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Global Crossover Behaviour of Fluids

The equations presented in the preceding seetions deal with the thermodynamic behaviour of fluids in the near-critical region. For many applications one needs a global equation of state that not only incorporates the effects of critical fluctuations in the near-critical region, but also yields a representation of the thermodynamic properties of fluids over large ranges of temperatures and [Pg.354]

1 Switching from Scaled Equations to Classical Equations [Pg.355]

2 Crossover from Ising-like to Nonasymptotic Mean-Field Critical Behaviour [Pg.355]

The theory described in Section 10.5.1 accounts for the crossover from Ising-like critical behaviour to asymptotic mean-field critical behaviour. To extend the range of applicability one may consider crossover from Ising-like critical behaviour to nonasymptotic mean-field critical behaviour by including higher-order terms in the classical Landau expansion of eq 10.83  [Pg.355]

Equation 10.92 contains an asymmetric term ocM that is not present in the (symmetric) Ising model or lattice gas. We note that in the mean-field approximation is of order t. Equation 10.85 for the renormalized potential Or now becomes  [Pg.355]


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