A self-consistent solution was described for electron-strain interactions in a crystal which contained linear dislocations. This showed that such self-consistency caused the charge to be redistributed in the neighborhood of the dislocation nucleus, and thus renormalized the strain that was caused by the dislocation. The resultant charge redistribution formed a dipole whose moment was proportional to the length of the dislocation. The dislocation kinetics in a crystal could be affected when an external dynamic or static electric field acted on such a dipole.

Electronic Redistribution in the Neighborhood of the Nucleus of a Linear Dislocation. R.M.Peleshchak, B.A.Lukiyanets: Technical Physics Letters, 1998, 24[1], 57-8