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Static and kinematic shakedown theorems in diffusion-induced plasticity

Peigney Michael

Journal of Theoretical and Applied Mechanics

2020

Vol. 58 nr 2

415--424

We present shakedown theorems applying to cyclically loaded media in which plastic flow and diffusion of guest atoms are coupled. The presented theorems are in the spirit of Melan and Koiter theorems in plasticity. They allow one to estimate the loading parameters for which elastic shakedown occurs, i.e. for which the plastic strain stabilizes to a time-independent limit. An application related to lithium-ion batteries is presented.