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Temperature Dependence of Solubility Product Constant

In addition to the direction of reaction, AG also indicates whether the solubility of a given oxide will be adequate. Consider, for example, the case of dissolution of alumina. Its dissolution reaction in a neutral region is given by Eq. S.lOd [Pg.69]

Calculations show that AG for this reaction is 188.02 J/mol, which is considerably larger than that for the dissolution of MgO. This calculation implies that a significant amount of heat will be required to dissolve alumina hence, it will not dissolve on its own. Therefore, it may not be possible to develop a ceramic with alumina unless its solubility is enhanced by providing heat. A method of solubility enhancement at warm temperatures ( 200°C) is discussed in Chapter 11. [Pg.69]

The conditions under which spontaneous reactions can occur are listed below  [Pg.69]

2) AH 0, A5 0, spontaneous at high temperatures, where AG 0 otherwise, nonspontaneous. [Pg.69]

The first condition implies that for a dissolution reaction to be useful, AH cannot be negative, and at the same time AS cannot be positive, and the fourth condition should be satisfied. [Pg.69]


See other pages where Temperature Dependence of Solubility Product Constant is mentioned: [Pg.69]    [Pg.69]    [Pg.71]   


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Constant temperature

Product constant

Product of solubility

Products soluble

Solubility constant

Solubility dependence

Solubility product constants

Solubility products

Solubility temperature

Solubility temperature dependence

Solubility temperature dependent

Temperature dependences constant

Temperature production

Temperature soluble

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