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Affinity of a transformation

We shall introduce a new value - the affinity - pertaining to any transformation. The variables for this afiBnity are the (intensive or extensive) Thermodynamic variables, the quantities of material and the extent of the transformation. [Pg.5]

De Bonder proposed to use the term affinity of the transformation, denoted as for the entity  [Pg.5]

According to expression [1.10], the entropy production can be expressed on the basis of that activity by  [Pg.6]

On the basis of this definition, we shall be able to express the affinity another way. [Pg.6]


The affinity of a transformation therefore depends only on the chemical potentials of the components involved in that transformation. [Pg.8]

The affinity of a transformation is thus the opposite of the Gibbs energy associated with that transformation. [Pg.8]

It can be shown, starting from the second principle of thermodynamics, that the affinity of a transformation K and its velocity r must satisfy, so that the transformation is possible, the following De Donder inequality ... [Pg.67]


See other pages where Affinity of a transformation is mentioned: [Pg.5]   


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