Asymptotic Behavior of Creep Curves in the Rabotnov Nonlinear Heredity Theory Under Piecewise Constant Loadings and Memory Decay Conditions / *A. V. Khokhlov.* // Vestnik Moskovskogo Universiteta. Seriya 1. Matematika. Mekhanika. 2017. № 5. P. 26-31
[Moscow Univ. Mech. Bulletin. Vol. 72, N 2, 2017. P. 101-105].

Some minimal prior constraints are imposed on the two material functions used in the Rabotnov nonlinear constitutive relation.
The asymptotic dependence of creep curves on the characteristics of these material functions and on the parameters of loading programs
is analytically studied in the case of stepped loadings. Some conditions are obtained for the
case when these curves tend to the creep curve under instantaneous loading as

*Key words*:
viscoelastoplasticity, multi-step loading, creep curves, asymptotics, plastic strain accumulation,
fading memory, recovery.