TY - JOUR
T1 - Monte Carlo simulation of complex reactive mixture
T2 - Annual Meeting of the American Institute of Chemical Engineers
AU - Llguras, Dimitris K.
AU - Neurock, Matthew
AU - Klein, Michael T.
AU - Stark, Scott
AU - Libianati, Cristian
AU - Nigam, Abhash
AU - Foley, Henry C.
AU - Bischoff, Kenneth B.
AU - Harding, Robert
AU - Gatte, Robert
PY - 1992
Y1 - 1992
N2 - A Monte Carlo simulation of the cracking reactions of complex feedstocks was developed. The simulation comprised reactant structure and reactivity components. As regards the former, probability distribution functions (pdf) of the structural characteristics of the mixture components were estimated from solubility, separations and available spectroscopic information. Repeated random sampling of these probability distribution functions provided the initial state of the system, which was defined by the number of each type of component in the mixture. Transition probabilities, derived through analysis of simple prototype reaction sequences, were the basis for the transitions of the complex molecules in the mixture, which were considered as an ensemble of irreducible subsystems (bonds and functional groups), each having an associated transition probability. Each component's reaction trajectory was described as a Markov chain.
AB - A Monte Carlo simulation of the cracking reactions of complex feedstocks was developed. The simulation comprised reactant structure and reactivity components. As regards the former, probability distribution functions (pdf) of the structural characteristics of the mixture components were estimated from solubility, separations and available spectroscopic information. Repeated random sampling of these probability distribution functions provided the initial state of the system, which was defined by the number of each type of component in the mixture. Transition probabilities, derived through analysis of simple prototype reaction sequences, were the basis for the transitions of the complex molecules in the mixture, which were considered as an ensemble of irreducible subsystems (bonds and functional groups), each having an associated transition probability. Each component's reaction trajectory was described as a Markov chain.
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M3 - Conference article
AN - SCOPUS:0026993932
SN - 0065-8812
VL - 88
SP - 68
EP - 75
JO - AIChE Symposium Series
JF - AIChE Symposium Series
IS - 291
Y2 - 1 November 1991 through 1 November 1991
ER -