Abstract
By using the 0-lattice formalism of Bollmann, Burgers vectors of intercrystalline boundary dislocations are defined from the knowledge of two near-coincident cells M1 and M2 of lattices 1 and 2. Internal points belonging to M1 and M2 are taken into account to construct the DSC lattices related to the given boundary. A fully analytic method permits the prediction of the special orientations of good coincidence between the two crystal lattices. They depend on the principal strains of the pure deformation transforming M1 into M2.