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Equilibrium Population of Vacancies in a Monatomic Crystal

If vacancies exist in the crystal under equilibrium, the Gibbs energy must be less than it is in a perfect crystal. However, if the introduction of more and more defects causes the Gibbs energy to continually fall, then ultimately no crystal will remain. [Pg.45]

Defects in Solids, by Richard J. D. Tilley Copyright 2008 John Wiley Sons, Inc. [Pg.45]

This implies that the form of the Gibbs energy curve must pass through a minimum if defects are to be present at equilibrium (Fig. 2.1a). [Pg.46]

The change in the Gibbs energy of the crystal by an amount AGy, due to the introduction of n v vacancies distributed over N possible atom sites is given by [Pg.46]

As a first approximation, assume that the total entropy change, ASy, is made up solely of configurational entropy. This can be determined by using the Boltzmann equation for the entropy of a disordered system  [Pg.47]


See other pages where Equilibrium Population of Vacancies in a Monatomic Crystal is mentioned: [Pg.45]    [Pg.47]    [Pg.49]   


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