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Equivalent reaction of a linear subset in local pseudo-steady state mode

Equivalent reaction of a linear subset in local pseudo-steady state mode [Pg.245]

We will establish a result of a veiy great utihty, which expresses the relation reactivity-concentrations for steps that we are not sure are elementary. [Pg.245]

Consider a subset of a linear mechanism from step i to step j such that they are all held in the same reaction zone (thus, the space function is the same for all these steps). Moreover, these steps show the following characteristics  [Pg.245]

Considering the total reaction [7.Et.dR], sum of these steps (which ehminates the intermediate species), we assume that here all the multiplying coefficients are identical  [Pg.246]

To simplify, we have selected all stoichiometric numbers equal to 1 which does not restrict the general information of om reasoning. [Pg.246]




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A linear

In localization

Linear reaction

Local mode state

Local reactions

Local states

Local-modes

Localized modes

Localized states

Pseudo-states

Pseudo-steady state

Pseudo-steady state mode

Reaction modes

Reaction steady-state

Steady pseudo

Subset

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