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The Schlogl model of second-order phase transition

4 The Schlogl model of second-order phase transition [Pg.131]

Chemical reaction models of phase transition-like phenomena have extensively been studied. Schlogl s model (1972) of the second-order phase transition is [Pg.131]

Here A, B and C are external components, and X is the single internal component. The deterministic model is [Pg.132]

The two phases are represented by the cases whether x differs from 0 or not. Y 0 implies 0, therefore phase transition does not occur. For [Pg.132]

It means that for p 1 the stationary concentration is finite. A change in P could lead to a phase-transition . The analogy with the most frequently investigated second-order phase transition phenomena, namely to the behaviour of ferromagnetic materials, is trivially demonstrated by making the following correspondences  [Pg.132]




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Model 5 order

Model transit

Modeling phase

Models second-order

Of phase transition

Order phase transition

Ordered phases

Phase second-order

Phase transition ordering)

Phase transitions modelling

Phases ordering

Schlogl model

Second phase transition

Second-order phase transition

Second-order transition

The Second

The Second Phase

The second model

Transition model

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