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Thismeanswecanreduce this systeminto threecomponents Nrr=Ns Nint+Nas=4 3+1=2. Hence, thisreactionmechanismhastwoindependentroutesNrr.Also,whenwemultiplystep-1 and step-3 by its Horiuti numbers, all the intermediates vanished and we get an overall reaction.Thesame is the casewithsteps1, 2, and4.Thedimensionof these tworoutes canbe determinedbytheir respectiveHoriutinumbers.SetsofHoriutinumbers for the first routeand secondrouteare (1,0,0,2)and(1,2,2,0), respectively.This impliesboth theroutesarenonlinear. First-route: two-stepmechanisms (Figure4). Second-route: three-stepmechanisms (Figure5). Figure4. R-1:The first routeof the reactionmechanism isa two-step reversible reaction involving fivechemical species, whileNkc=2. Figure 5. R-2: The second route of the reactionmechanism is a three-step reversible reaction involving six chemical species,whileNkc=3. Advanced Chemical Kinetics12
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Advanced Chemical Kinetics
Titel
Advanced Chemical Kinetics
Autor
Muhammad Akhyar Farrukh
Herausgeber
InTech
Ort
Rijeka
Datum
2018
Sprache
englisch
Lizenz
CC BY 4.0
ISBN
978-953-51-3816-7
Abmessungen
18.0 x 26.0 cm
Seiten
226
Schlagwörter
Engineering and Technology, Chemistry, Physical Chemistry, Chemical Kinetics
Kategorien
Naturwissenschaften Chemie
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Advanced Chemical Kinetics