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Reversible triangle of reactions

The Reversible Triangle of Reactions The Simple Example Case Study... [Pg.104]

We summarize results of relaxation analysis and describe the algorithm of approximation of steady state and relaxation in Section 4.3. After that, several examples of networks are analyzed. In Section 5 we illustrate the analysis of dominant systems on a simple example, the reversible triangle of reactions A2<- A3 A. This simplest example became very popular for the lumping analysis case study after the well-known work of Wei and Prater (1962). The most important mathematical proofs are presented in the appendices. [Pg.111]

THE REVERSIBLE TRIANGLE OF REACTIONS THE SIMPLE EXAMPLE CASE STUDY... [Pg.148]

In this section, we illustrate the analysis of dominant systems on a simple example, the reversible triangle of reactions. [Pg.148]

Figure 4 Four possible auxiliary dynamical systems for the reversible triangle of reactions with k2T>kij for (/,/)y (2,l) (a) kn>ki2, k23>k i (b) kn>ki2, kn>k2i (c) ki2>ku, k2i>kn and (d) ki2>k- 2, kii >/c23- Foi" each vertex the outgoing reaction with the largest rate constant is represented by the solid bold arrow, and other reactions are represented by the dashed arrows. The digraphs formed by solid bold arrows are the auxiliary discrete dynamical systems. Attractors of these systems are isolated in frames. Figure 4 Four possible auxiliary dynamical systems for the reversible triangle of reactions with k2T>kij for (/,/)y (2,l) (a) kn>ki2, k23>k i (b) kn>ki2, kn>k2i (c) ki2>ku, k2i>kn and (d) ki2>k- 2, kii >/c23- Foi" each vertex the outgoing reaction with the largest rate constant is represented by the solid bold arrow, and other reactions are represented by the dashed arrows. The digraphs formed by solid bold arrows are the auxiliary discrete dynamical systems. Attractors of these systems are isolated in frames.

See also in sourсe #XX -- [ Pg.148 , Pg.149 , Pg.150 , Pg.151 , Pg.152 , Pg.153 , Pg.154 ]




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