Kinetics and mechanism of oxidation
of some meta-dihydric alcohols by ditelluratocuprate(III) in alkaline medium
Shan Jinhuan, Wang
Liping, Huo Shuying, Shen Shigang, Sun Hanwen
(College of Chemistry and Environmental Science. Hebei University, Baoding 071002 China)
Received Apr. 4,
2002; Supported by the Natural Science Foundation of Hebei Province (295066).
Abstract The kinetics of
oxidation of some meta-dihydric alcohols by ditelluratocuprater(III) (DTC) was studied
spectrophotometrically between 25ºC and 40ºC in alkaline medium. The reaction rate showed first order dependence
in oxidant and fractional order in reductant. It was found that the pseudo-first order
rate constant kobs increased with the increase of [OH-] and
the decrease of [TeO42-]. There is a negative salt effect. A
plausible mechanism involving a preequilibrium of adduct formation between the complex and
reductant was proposed. The rate equations derived from mechanism can explain all
experimental observations. The activation parameters along with rate constanas of the
rate-determining step were calculated.
Keywords ditelluratocuprate(III), 1,3 ¨Cpropylene
glycol, 1,3-butylene glycol, redox reaction, kinetics and mechanism
Recently, study of the highest oxidation
state of transition metals has intrigued many researchers' interests, which can
provide new and valuable information in some fields. Transition metals of higher oxidation
state generally can be stabilized by chelation with suitable polydentate ligands. Metal
chelates such as ditelluratocuprate(III)[1], ditelluratoargenate(III)[2],
diperiodatoargentate(III)[3] and diperiodatonickelate(IV)[4] are
good oxidants in the medium of appropriate pH value. Cu(III) has been used in the
estimation of sugars and organic acids[5]. The use of Cu(III) as an oxidizing
agents is well known in the investigation of some organic compounds such as diethanolamine[6,]
etc, but most of them are ortho-compounds. Therefore it was worthwhile to study the
kinetics of oxidation of some meta-compounds such as 1,3-propylene glycol (PG) and 1,3-butylene glycol (BG) by DTC in
aqueous alkaline medium.
1.EXPERIMENTAL
1.1 Material
All reagents used were analytical grade. All solutions were prepared with twice-distilled
water. Solutions of DTC and reductant were always prepared freshly before use. The stock
solution of DTC was prepared by method given by Jaiswal and Yadava[5]. Its
electronic spectrum was found to be consistent with that reported by Jaiswal and Yadava.
The concentration of DTC was derived by its absorption at l =405nm. The ionic strength was maintained by addition of KNO3
solution and the pH value was regulated by KOH solution.
1.2 Kinetic measurement and reaction product analysis
All kinetics measurements were carried out under pseudo-first
order conditions. Solution (2 mL) containing definite [Cu(III)], [OH-],[TeO42-]
and ionic strength m and
reductant solution (2mL) of appropriate concentration were transferred separately to the
upper and lower branch tubes of a l type two-cell reactor. After it was thermally
equilibrated at desired temperature in thermobath (Shanghai), the two solutions were mixed
well and immediately transferred to a 1cm thick glass cell in a constant temperature
cell-holder (¡À0.1ºC). The reaction process was
monitored automatically by recording the disappearance of Cu(III) with time (t) at
405 nm with a UV-8500 spectrophotometer (Shanghai). All other species did not absorb
significantly at this wavelength.
A solution with known concentrations of [Cu(III)], [OH-],
[TeO42-] was mixed with an excess of reductant. With the complete
fading of DTC color (brown red) marked the completion of the reaction, the aldehyde
alcohols formed was estimated as its 2,4-dinitrophenyldrazine derivative by gravimetric
analysis. It was found that one mole reductant consumed two mole Cu(III). The product of
oxidation was the corresponding aldehyde which was confirmed by its characteristic spot
test[7].
2. RESULTS AND DISCUSSION
2.1 Evaluation of pseudo-first order rate constants
Under the conditions of [reductant]0>>[Cu(III)]0. The plots of
ln(At-A¡Þ) versus time were
lines, indicating the reaction is first order with respect to [Cu(III)], where At
and A¡Þ were the absorbance at time t
and at infinite time respectively. The pseudo-first-order rate constants kobs
were calculated by the method of least squares (r¡Ý0.9999).
To calculate kobs generally 8-10 At values within three times
the half-lives were used. kobs values were at least averaged values of
three independent experiments and the reproducibility is within ¡À5%.
2.2 Rate dependence on [reductant]
At fixed [Cu(III)],[OH-],[TeO42-],
ionic strength m and
temperature, k obs values increased with the increase of [reductant] and
the order in reductant was found to be fractional order.(Table 1). The plots of 1/kobs
versus1/ [reductant] were straight lines with a positive intercept. (r¡Ý0.995) (Fig. 1).
Fig.1 Plots of 1/kobsvs1/[PG] at different temperatures
[Cu(III)]=9.128¡Á10-5mol/L; [TeO42-]=1.500¡Á10-3mol/L;
[OH-]=3.007¡Á10-3mol/L; m=7.507¡Á10-3mol/L
2.3 Rate dependence on [OH-]
At fixed [Cu(III)], [TeO42-] , [reductant], ionic strength m and
temperature, kobs increased with the increase of [OH-] and
the order with respect to OH- were found to be fractional order (nap(PG)=0.736
and nap(BG)=0.719) (Table2A,B ) .The plots of 1/kobs versus
[OH-] were lines (r ¡Ý0.998).
2.4 Rate dependence on [TeO42-] ionic strength m
At fixed [Cu(III)], [OH-], [reductant],
ionic strength m and temperature, kobs decreased with the increase
of [TeO42-] and the order with respect to TeO42-
were found to be fractional order (nap(PG)=-0.652 and nap(BG)=-0.678)
(Table2A,B ) .The plots of 1/kobs versus [TeO42-]
were lines (r ¡Ý0.997).
The rate was decreased by the addition of KNO3 solution
(Table2A,B), which indicate there was a negative salt effect which is consistent with the
common regulation of the kinetics[8].
Table 1103 kobs
/s-1 varying with different [BG] at different temperatures [Cu(III)]=9.128¡Á10-5mol/L;
[TeO42-] =1.500¡Á10-3mol/L; [OH-]=3.007¡Á10-3mol/L; m=7.507¡Á10-3mol/L
103C(mol/L) |
5.000 |
6.500 |
10.00 |
15.00 |
22.50 |
b |
r |
T(K) |
¡¡ |
¡¡ |
¡¡ |
¡¡ |
¡¡ |
¡¡ |
¡¡ |
298.2 |
2.0615 |
2.5099 |
3.5390 |
5.0198 |
6.8249 |
0.804 |
0.999 |
303.2 |
2.8986 |
3.6232 |
4.7716 |
7.5647 |
10.417 |
0.859 |
0.996 |
308.2 |
4.5249 |
6.0508 |
8.0386 |
11.023 |
15.805 |
0.804 |
0.999 |
313.2 |
7.0680 |
9.0043 |
12.179 |
18.021 |
23.523 |
0.805 |
0.998 |
b and r stand for the slope and relative coefficient,
respectively, of the plot of lnkobs vs lnC
Table 2A103 kobs
/s-1varying with the different [TeO42-],[OH-], m at 30ºC [Cu(III)]=9.128¡Á10-5mol/L
103[PG]mol/L |
103[TeO42-]mol/L |
103[OH-
]mol/L |
103mmol/L |
103
kobs//s-1 |
12.50 |
1.000 |
3.007 |
15.00 |
9.5795 |
12.50 |
1.500 |
3.007 |
15.00 |
7.1602 |
12.50 |
2.200 |
3.007 |
15.00 |
5.8671 |
12.50 |
2.800 |
3.007 |
15.00 |
5.0807 |
12.50 |
3.500 |
3.007 |
15.00 |
4.0816 |
12.50 |
4.000 |
3.007 |
15.00 |
3.7037 |
15.00 |
1.500 |
3.007 |
5.000 |
10.902 |
15.00 |
1.500 |
3.007 |
10.00 |
10.424 |
15.00 |
1.500 |
3.007 |
15.00 |
9.9096 |
15.00 |
1.500 |
3.007 |
20.00 |
8.8496 |
15.00 |
1.500 |
3.007 |
25.00 |
8.3154 |
6.500 |
1.500 |
3.007 |
19.43 |
4.4012 |
6.500 |
1.500 |
3.5693 |
19.43 |
4.8505 |
6.500 |
1.500 |
4.5106 |
19.43 |
5.6437 |
6.500 |
1.500 |
6.5121 |
19.43 |
7.4495 |
6.500 |
1.500 |
10.473 |
19.43 |
11.205 |
6.500 |
1.500 |
14.932 |
19.43 |
13.742 |
Table 2B103 kobs
/s-1varying with the different [TeO42-],[OH-], m at 30ºC [Cu(III)]=9.128¡Á10-5mol/L
103[BG]mol/L |
103[TeO42-]mol/L |
103[OH-]mol/L |
103 mmol/L |
103
kobs/s-1 |
15.00 |
1.000 |
3.007 |
15.00 |
8.6439 |
15.00 |
1.500 |
3.007 |
15.00 |
6.6930 |
15.00 |
2.200 |
3.007 |
15.00 |
4.9587 |
15.00 |
2.800 |
3.007 |
15.00 |
4.3973 |
15.00 |
3.500 |
3.007 |
15.00 |
3.6825 |
15.00 |
4.000 |
3.007 |
15.00 |
3.3994 |
15.00 |
1.500 |
3.007 |
5.000 |
6.9624 |
15.00 |
1.500 |
3.007 |
10.00 |
6.6101 |
15.00 |
1.500 |
3.007 |
15.00 |
6.4954 |
15.00 |
1.500 |
3.007 |
20.00 |
6.3577 |
15.00 |
1.500 |
3.007 |
25.00 |
6.1790 |
10.00 |
1.500 |
3.007 |
19.43 |
4.2608 |
10.00 |
1.500 |
3.5693 |
19.43 |
4.7250 |
10.00 |
1.500 |
4.5106 |
19.43 |
5.4585 |
10.00 |
1.500 |
6.5121 |
19.43 |
7.1429 |
10.00 |
1.500 |
10.473 |
19.43 |
10.057 |
10.00 |
1.500 |
14.932 |
19.43 |
13.487 |
2.5 Free radicai detection
Acrylamide was added to the reaction system
under the protection of nitrogen during the course of reaction. With the comparison to
blank experiments without white polymeric suspensions, acrylamide had been polymerized
under the initiation of free radical, which showed the production of free radical
intermediates in the oxidation by Cu(III) complexes.
2.6 Discussion
In alkaline medium, the dissociative equilibrium of
[TeO42-] was given earlier [9],(here Kw=14)
H5TeO6- + OH-H4TeO62- + H2O
lg b1=3.049
(1)
H4TeO62- + OH- H3TeO63- + H2O
lg b2=-1
(2)
Hence the main tellurate species was H4TeO62-.
In view of the experiments, the mechanism was
proposed as follows:
[Cu(OH)2(H4TeO6)2]3- + OH- [Cu(OH)2(H3TeO6)]2- +
H4TeO62-+H2O (3)
[Cu(OH)2(H3TeO6)]2-
+ RCHOHCH2CH2OH
[Cu(OH)2(H3TeO6)( RCHOHCH2CH2OH)]2-
(4)
[Cu(OH)2(H3TeO6)(
RCHOHCH2CH2OH)]2- RCHOHCH2·CHOH +
[Cu(OH)(H3TeO6)]2-+H2O (5)
Cu*(III) + OH- + RCHOHCH2·CHOH Cu(II) + RCHOHCH2CHO + H2O (6)
Where Cu*(III) stand for any kind of form which Cu3+
existed in equilibrium. Reaction (3) and (4) belong to dissociation and coordination
equilibrium, whose reaction rate are generally faster, reaction (5) belongs to
electron-transfer reaction, whose reaction rate is generally slower, so reaction (5) is
the rate ¨Cdetermining step.
-d[Cu(III)]T/dt=2k[Cu(OH)2(H3TeO6)(
RCHOHCH2CH2OH)]2-
(7)
[Cu(III)]T= [Cu(OH)2(H4TeO6)2]e3-+[Cu(OH)2(H3TeO6)]e2-
+[Cu(OH)2(H3TeO6)( RCHOHCH2CH2OH)]e2-
where T and e stands for total concentration and equilibrium concentration respectively.
=kobs[Cu(III)]T
(8)
(9)
Re-arranging equation (9) leads to equation
(10-12)
(10)
(11)
(12)
From equation (10), the plots of 1/kobs
vs.1/[reductant] are straight lines and the rate constants of rate-determining step at
different temperature was obtained from the intercept of the straight line. Equation (11)
and (12) suggests that the plot of 1/kobs vs 1/[OH-] and 1/kobs
vs [H4TeO62-] are straight lines. Activation energy and
the thermodynamic parameters were evaluated by the method given earlier[10](Table
3). Dissociation equilibrium constant K1 and coordination equilibrium
constant K2 of [PG] and [BG] are respectively 0.098,94.33 L/mol and
0.094,126.8L/mol. (t=30ºC).
Based on the above results and discussion, It was
concluded that the less the carbon chain , the larger the observed rate constants and the
larger the rate constants of rate-determining step. The phenomena were consistent with the
spatial hindrance of dihydric alcohols.
Table 3 Rate constants (k) and activation
parameters of the rate-determining step
Constants |
T/K |
Activation parameters (298.2K) |
|
298.2 |
303.2 |
308.2 |
313.2 |
Ea |
DH# |
DS# |
102k /s-1 |
|
|
|
|
(kJ/ mol) |
(kJ/ mol) |
(J/Kmol) |
PG |
1.601 |
2.664 |
3.658 |
5.549 |
63.15¡À3.6 |
60.67¡À3.6 |
-75.64¡À5.0 |
BG |
0.904 |
1.566 |
2.182 |
3.345 |
66.45¡À4.2 |
63.97¡À4.2 |
-69.24¡À5.1 |
The
plots of lnk vs 1/T have the following intercept (a) slope(b) and relative
coefficient (r ) |
PG
: a=21.36 b= -7595.11 r=0.997 BG: a=22.13 b= -7992.95 r=0.996 |
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