300
19 Other Variants of Plasticity Theories
26. Y. Rabotnov, Mekhanika deformiruemogo tverdogo tela [Mechanics of a deformable solid]
(Nauka Publ., Moscow, 1988)
27. B. Sarbaev, ob odnom variante teorii plastichnosti s translyatsionnym uprochneniem [On a
variant of the theory of plasticity with translational hardening]’, Izv. AN SSSR. MTT. [News of
the USSR Academy of Sciences. Solid mechanics], no. 1, pp. 65–72 (1994)
28. L. Sedov, Vvedenie v mekhaniku sploshnykh sred [Introduction to Solid Media Mechanics]
(Fizmatlit Publ., Moscow, 1962)
29. G. Taylor, Stephen Timoshenko 60th Anniversary Volume, McMillan Co., New York, 1938,
pp. 218–224., McMillan Co., New York, chapter Analysis of plastic strain in a cubic crystal,
pp. 218–224 (1938)
30. P. Trusov, Teoriya opredelyayushchikh sootnoshenii. Ch.2. [The theory of defining relations.
Ch.2]. Perm’: Izd-vo Perm. gos. un-ta Publ. (1999)
31. A. Vakulenko, k teorii neobratimykh protsessov [On the theory of irreversible processes] vestn.
lgu [lsu bulletin]’, Vestn. LGU [LSU Bulletin], no. 7, pp. 84–90 (1969)
32. K. Valanis, A theory of viscoplasticity without a yield surfaces. Arch. Mech. Stosow. 23(4),
517–551 (1971)
33. K. Valanis, ‘Obosnovanie ehndokhronnoi teorii plastichnosti metodami mekhaniki sploshnoi
sredy [Substantiation of the endochronous theory of plasticity by methods of continuum
mechanics]’, Tr. ASME. Teoreticheskie osnovy inzhenernykh raschetov [Work ASME. Theoretical foundations of engineering calculations, 106(4), 72–81] (1984)
34. R. Vasin, Itogi nauki i tekhniki. Seriya “Mekhanika deformiruemogo tela” [Results of science
and technology. Series “The Mechanics of deformable bodies”], McMillan Co., New York,
chapter Opredelyayushchie sootnosheniya teorii plastichnosti [Defining relations in the theory
of plasticity], pp. 3–75 (1990)
35. V. Zubchaninov, ‘Gipoteza ortogonal’nosti i printsip gradiental’nosti v teorii plastichnosti
[The hypothesis of orthogonality and the principle of gradientless in the theory of plasticity]’,
Izv. RAN. MTT [Izvestiya RAS. Solid state mechanics], no. 5, pp. 68–73 (2008)
19 Other Variants of Plasticity Theories
26. Y. Rabotnov, Mekhanika deformiruemogo tverdogo tela [Mechanics of a deformable solid]
(Nauka Publ., Moscow, 1988)
27. B. Sarbaev, ob odnom variante teorii plastichnosti s translyatsionnym uprochneniem [On a
variant of the theory of plasticity with translational hardening]’, Izv. AN SSSR. MTT. [News of
the USSR Academy of Sciences. Solid mechanics], no. 1, pp. 65–72 (1994)
28. L. Sedov, Vvedenie v mekhaniku sploshnykh sred [Introduction to Solid Media Mechanics]
(Fizmatlit Publ., Moscow, 1962)
29. G. Taylor, Stephen Timoshenko 60th Anniversary Volume, McMillan Co., New York, 1938,
pp. 218–224., McMillan Co., New York, chapter Analysis of plastic strain in a cubic crystal,
pp. 218–224 (1938)
30. P. Trusov, Teoriya opredelyayushchikh sootnoshenii. Ch.2. [The theory of defining relations.
Ch.2]. Perm’: Izd-vo Perm. gos. un-ta Publ. (1999)
31. A. Vakulenko, k teorii neobratimykh protsessov [On the theory of irreversible processes] vestn.
lgu [lsu bulletin]’, Vestn. LGU [LSU Bulletin], no. 7, pp. 84–90 (1969)
32. K. Valanis, A theory of viscoplasticity without a yield surfaces. Arch. Mech. Stosow. 23(4),
517–551 (1971)
33. K. Valanis, ‘Obosnovanie ehndokhronnoi teorii plastichnosti metodami mekhaniki sploshnoi
sredy [Substantiation of the endochronous theory of plasticity by methods of continuum
mechanics]’, Tr. ASME. Teoreticheskie osnovy inzhenernykh raschetov [Work ASME. Theoretical foundations of engineering calculations, 106(4), 72–81] (1984)
34. R. Vasin, Itogi nauki i tekhniki. Seriya “Mekhanika deformiruemogo tela” [Results of science
and technology. Series “The Mechanics of deformable bodies”], McMillan Co., New York,
chapter Opredelyayushchie sootnosheniya teorii plastichnosti [Defining relations in the theory
of plasticity], pp. 3–75 (1990)
35. V. Zubchaninov, ‘Gipoteza ortogonal’nosti i printsip gradiental’nosti v teorii plastichnosti
[The hypothesis of orthogonality and the principle of gradientless in the theory of plasticity]’,
Izv. RAN. MTT [Izvestiya RAS. Solid state mechanics], no. 5, pp. 68–73 (2008)