“…But on CuCeAl sample, the concave slope of conversion curves indicates that the reaction is inhibited at least by one of its products [21]. In fact, the dependence of 1/r versus P CO 2 for CuCeAl catalyst is linear (Figure 6), that means P CO 2 must appear in the denominator of kinetic equation with the unit of power.…”
“…But on CuCeAl sample, the concave slope of conversion curves indicates that the reaction is inhibited at least by one of its products [21]. In fact, the dependence of 1/r versus P CO 2 for CuCeAl catalyst is linear (Figure 6), that means P CO 2 must appear in the denominator of kinetic equation with the unit of power.…”
“…A spanning tree is a sequence of edges going through all the vertices of the initial graph and it suffices to add at least one edge to the spanning tree to obtain a circle [14]. Spanning tree weights can be obtained by multiplication of consecutive edges and summation of parallel ones [14,15]. Following this procedure [14,15], we arrive at the following equations for the mechanism, presented in Fig.…”
Section: Graph Theory Considerationsmentioning
confidence: 99%
“…Spanning tree weights can be obtained by multiplication of consecutive edges and summation of parallel ones [14,15]. Following this procedure [14,15], we arrive at the following equations for the mechanism, presented in Fig. 2b : …”
Section: Graph Theory Considerationsmentioning
confidence: 99%
“…The mechanistic concept m consideration can also be analyzed by the graph theory [12][13][14][15]. The vertices of the graph are presented as circles and correspond to intermediates.…”
Kinetic analysis is presented for the so-called rollover mechanism in hydrogenation of dialkylbenzenes. The theory of complex reactions and graph theory are appfied for discussing plausible mechanisms. It is demonstrated that mechanisms which involve either desorption-readsorption of some reaction intermediate or some kind of"rollover" of an adsorbed intermediate, result in similar kinetic equations if these steps are reversible.
“…А theory for the adsorption and catalytic processes оп inhomogeneous surfaces was suggested Ьу Roginskii [60]. The present-day state of the problem and, which is most important, the experience accumulated in the use of kinetic models accounting for the biographical inhomogeneity had been reported Ьу Snagovskii and Ostrovskii [37] and Ьу Кiperman [42,61]. Deviations from the surface-action law in the аЬоуе models are primarily observed Ьу the fact that kinetic equations are powers with fractional exponents that remain unchanged over а wide range of the parameters.…”
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