MATHEMATICAL MODELLING OF KINETICS OF HETEROGENEOUS REACTION SYSTEMS II. Modelling of catalytic systems kinetics from mass balance on the catalyst of regular geometry (CROSBI ID 566276)
Prilog sa skupa u zborniku | sažetak izlaganja sa skupa | međunarodna recenzija
Podaci o odgovornosti
Bacci, Edo ; Rušić, Davor ; Svilović, Sandra ; Žanetić, Ratimir
engleski
MATHEMATICAL MODELLING OF KINETICS OF HETEROGENEOUS REACTION SYSTEMS II. Modelling of catalytic systems kinetics from mass balance on the catalyst of regular geometry
A catalytic system has been examined in which, together with the chemical reaction, a deactivation reaction also takes place, reducing the active surface and thereby the main reaction rate. The study has established the balance for the main reaction and for the poisoning reaction. The adsorption (secondary reaction) is assumed to take place according to the Langmuir law by whose substitution in the balance the partial differential equation transforms into a form that can be solved. The differential equation for the main reaction balance is solved numerically by orthogonal collocation ; the partial equation for the secondary reaction is also solved by orthogonal collocation until reduced to an ordinary one and solved by the Runge-Kutta method. The software has been made in MathCad.
modeliranje; heterogenous reaction systems; catalyst
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Podaci o prilogu
35-x.
2010.
objavljeno
Podaci o matičnoj publikaciji
Book of abstracts- "Today science-tomorrow industry"
Šubarić, Drago ; Planinić, Mirela ; Hasenay, Sanda ; Pavleković, Ivana
Osijek:
978-953-6894-40-6
Podaci o skupu
International Scientific and Professional Conference 13th Ružička Days "TODAY SCIENCE - TOMORROW INDUSTRY"
poster
16.09.2010-17.09.2010
Vukovar, Hrvatska