A QUEUEING MODEL FOR SOME CATALYTIC REACTIONS
Abstract:
<p align="justify"> The waiting model associated to the catalytical process given by the chemical eq_uation C + S ↔ CS ↔ C + P (1), is described by the Markov process: {Xi(t); t≥O}, (i = 1, 2, 3, 4), where the random variables are the concentrations of the species C (the catalyst), S (the substrate}, CS (the intermediate complex formed by the substrate S and the catalyst) and P (the reaction product) at time t. The equations, that describe the evolution of the process, have been obtained. </p>
<p align="justify"> The waiting model associated to the catalytical process given by the chemical eq_uation C + S ↔ CS ↔ C + P (1), is described by the Markov process: {Xi(t); t≥O}, (i = 1, 2, 3, 4), where the random variables are the concentrations of the species C (the catalyst), S (the substrate}, CS (the intermediate complex formed by the substrate S and the catalyst) and P (the reaction product) at time t. The equations, that describe the evolution of the process, have been obtained. </p>
DOI: 10.48141/SBJCHEM.v9.n10.2001.26_2001.pdf
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