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THE ROLE OF PERHYDROXYL IONS IN THE REACTIONS OF HYDROGEN PEROXIDE

By

J. I"cZ'EDY and L. ERDEY

Department for General Chemistry. Technical Llliversity. Budapest (Received April 19. 1962)

In diluted aqueous solutions, hydrogen peroxide as a weak acid protolyses according to the following equation:

OOH- (1)

At the same time hydrogen peroxide also inclines to autoprotolysis:

(2)

Since water is a much stronger base than hydrogen peroxide, the second reaction takes place in a diluted aqueous solution only to negligible extent compared to the first one. Autoprotolysis is only considerable in concentrated hydrogen peroxide solutions.

The dissociation constant of hydrogen peroxide in diluted aqueous solutions is:

(3)

the numerical yalue of which, according to the good agreement measurements of JOY"ER [1], KARGIN [2] as well as of EVA:\"S and FRI [3] is 1.6·IO-l~

(at 20 CC). Taking the concentration of water into account, the equilibrium constant of the (1) reaction is K1

=

2.9.10-11. According to EVA:\"S and DRI

[3] the equilibrium constant of the reaction

1-1.,0, (4) i, approximately 103 • From these data the equilibrium constant of autoproto- lysii' of hydrogen peroxide is K2 r J 3 . 10-i7.

The structure of per hydroxyl ions, formed on protolytic reactions, greatly differs from the point of view of energy, for the more saturated structure similar to a "screwed tub" of non-dissociatpd hydrogen peroxide molecule [4].

In the perhydroxyl ion, formed by the :-plitting off of a hydrogen ion the 0-0

(2)

196 J. I.YCZEDY and L. ERDEY

bond is loosened to a high extent, therefore, it inclines to giving off an oxygen atom, while hydroxyl ion is formed:

[ 8

IQ

-+

Q -

H ] ~ [ IQ.;-.Q -8 H ] (5) Raman-spectroscopic measurements of SnION and MARCHAND [6] also proved the loosening of the 0 - 0 bond. These investigators could namely experience the 877 cm-1 line, corresponding to the oxygen bond of hydrogen peroxide, which disappears in alkalic solutions together with the shifting of the dissociation equilibrium of hydrogen peroxide, towards the dissociated form.

Energy changes are also proved by the fact that in strongly alkalic solutions the polarographic wave of perhydroxyl ions occurs at more positive potentials than that of the non-dissociated hydrogen peroxide [7]. Against some oxidiz- ing agents perhydroxyl ions are able to reduce, 'when a transitional, highly reactionahle H02 molecule is formed, according to the following reaction~

El

H - Q - QI - e = H -

Q - Q!

(6) In diluted aqueous solutions the perhydroxyl ion concentration of the solution becomes higher and higher with an increasing pH. In a solution at pH 12, nearly 50% of hydrogen peroxide is dissociated. Therefore the behaviour of perhydroxyl ions can first of all be studied hy the reactions of alkalic hydro- gen peroxide.

In our earlier papers [8,9] we have shown that in the decomposition of heavy metal-free solutions of diluted hydrogen peroxide, as effected by sodium hydroxide, perhydroxyl ions have an important role. The decomposition veloc- ity of hydrogen peroxide solutions can be expressed by the following equation, according to our measurements:

(7)

The kl rate constant of the reaction of second order is at 22 Co, in the presence of an F = 150 cm2 • ml-1 relative glass surface 6·10-5, while at 50 Co 1.5.10-3 mole-1 litre· sec-I. The value of the rate constant almost in- creases proportionally to the square root of the glass surface. For the acti,-ation energy of the decomposition, independent of the glass surface, we found 20 kcal· mole-I.

The fact that 'we could quantitatively for the first time in literature, investigate the kinetics of reactions of hydrogen peroxide in alkalic solutions was partly due to our methods used for purification of solutions and vessels, partly to the experimental method that we investigated, for decomposition

(3)

THE ROLE OF PERHYDROXYL IONS IS THE REAC7IONS OF HYDROGEN PEROXIDE 197

rates not as a function of the alkali added, but as a function of pH of the solutions, in the presence of buffers.

Our kinetic results proved the following reaction mechanism:

o o

H

o

o

H

9 H

H .H

o o

8

(8)

according to which from the non-dissociated hydrogen peroxide and a per- hydroxyl ion an instable transition complex is formed, which on the wall decom-

f [H102J[OOH7

~ fO-

to-I

5.fO-

5.fO-2

10 11 12 13 pH

Fig. 1 Yariatioll of the reciprocal half-life times and ealculated [H~OJ [OOH] concentration products ,,·ith pH. on the decomposition of heayy metal ion-free. alkalic hydrogen peroxide

solutions. [HzOJo = 0.25 Illol.lit-1: 50' C

poses to oxygen, water and hydroxyl ions. Since the concentration of per- hydroxyl ions depend on pH, the reaction (8) will take place at a maximal rate, in such a solution where the yaluc of [H20!]. [OOH-] concentration product shows a maximum. Calculated values of concentration products and thc corresponding reciprocal values of half-life times (the latter being pro- portional to the decomposition rates), as a function of pH, are shown in Fig. 1.

If the analytical concentration of hydrogen peroxide [H202]a. and its Ko dissociation constant are taken into consideration, equation (7) can be transformed as follo"ws:

(9) According to this equation the decomposition rate shows a maximum at pH =

= -log Ko (about 11.8), which agrees well ·with our measurements.

(4)

198 J. ISCZEDY and L. ERDEY

At the same time ABEL [10] also found similar kinetical results. Later DORABIELSKA and KOLODZIEJCZAK [11] proyed the same mechanism with their inyestigations. Most recently DuKE and HAAs [12] made inyestigations in polyethylelle yessels on the decomposition of alkalic hydrogen peroxide solutions, and had arri\-ed at similar results. According to their investigations.

howeyer, in the presence of poly-ethylene surface the decomposition process is homogeneous, the rate constant is about ten fold, while the activation energy is about the tenth of the \" alues found by us in glass, quartz or ceresined glass yessels. The role and reaction ability of cyclic transitional complex, shown in equation (8) is also proved by the .most recent yerification, that luminole emits a chemiluminescent light in the presence of fluorescein and hydrogen peroxide with a maximal rate at pH r-v 12 [13].

In the decomposition of alkalic hydrogen peroxide solutions, catalyzetl hy heayy metal ions, perhydroxyl ions haye also an important role. According to our kinetical investigations [14], [15], decomposition of hydrogen per- oxide in the presence of copper(II) ions, complex-forming citrate ions and sodium hydroxide takes place according to the following equations:

R-Cu-OH R-Cu-OH R--Cu02 R-Cu02 2 R-Cu

OOR-- ~. H-Cu -'- HOl HOl ~ R-CuOl _L H20

OOH- ~~ R-Cu-OH O2

-+-

OH- - OH

OH -0.- R-Cu-OH Ol 2 R-Cu--OH

(10) (11) (12) (12') (13)

In the first (10) reaction from perhydroxyl ions the instable perhydroxyl radicals were formed, which instantly oxidize the copper(II) ions, hound in complex by citrate, to hrown peroxy-copper complex. The latter compound decomposes to oxygen and copper(II) ions according to reactions (12) and (12').

The rate ofthe brutto process is determined by the rate of reaction (12). Accord- ing to our kinetic measurements the rate of decomposition, which increases as a monotone function with the increase of .pH in alkalic solutions (see Fig. 2) at constant copper(II) ion concentration, hut is almost independent of the size of the wall can be descrihed by the follo,\ing equation:

[OOH-r [H20l ]

(14)

As during the decomposition of a giyen hydrogen peroxide solution the [OOH]

pH is almost constant, the concentration ratio' is also constant. and the [H20l ]

(5)

1 liF: lWLL OF PF:RflYDRO.\TL W.\S IS l'fl[, /(E.-JCTlOSS OF flYDROGES PEROXIDE 19(J

rate of decomposition is proportional to the concentration product of peroxy- copper compound and perhydroxyl ions.

In the presence of other heayy metal ions, like iron [16, 17], cobalt [18]

manganese, molybdene and chromium, the role of perhydroxyl ions is similar

::. Relation between -log to 5 and pH in the presence of copper citrate catalyst.

[H~O~]o lO-~. [Cu"]o = 2. • 10-' mol. lit-1

to that in c~talytic decomposition of hydrogen peroxide in the presence of copper.

According to our investigations [19], hypohalogenite ions, being similar in structure to perhydroxyl ions, also incline to reaction with hydrogen per- oxide moleculE'S according to the following equation:

xO-

=

x- + O

2

+ Rp

(15)

X means a halogen in the equation. In accordance with kinetic inYestig- ations among hypoiodite, hypobromite and hypochlorite ions, hypoiodite reacts with perhydroxyl ions at the maximal rate. In the presence of hypoiodite ions of hydrogen peroxide is a homogeneous process, seeming to be a reaction of the first order. The explanation of this is, that 10- and RIO are always reformed because of the reoxidation of iodide ions.

In the presence of hypobromite ions the maximum rate of decomposition of hydrogen peroxide is shifted towards pR 11 as sho'wn in Fig. 3. With the increase of hypobromite concentration, namely, rate-determining reaction (15) takes place eyer more extensively oyer the reaction (8). If hypobromite con- centration is sufficiently high, the kinetic equation can be described as follows:

(16) The reaction between hypochlorite ion and hydrogen peroxide molecule is probably slow, in the presence of hypochlorite ions, howeyer, the decomposi-

2 Pt'riodica Polytc('huil'<l Ch. \"1,'-1.

(6)

200 J. I.YCZEDY and L. ERDEY

tion of hydrogen peroxide is very fast. According to our measurements the high rate of reaction is partly due to a highly actiye transition product formed from the reaction of hypochloric acid molecule and hypochlorite ions, which

8 9 10 :1

Fig. 3. Dependence of the reciprocal half-life times on the pH of the solution in reaction of hydrogen peroxide with hypobromite ions at 30' C

A. [H~OJo = 0.20: [XaOBrlo = 0.10: [Br-l = 0.10 mol. litre-1 B. [H2021D = 0.20: [XaOBrlo = 0.20: [Br-l 0.20 mol. litre-1 C. [H~02lo = 0..10: [XaOBrlD = 0.20: [Bel = 0.2011101. litre-1

react with hydrogen peroxide, and partly to the fact, that over pH

le

the reaction of H202OOH- complex and hypochlorite ions accelerates the decom- position.

Table 1

Calculated composition of pure hydrogen peroxide solutions at yarious concentration-.

and the rate of oxygen deliberation

(The latter data according to the measurements of \"\'. C. SCII1:~lB [21])

Concentration.

weight o~

[H2O] mol/litre [H~021 [H3O'"]

[H30tl [OH-l [OOH-j J I! . litre'

.: hour-I (500 C)

i

3..t

55.6 53.7

1 10-7 1.3 10-G

2 10-1 10-7 1.1 10-7

3·t 65 35

42 24· 12

10 24 35

3.6 . 10-6 4·.2 . 10-6 3.5 '10-6 8.9 .10-10 4.1 .10-9 1.1 10-5 1.8 10-9 ·1-.7 . 10-HI 1.5 .10-10

i.2· 10-6 3.5 10-6

0.095 0.121 0.116

·n

2.4 . 107

2A· }iI-7

O.()30

(7)

TIlE ROLE OF PERHYDROXYL IOSS 1."\" THE REACTIOXS OF Hi-DROGES PEROXIDE 201

In onr opmlOn it is prohahle, that perhydroxyl ions ha ye a hig role not only in the decomposition of alkalic solutions of hydrogen peroxide, hut a150 in pure, stahilizing agent-free more concentrated hydrogen peroxide solutions.

From the equilihrium constants of reactions (1) and (2), as well as fr0111 auto- protolytic constant of water and density of hydrogen peroxide solutions, we

~

g.Lir' hour-I 10-1

, . . - - - , [00H7 B

20 40 60

t1olLit-f 6.10-6

80 % HlOZ

Fir!. 4. A. Calculated concentration of perhydroxyl ions in hydrogen peroxide solutions of- various concentrations. B. The rate of oxygen evaluation at .:;0· C, according to the

measurements of Vi~ C. SClrDIB [21 ]

have calculated the concentrations of components of hydrogen peroxide solu- tions at yarious concentrations [20]. According lo our results, as it is to be seen fr0111 data of Tahle I, the concentration of perhydroxyl ions is maximal in an ahout 65% hydrogen peroxide solution, in which the HzOz : HzO mole ratio is close to 1 : 1. SCHUMB [21] found, that the decomposition rate of hydro- gen peroxide is also maximal at 65% hydrogen peroxide concentration. The calculated perhydroxyl ion concentrations and the decomposition rates, measured hy SCHUyIB at 50 C0, plotted as a function of hydrogen peroxide concentration, are shown in Fig. 4. The similar shape of these curves proves our hypothesis, that, in the decomposition of more concentrated hydrogen peroxidc solutions, also the perhydroxyl ions play the most important role.

SUlllIllary

In the decomposition reactions of hydrogen peroxide perhydroxyl ions. formed at protolysis have an important role. In alkalic hydrogen peroxide solutions. in which the per- hydroxyl ion concentrations are considerable. the main reaction of the decomposition is the reaction between perhydroxyl ions and non-dissociated hydrcgen peroxide molecules. In the presence of heavy metal ions the catalytic decomposition also ill';oh-es perhydroxyl ions in a chain reaction. playing all important role in it. Finally. the similar shape of the decomp08ition cun-es of pure hydrogen peroxide solutions at various concentrations and the calculated per- hydroxyl ion concentrations make8 the supposition probable. that in pure, stabilizator-free hydrogen peroxide solutions in the decomposition reactions perhydroxyl ions haye also all important role.

2*

(8)

'202 .T. LW:ZEDY .,"<1 L. ERDEr

Literature 1. JOY2'\ER, R. A.: Z. anorg. Chem. 77, 103 (1912) :2. KARGI:\', Y. A.: Z. anorg. Chem. 183, 77 (1929)

3. EYA:\,s, :\1. G., rRL .\".: Trans. Faraday Soc. 45, 224 (1949) -I. PE2'\:\'EY, W. G., Sl:THERLA:\'D, G. B.: J. Chem. Phys. 2, 492 (1934) 5. SDlO:\', A., FEHER. F.: Z. Elektrochemie 41, 290 (1935)

6. Sello:\', A., MARCHA:\'D. H.: Z. anorg. Chem. 262, 192 (1950)

7. CHODKOWSKY. J.: Roczniki Chem. 27, 309 (1953): C. A. 48,134.68 (195·tl 8. ERDEY, L.: Acta Chim. Hung. 3, 15 (1935)

9. ERDEY. L., hCZEDY, J.: Acta Chim. Hung. 7, 93 (1955) 10. ABEL, E.: Monatshefte 83, 422 (1952)

11. DORABIALSKA, A., KOLODZIEJCZAK, K.: Zeszyty .\"auk. Politechn. Lodz. Chem. 8,3 (1960) 12. DrKE. F. R.. HAAs. T. \\-.: J. Phys. Chem. 65, 304 (1961)

13. ERDEY, L., PICKERI1'OG. W .. WILSO:\" C.: Talanta 9, 371. (1962) 1-1. ERDEY, L., I:\,czEDY. J.: Acta Chim. Hung. 17, 93 (1958) IS. ERDEY, L., l1'<CZEDY. J.: :\likrochim. Acta 1959, 438.

16. JO:\,E5. P., KITCHI:\'G, R .. TOBE. :\1. L .. \\7Y:\,:\,E-J02'\E5, \\'. F. K.: Trans. Faraday Soc.

55, 79 (1959)

17. HAGGET.:\1. L .• JONES. P .. \\'Y:\,:\,E-JO:\,E5, W. F. K.: Trans, Faraday Soc. 56, 153 (1960) 18. BOBTELSZKY, M .. SDICHE:\,. A. E.: .T. Am. Chem. Soc. 64, :2492 (1942)

19. ERDEY, L.. I:\,czEDY . .T.: Acta Chim. Hung. 11, 125 (1957) 20. I:\,czEDY . .T.: Thesis 1956. Budapest.

21. SCHD1B, \Y.

c.:

Ind. Eng. Chem. 41, 992 (1949)

Prof. L. ERDEY.

_ J 1

B 1 lH apest "- ., :re ert ter XI G 11' ' 1 H L.. ungary

J. I:,\czEDY. .

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