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Thermodynamics of Gibbs dividing interface and surface excess functions

5 Thermodynamics of Gibbs dividing interface and surface excess functions [Pg.90]

By combining with the fundamental thermodynamic equation for open systems (Equation [Pg.91]

Now we need a thermodynamic expression for the internal energy in the interfacial region dl/s. As we have already explained in Section 3.1.1, there are mainly two types of work function one is pressure-volume work, WPV, and the other is the non-pressure-volume work, Wnon.py comprising all other work types. The total work can be written as [Pg.91]

By combining Equation (197) with the First Law of Thermodynamics (Equation (100)) we obtain [Pg.92]

For a reversible system at equilibrium, dQrev = T dS, and then we may modify the fundamental equation for an open system as, [Pg.92]




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Divide

Divider

Dividing surface

Excess functionality

Function surface

Gibbs dividing surface

Gibbs excessive

Gibbs surface

Gibbs surface excess

Interface thermodynamics

Interfaces functions

Surface Thermodynamic

Surface and interfaces

Surface excess

Surface functionality

Surface interface

Surfaces, thermodynamics

Surfacing function

Thermodynamic functions

Thermodynamics Gibbs

Thermodynamics of Surfaces and Interfaces

Thermodynamics of interfaces

Thermodynamics of surfaces

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