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Limitations on non-steady-state kinetic behaviour imposed by the reaction mechanism

4 LIMITATIONS ON NON-STEADY-STATE KINETIC BEHAVIOUR IMPOSED BY THE REACTION MECHANISM [Pg.135]

This is a general fact. For monomolecular (or pseudo-monomolecular) reactions the graphs corresponding to compartments are acyclic. A similar property for the systems having either bi- or termolecular reactions is more complex. It can be formulated as follows. If every edge in the graph of predominant reaction directions for some compartment is ascribed to a positive rate constant k and chemical kinetic equations are written with [Pg.135]

At t - oo we will obtain a non-reactive mixture of N2 and N4. A graph of the predominant directions corresponds to the direction of the conversion of the initial components either into one substance or a mixture of non-reactive components. [Pg.137]

The other way to describe this property is as follows. A convex envelope for the multitude of stoichiometric vectors for the edges in the graph of predominant directions written as if they were direct reaction steps does not contain zero, i.e. there are no such non-negative Alt. . Aq as [Pg.137]

It can also be interpreted in terms of the bipartite graph for the reaction mechanism (see Sect. 1.3). [Pg.137]




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Kinetic behaviour

Kinetic mechanism

Kinetic reaction mechanism

Kinetics limitations

Kinetics mechanisms

Kinetics on the

Kinetics reaction mechanisms

Limitation on reaction

Limiting behaviour

Mechanical behaviour

Mechanical limit

Mechanical reaction kinetics

Non kinetics

Non limitation

Non-steady state

Non-steady-state kinetics

On limitations

On states

On-kinetics

Reaction limit

Reaction limitation

Reaction steady-state

State mechanical

Steady state kinetic

Steady state kinetics

Steady-state kinetics mechanism

Steady-state mechanisms

Steady-state reactions, kinetics

The Kinetic Mechanism

The Reaction Mechanism

The Steady State

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