[1] E.C.Aifantis,Physics of plastic deformation,Int.J.Plasticity,3(1987),2 11-247.
[2] E.C.Aifantis,On the dynamical origin of dislocation patterns,Mater.Sci.Eng.,81(1986),563-575.
[3] R.Dewit,A view of the relation between the continuum theory of lattice defects and non-euclidean geometry in the linear approximation,Int.J.Engng.Sci.,19(1981),1475-1506.
[4] J.P.Nowacki,Theory of disclination in elastic cosserat media,Arch.Mech.,29(1977),531-545.
[5] M.Kleman,The general theory of disclinations,Dislocation in Solids,(ed.by F.R.N.Nabaroo,)North-Holland Publishing Company,5(1980),243-297.
[6] Shun-ichi Amari,Dualistic theroy of non-riemannian material manifolds,Int.J.Engng.Sci.,19(1981),1581-1584.
[7] M.J.Marcinkowski,Dislocations and disclinations in a new light,Arch.Mech.,42(1977),279-289.
[8] M.J.Marcinkowski,The differential geometry of disclinations;wedge dislocations,Arch.Mech.,29(1977),313-324.
[9] V.I.Vladimirov,A.A.Kusov,et al.,Rotational model in slip channels without dislocations,Phys.Met.Metall.,68,26-31.
[10] E..C.Airantis and A.Ye.Romanov,Reaction-diffusion scheme for dislocation-disclination ensembles.
[11] H.Lippmann,Eine cosserat-theorie des plastischen fliebens,Acta Mechanica,8(1969),255-267.
[12] Z.Olesiak and M.Wagrowska,On shear and rotational yield conditions,Arch.Mech.,37(1985),147-155.
[13] I.Vardoulakis,Shear-banding and liquefaction in granular materials on the basis of a cosserat continuum theory,Ingenieur-Archiv,59(1989),106-113.
[14] H.B.Muhlhaus and I.Vardoulakis,The thickness of shear bands in grhnular materials,Geotechnique,37(1987),271-283.
[15] D.Besdo,Ein Beitrag zur nichtlinearan theorie des Cosserat-Kontinuums,Acta Mechanica,20(1974),105-116. |