[1]
N.A. Koneva, E.V. Kozlov. Internal stress fields in ultrafinegrained materials, in: A. I. Potekaev. (Eds.), Structural-phase conditions and properties of metallic systems, NTL Publisher, Tomsk, 2004, pp.83-110.
Google Scholar
[2]
N.A. Koneva, S.F. Kiseleva, N.A. Popova, Ed.V. Kozlov, Determination of energy density stored at plastic deformation of isotropic body using crystal lattice bending torsion, Fundamental problems of modern materials science. 8, 3 (2011) 34-41.
Google Scholar
[3]
S.F. Kiseleva, N.A. Popova, N.A. Koneva, Ed.V. Kozlov, Determination of internal stresses and energy density stored at elastic-plastic deformation of isotropic body using crystal lattice bending-torsion data, Fundamental problems of modern materials science. 9, 1 (2012) 7-14.
DOI: 10.1063/1.4937821
Google Scholar
[4]
S.F. Kiseleva, N.A. Popova, N.A. Koneva, Ed.V. Kozlov, Distribution of internal stresses and stored energy density info a grain of deformed polycrystal, Letters about materials. 2 (2012) 84-89.
DOI: 10.22226/2410-3535-2012-2-84-89
Google Scholar
[5]
S.F. Kiseleva, N.A. Popova, N.A. Koneva, Ed.V. Kozlov, Effect of transformation microtwins on redundant dislocation density and internal stresses of FCC deformed material, News of RAS. Series physical. 76, 13 (2012) 70-74.
DOI: 10.4028/www.scientific.net/amr.1013.72
Google Scholar