16
I. A. Volkov et al.
Mitenkov, F. M., Volkov, I. A., Igumnov, L. A., & Korotkikh, Yu. G. i dr. (2015). Prikladnaya teoriya
plastichnosti. (in Rus.) – M.: Fizmatlit, 2015. – 284 s.
Murakami, E. (1983). Sushchnost mehaniki povrezhdennoi sredy I eye prilozheniye k teorii
anizotropnykh povrezhdeniy pri polzuchesti. TOIR, 2, 44–50.
Ohasi, Kavan, Kaito. (1985). Neuprugoye povedeniye stali 316 pri mnogoosnyh neproportsionalnyh tsiklicheskih nagruzheniyah pri povyshennoy temperature (in Rus.). Teoreticheskiye osnovy
inzhenernyh raschetov. 107(2), 6–15.
Placidi, L. (2015). A variational approach for a nonlinear one-dimensional damage-elasto-plastic
second-gradient continuum model. Continuum Mechanics and Thermodynamics, 28, 119–137.
Placidi, L., Barchiesi, E., & Misra, A. (2018). A strain gradient variational approach to damage: A
comparison with damage gradient models and numerical results. Mathematics and Mechanics of
Complex Systems, 6, 77–100.
Placidi, L., Barchiesi, E., Turco, E., & Rizzi, N. L. (2016). A review on 2D models for the description
of pantographic fabrics. Zeitschrift für angewandte Mathematik und Physik, 67.
Placidi, L., Misra, A., & Barchiesi, E. (2019). Simulation results for damage with evolving
microstructure and growing strain gradient moduli. Continuum Mechanics and Thermodynamics,
31, 1143–1163.
Taleb, L., Cailletaud, G., & Sa’i, K. (2014). Experimental and numerical analysis about the cyclic
behavior of the 304L and 316L stainless steels at 350 °C. International Journal of Plasticity, 61,
32–48.
Tanaka, E., Murakami, S., & Ooka, M. (1985a). Effects of strain path shapes on nonproportional
cyclic plasticity. Journal of the Mechanics and Physics of Solids, 33(6), 559–575.
Tanaka, E., Murakami, S., & Ooka, M. (1985b). Effects of plastic strain amplitudes on nonproportional cyclic plasticity. ActaMechanica, 57, 167–182.
Volkov, I. A., & Igumnov, L. A. (2017). Vvedeniye v kontinualnyyu mekhaniku povrezhdennoy
sredy (in Rus). M.: Fizmatlit. P. 304.
Volkov, I. A., Igumnov, L. A., Korotkih, Yu. G., Kazakov, D. A., Emel’yanov, A. A., Tarasov, I.
S., et al. (2016). Programmnaya realizatsiya protsessov vyazkoplasticheskogo deformirovaniya
i nakopleniya povrezhdeniy v konstrukcionnyh splavah pri termomekhanicheskom nagruzhenii
(in Rus). Vol. 78. No. 2. P. 188–207.
Volkov I.A., Korotkikh Yu.G., 2008, Uravneniya sostoyaniya vyazkouprugoplasticheskih sred s
povrezhdeniyami. (in Rus). M.: Fizmatlit. P. 424.
Zhao, C.-F., Yin, Z.-Y., Misra, A., & Hicher, P.-Y. (2018). Thermomechanical formulation for
micromechanical elasto-plasticity in granular materials. International Journal of Solids and
Structures, 138, 64–75.
I. A. Volkov et al.
Mitenkov, F. M., Volkov, I. A., Igumnov, L. A., & Korotkikh, Yu. G. i dr. (2015). Prikladnaya teoriya
plastichnosti. (in Rus.) – M.: Fizmatlit, 2015. – 284 s.
Murakami, E. (1983). Sushchnost mehaniki povrezhdennoi sredy I eye prilozheniye k teorii
anizotropnykh povrezhdeniy pri polzuchesti. TOIR, 2, 44–50.
Ohasi, Kavan, Kaito. (1985). Neuprugoye povedeniye stali 316 pri mnogoosnyh neproportsionalnyh tsiklicheskih nagruzheniyah pri povyshennoy temperature (in Rus.). Teoreticheskiye osnovy
inzhenernyh raschetov. 107(2), 6–15.
Placidi, L. (2015). A variational approach for a nonlinear one-dimensional damage-elasto-plastic
second-gradient continuum model. Continuum Mechanics and Thermodynamics, 28, 119–137.
Placidi, L., Barchiesi, E., & Misra, A. (2018). A strain gradient variational approach to damage: A
comparison with damage gradient models and numerical results. Mathematics and Mechanics of
Complex Systems, 6, 77–100.
Placidi, L., Barchiesi, E., Turco, E., & Rizzi, N. L. (2016). A review on 2D models for the description
of pantographic fabrics. Zeitschrift für angewandte Mathematik und Physik, 67.
Placidi, L., Misra, A., & Barchiesi, E. (2019). Simulation results for damage with evolving
microstructure and growing strain gradient moduli. Continuum Mechanics and Thermodynamics,
31, 1143–1163.
Taleb, L., Cailletaud, G., & Sa’i, K. (2014). Experimental and numerical analysis about the cyclic
behavior of the 304L and 316L stainless steels at 350 °C. International Journal of Plasticity, 61,
32–48.
Tanaka, E., Murakami, S., & Ooka, M. (1985a). Effects of strain path shapes on nonproportional
cyclic plasticity. Journal of the Mechanics and Physics of Solids, 33(6), 559–575.
Tanaka, E., Murakami, S., & Ooka, M. (1985b). Effects of plastic strain amplitudes on nonproportional cyclic plasticity. ActaMechanica, 57, 167–182.
Volkov, I. A., & Igumnov, L. A. (2017). Vvedeniye v kontinualnyyu mekhaniku povrezhdennoy
sredy (in Rus). M.: Fizmatlit. P. 304.
Volkov, I. A., Igumnov, L. A., Korotkih, Yu. G., Kazakov, D. A., Emel’yanov, A. A., Tarasov, I.
S., et al. (2016). Programmnaya realizatsiya protsessov vyazkoplasticheskogo deformirovaniya
i nakopleniya povrezhdeniy v konstrukcionnyh splavah pri termomekhanicheskom nagruzhenii
(in Rus). Vol. 78. No. 2. P. 188–207.
Volkov I.A., Korotkikh Yu.G., 2008, Uravneniya sostoyaniya vyazkouprugoplasticheskih sred s
povrezhdeniyami. (in Rus). M.: Fizmatlit. P. 424.
Zhao, C.-F., Yin, Z.-Y., Misra, A., & Hicher, P.-Y. (2018). Thermomechanical formulation for
micromechanical elasto-plasticity in granular materials. International Journal of Solids and
Structures, 138, 64–75.