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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.
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Advanced Chemical Kinetics
- Title
- Advanced Chemical Kinetics
- Author
- Muhammad Akhyar Farrukh
- Editor
- InTech
- Location
- Rijeka
- Date
- 2018
- Language
- English
- License
- CC BY 4.0
- ISBN
- 978-953-51-3816-7
- Size
- 18.0 x 26.0 cm
- Pages
- 226
- Keywords
- Engineering and Technology, Chemistry, Physical Chemistry, Chemical Kinetics
- Categories
- Naturwissenschaften Chemie