The thermal decomposition of nitrous oxide II. Influence of added gases and a theory of the kinetic mechanism

The influence of foreign gas additions (argon, nitrogen, carbon dioxide, carbontetrafluoride and mixtures of them) on the thermal decomposition of nitrous oxide at a series of different initial pressures has been studied. The curves of k , the formal first-order constant, as a function of x , the foreign-gas pressure, show regions of rapidly falling slope analogous to those found in the curves of k against n , the initial pressure of nitrous oxide. The forms of the curves have been investigated in some detail, and suggest very strongly the existence of potentially rate-determining processes other than those normally assumed in unimolecular reactions (which are energization of molecules in collisions and chemical decomposition of these molecules). It is now postulated that spontaneous and collision-induced transfers of energized nitrous oxide molecules to trip let states constitute the processes in question, and on this basis the forms of the k , n and k , x curves are interpreted. This postulate links up with certain spectroscopic considerations previously advanced by Herzberg.

When the homogeneous thermal decomposition of nitrous oxide was first studied in connection with the theory of gaseous reactions, the principal problem was to decide whether the activation of the molecules occurred independently of collisions, as would have been required by the radiation theory of activation. The influence of pressure on the rate of reaction showed definitely that the activation depended on a collisional process, in which sense the reaction proved to be bimolecular. The characteristic of an ideal bimolecular reaction is that the time of half change should be inversely proportional to the initial pressure. It was in fact found that the reciprocal of the half change period when plotted against initial pressure gave a straight line, which, however, did not pass through the origin. This meant that at low pressures a reaction of the first order was occurring, as well as the bimolecular change. This first order reaction was not further investigated, as it seemed quite possible that it was a surface reaction, the intrusion of which became relatively more serious as the pressure fell. It was observed, furthermore, that the complete course of a decomposition at a given initial pressure was not represented very well by the usual bimolecular equation; this, however, was capable of explanation in terms of an autocatalytic effect of the by-products of the reaction, since small amounts of the higher oxides of nitrogen were known to be formed in addition to the oxygen and nitrogen constituting the main products. More recently two new observations have been made, rendering desirable a fuller investigation of some of the details about the reaction, which have hitherto been regarded as of less importance than its general interpretation in terms of the collisional mechanism.The first of these is the observation of Volmer and Kummerow that, at low partial pressures of nitrous oxide, inert gases exert an accelerating influence on the decomposition. This suggests that the low pressure unimolecular part of the decomposition is perhaps really homogeneous, and also of the “quas-unimolecular type” which is subject to the influence of foreign gases. The second of the observations referred to is that of Voliner and Nagasako, who state that, between 1 and 10 atmospheres, the whole decomposition becomes of the first order. Thus the second order reaction observed in the earlier experiments, which were not carried out at pressures greater than an atmosphere, would be the low pressure part of a quasi-unimolecular reaction, The difference in mechanism between a true bimolecular reaction and the quasi-unimolecular reaction would be simply that in the former the nitrous oxide reacts at the moment of collision, while in the latter it survives the activating collision for a definite period and then splits up spontaneously into N 2 and an oxygen atom, unless in the meantime it has been deactivated.


In the region of pressure 0 to 500 mrn approximately to the equation the thermal decomposition of nitrous oxide conforms approximately to the equation k = an /1 + a'n + bn , where k is the form al first-order rate constant, — (1/n) d n /d t , n the initial concentration and a, a' and b are nearly constant. Above about 100 m m this expression approximates to k = A + bn , which holds up to several atmospheres. Fresh and more detailed experiments have once again disproved the suggestion that the first term in these expressions is due to a surface reaction. (In certain states of reaction vessels, made of a particular brand of silica, a surface reaction may appear but is immediately recognizable by special criteria, and can be eliminated.) Detailed study of the formation of nitric oxide in the course of the decomposition, and of the effect of inert gas upon this process, shows that side reactions involving oxygen atoms, chain reactions and catalysis by nitric oxide play only minor parts in determining the shape of the k-n curve. The form of this curve, which is an inherent character of the reaction N 2 O = N 2 + O, raises theoretical questions of considerable interest.


The catalytic decomposition of nitrous oxide at the surface of nickel oxide has been investigated in the pressure range 0.05 to 1 torr between 22 and 140 °C. Except during the initial 10 to 20 min of reaction, the reaction is strictly first order, but the logarithm of the specific rate constant decreases linearly with increase of the logarithm of the initial pressure of nitrous oxide. This decrease is a result of the poisoning of the catalyst by the irreversible adsorption of oxygen on about 0.05 % of the surface sites during the reaction, and not by adsorption of gaseous oxygen, one of the products of decomposition. With the aid of a flow technique and differential pressure measurements before and after the removal of gas phase oxygen produced by the N 2 O decomposition, the rate of oxygen uptake by the catalyst during the initial stages has been measured and found to depend exponentially on the extent of its adsorption; and the amount absorbed at the pseudo-steady state (when first order kinetics first become valid) has been evaluated. Virtually all the kinetic results may be interpreted in terms of the two reactions: N 2 O ( a ) → N 2 ( g ) + O ( a ), O ( a ) + N 2 O ( g ) → N 2 ( g ) + O 2 ( g ), both of which proceed at an essentially uniform group of sites and on which the activation energies are controlled by the total number of oxygen adatoms on these sites. Supplementary studies of the adsorption of gaseous oxygen both at low and high temperatures, and of nitrous oxide at low temperatures, and the effect of high temperature presorbed oxygen on the subsequent decomposition rate of nitrous oxide are also reported. The low overall activation energy of 3 kcal/mole found experimentally for this reaction is also shown to be a direct consequence of the mechanism proposed.


It was recently discovered that iodine exerts a pronounced catalytic influence on the thermal decomposition of nitrous oxide. Bromine and chlorine have now been found to have similar effects. The reactions are of the first order with respect to the nitrous oxide and there appears to be little doubt that decomposition into a nitrogen molecule and an oxygen atom occurs under the influence of the halogen. The balance of evidence is in favour of the hypothesis that the effective catalyst is the free halogen atom. Whether the oxygen atom from the nitrous oxide remains attached to the halogen for a finite time cannot be definitely stated.


The thermal decomposition of nitrous oxide was investigated by Hunter (‘Z. Physikal. Chem.,’ vol. 53, p. 441 (1905)), who used a streaming method. He found that bimolecular constants were obtained, but only followed the decomposition over small ranges and did not attempt to test whether the reaction were homogeneous or heterogeneous—nor did he work at pressures other than atmospheric. We wished to know definitely (1) whether the reaction is homogeneous, because true gaseous reactions are sufficiently rare to be of interest in themselves; (2) whether the reaction, if heterogeneous, is truly bimolecular, since this would be an interesting type of heterogeneous reaction, of which an example has not yet been found. It is notoriously difficult to place reliance in the constancy of "constants," and since Hunter’s constants were calculated in each case over a small range of decomposition only, we proposed to apply the more reliable criterion of varying the initial pressure considerably. An additional reason for not placing too much reliance on the velocity constant is given by Hunter's observation that by-products are formed as well as N 2 and O 2 .


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