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Decomposition reaction mechanisms

The two proposed mechanisms for this reaction predict different rate laws. Whereas Mechanism I predicts that the rate is proportional to NO2 concentration. Mechanism II predicts that the rate is proportional to the square of NO2 concentration. Experiments agree with the prediction of Mechanism II, so Mechanism II is consistent with the experimental behavior of the NO2 decomposition reaction. Mechanism I predicts rate behavior contrary to what is observed experimentally, so Mechanism I cannot be correct. [Pg.1063]

The decomposition reactions dealt with in these equations are strongly a function of the characteristics of the particular explosive charge. Particle size and surface area, the presence of chemical impurities, and other often uncontrollable factors all affect the decomposition reaction mechanism and hence its rate and thermochemical characteristics. Values o Ea, A//, and Z are not readily available in the literature, and often must be experimentally determined for the particular batch of explosives of interest. [Pg.305]

It is well-known that such a self-heating behavior as described above is observed really in the spontaneous ignition process of a nitrate ester, such as collodion cotton (Fig. 6). Chemicals of the true AC type thus form a group intrinsically different, in the decomposition reaction mechanism, from chemicals of the TD type. [Pg.42]

A series of studies described in the present chapter has been performed on the assumption that only high explosives are the chemicals of the true AC type. In this regard, however, it is very probable that there exist chemicals, other than high explosives, which decompose in accordance with the autocatalytic reaction mechanism. Besides, although it is quite certain that nitrate esters, such as nitroglycerine and nitrocellulose, decompose in accordance with the autocatalytic reaction mechanism, it is beyond the scope of the present document to discuss whether nucleus-substituted polynitro compounds, such as tetryl, TNT and picric acid, also decompose in accordance with the same mechanism or not. Some other possibilities are, therefore, also suggested herein for the decomposition reaction mechanisms of a few high explosives, respectively. [Pg.289]

This approach is a static population-based metaheuristic that applies an abstraction of the chemical reactions as intensifiers (substitution, double substitution reactions) and diversifying (synthesis, decomposition reactions) mechanisms. The elitist reinsertion strategy allows the permanence of the best elements and thus the average fitness of the entire element pool increases with every iteration. The... [Pg.14]

For the first set of experiments only the decomposition reaction mechanism was triggered and the decomposition fector was varied this factor is the quantity of resulting elanents after flying a decomposition reaction to a determined compound the only restriction here is that let x be the selected compound and x, (/ = 1, 2,..., ), the resulting elements the sum of all values found in the dexxmposition must be equal to the value of the original compound. This is shown in Eq. (6.6). [Pg.32]

Decomposition Reaction Mechanism foi the First Stage Ignition of Ch N02... [Pg.64]

Because of the delay in decomposition of the peroxide, oxygen evolution follows carbon dioxide sorption. A catalyst is required to obtain total decomposition of the peroxides 2 wt % nickel sulfate often is used. The temperature of the bed is the controlling variable 204°C is required to produce the best decomposition rates (18). The reaction mechanism for sodium peroxide is the same as for lithium peroxide, ie, both carbon dioxide and moisture are required to generate oxygen. Sodium peroxide has been used extensively in breathing apparatus. [Pg.487]

Hot spot develops in reaction medium. Temperature excursion outside the safe operating envelope, possibly resulting in a runaway reaction or decomposition. Potential mechanical failure of reactor wall. [Pg.58]

A catalyst is defined as a substance that influences the rate or the direction of a chemical reaction without being consumed. Homogeneous catalytic processes are where the catalyst is dissolved in a liquid reaction medium. The varieties of chemical species that may act as homogeneous catalysts include anions, cations, neutral species, enzymes, and association complexes. In acid-base catalysis, one step in the reaction mechanism consists of a proton transfer between the catalyst and the substrate. The protonated reactant species or intermediate further reacts with either another species in the solution or by a decomposition process. Table 1-1 shows typical reactions of an acid-base catalysis. An example of an acid-base catalysis in solution is hydrolysis of esters by acids. [Pg.26]

The mechanism is supported by findings from the decomposition reaction of the amine oxides derived from threo- and cryt/zro-2-amino-3-phenylbutane. The t/zrco-amine oxide 6 yields -2-phenylbut-2-ene 7 with a selectivity of 400 1, and the cryt/zro-derivative 8 yields the Z-olefin 9 with a selectivity of 20 1 ... [Pg.64]

Fig. 3.3.4 Reaction mechanism of the coelenterazine bioluminescence showing two possible routes of peroxide decomposition, the dioxetanone pathway (upper route) and linear decomposition pathway (lower route). The Oplopborus bioluminescence takes place via the dioxetanone pathway. The light emitter is considered to be the amide-anion of coelenteramide (see Section 5.4). Fig. 3.3.4 Reaction mechanism of the coelenterazine bioluminescence showing two possible routes of peroxide decomposition, the dioxetanone pathway (upper route) and linear decomposition pathway (lower route). The Oplopborus bioluminescence takes place via the dioxetanone pathway. The light emitter is considered to be the amide-anion of coelenteramide (see Section 5.4).
Proposed reaction mechanisms have suggested that in many rate processes the nature of the conducting species may change during the course of decomposition. There is evidence [364] that, even in the absence of pyrolysis, the conducting entity may vary with the physical form of the reactant. [Pg.32]

Kabanov and Zingel [352] have recently published a comprehensive review of studies of the effect of application of continuous or periodic electric fields on the reactant during thermal decomposition of a solid. They comment on the superficiality of most of the work discussed. The application of an electric field is contrasted with the effect of selected additives as a means of obtaining information on the mechanism of a decomposition reaction. Both may alter the concentration of free electrons in the solid, but the effect of the field is more apparent in the vicinity of the surface. An example of an investigation of the effect of an electric field on a reaction is to be found in the work of the Panafieu et al. [373] on KN3. [Pg.33]

Mechanisms of decomposition reactions at interfaces are conveniently considered with reference to the diagrammatic representations in Fig. 8 (R = reactant, 1,1 = intermediates and P = product) and classified under the following headings. [Pg.111]

Fig. 8. Mechanisms of decomposition reactions occurring at interfaces. R = reactant I, I = intermediates and P = product. A more detailed account of these phenomena is given in the text. Fig. 8. Mechanisms of decomposition reactions occurring at interfaces. R = reactant I, I = intermediates and P = product. A more detailed account of these phenomena is given in the text.
The chemical properties of oxide surfaces have been studied by several methods, including oxygen exchange. This method has been used to investigate the mechanisms of heterogeneous reactions for which oxides are active catalysts [36]. The dimerization step does not necessarily precede desorption and Malinin and Tolmachev [634], in one of the few reviews of decomposition kinetics of solid metal oxides, use this criterion to distinguish two alternative reaction mechanisms, examples being... [Pg.146]

Characteristically, the mechanisms formulated for azide decompositions involve [693,717] exciton formation and/or the participation of mobile electrons, positive holes and interstitial ions. Information concerning the energy requirements for the production, mobility and other relevant properties of these lattice imperfections can often be obtained from spectral data and electrical measurements. The interpretation of decomposition kinetics has often been profitably considered with reference to rates of photolysis. Accordingly, proposed reaction mechanisms have included consideration of trapping, transportation and interactions between possible energetic participants, and the steps involved can be characterized in greater detail than has been found possible in the decompositions of most other types of solids. [Pg.165]


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