Abstract

The theory of electric charges on dislocations in ionic crystals is examined in light of the existing experimental observations of dislocation charge effects. A synthesis of these findings reveals that dislocations may possess either a positive or negative charge depending on the temperature and the concentration and the state of aggregation of the impurities. The charge of the dislocation is compensated by the presence of a “Debye - Huckel” cloud of point defects which surrounds the dislocation and imposes a drag force when the dislocation moves. These properties of charged dislocations are reviewed in an effort to provide a basis for the theory of high temperature glide mobility presented in the following paper.

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