A QUEUEING MODEL FOR SOME CATALYTIC REACTIONS
Abstract:
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.
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.
DOI: 10.48141/SBJCHEM.v9.n10.2001.26_2001.pdf
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