values were plotted against weight of the catalyst and it was observed that with increase in w there was linear increase in k (Fig 5).
  • 18.
  • 19.
  • 20.
  • 21.
  • 22.
  • 23. 3.3 Effect of Molar Ratio To investigate the effect of the initial molar ratio of alcohols to acetic acid on conversion of acetic acid, the initial molar ratio was 1:3, 1:5 and 1:10 for n butanol and isobutanol both. It seems that the conversion of acetic acid increases with increasing the initial molar ratio of alcohols to acetic acid. Gangadwala et al have also reported that conversion increases from 50 % to 80 % in 90 minutes from 1:1 to 1:3 molar ratio of acetic acid to n-butanol. By increasing the molar ratio up to 1:10 the conversion was achieved up to 92 % in 75 minutes and using 79.4% of catalyst used by Gangadwala . The results observed for the effect of initial molar ratio of alcohols to acetic acid indicated that the conversion of acid can be enhanced by using a large excess of alcohols, which is consistent with the results of Sanz et al who studied the esterification of acetic acid with isopropanol.
  • 24.
  • 25.
  • 26. 3.4 Effect of Temperature • The results from the esterification of acetic acid with n butanol and isobutanol over Amberlyst 15 at different temperatures and with a fixed initial molar ratio 1:5 of the reactant are displayed in Figures 8 and 9. It was seen that the conversion increases with temperature, indicating absence of mass transfer effects. Same trend was observed by Roy and Bhatia for the esterification of acetic acid with benzyl alcohol over Amberlyst 15. Both esterification reactions were carried out in the temperature range from 351.15 to 366.15 K. The study of the effect of temperature is very important since it is useful to calculate activation energy of the reaction. The observed reaction rate constants (k) data at different temperatures were fitted to the Arrhenius-type equation and the model parameters, ko (frequency factor) and Eo (activation energy), were determined using linear regression technique. k = k0 exp(- E0 )RT
  • 27.
  • 28.
  • 29. 4. Conclusion In this study the kinetics of the esterification of acetic acid with n-butanol and isobutanol catalyzed by Amberlyst 15 was experimentally investigated. The reaction rate was found to increase with increasing catalyst loading, temperature and molar ratio. The LHHW (Langmuir-Hinshelwood) model was used to simulate the experimental data. Reactivity of n- butanol and isobutanol towards the synthesis of butyl acetate via the esterification of acetic acid with these alcohols was checked. Comparison of these alcohols shows that activation energy reduces from 28.45 kJ/mol in case of n- butanol to 23.29 kJ/mol in case of isobutanol.