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Excess thermodynamic functions in the region of a critical solution temperature

Excess Thermodynamic Functions in the Region of a Critical Solution Temperature. [Pg.392]

It is of interest to examine the behaviour of the excess thermodynamic functions near a critical solution temperature. We start from the equation [Pg.392]

In the case of an upper consolute temperature for which d%jdxl (18.84) is negative, this relation can be satisfied if even is zero. [Pg.392]

On the other hand for a lower consolute temperature for which d%jdxl is positive (18.85) we must have [Pg.392]

If this is an upper critical point, will be positive because of (18.84) and kg may or may not be equal to zero, although it must always satisfy [Pg.393]




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As a function of temperature

CRITICAL SOLUTION

Critical excess

Critical region

Critical solution temperature

Critical temperatur

Excess functionality

Function of temperature

Functions in Thermodynamics

In the critical region

Regions temperature

Solute excess

Solute function

Solute region

Solute temperature

Solution thermodynamic functions

Temperature Thermodynamic functions

Temperature as a function

Temperature critical

Temperature excess

Temperature excessive

Temperature of Solution

Temperature solutions

The Region

Thermodynamic functions

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