Analysis of damped vibrations of linear viscoelastic plates with damping modeled with fractional derivatives. - Yu. A. Rossikhin; Marina V. Shitikova (Signal Process., 2006)

Analysis of free vibrations of a viscoelastic oscillator via the models involving several fractional parameters and relaxation/retardation times. - Yu. A. Rossikhin; Marina V. Shitikova; Tatiana A. Shcheglova (Comput. Math. Appl., 2010)

Two approaches for studying the impact response of viscoelastic engineering systems: An overview. - Yu. A. Rossikhin; Marina V. Shitikova (Comput. Math. Appl., 2013)

Nonlinear dynamic response of a fractionally damped cylindrical shell with a three-to-one internal resonance. - Yury A. Rossikhin; Marina V. Shitikova (Appl. Math. Comput., 2015)

Dynamic response of a viscoelastic beam impacted by a viscoelastic sphere. - Yu. A. Rossikhin; Marina V. Shitikova; I. I. Popov (Comput. Math. Appl., 2017)

Experimentation and Rated Approach to Estimation Zone of Stable Inhomogeneity of the Magnetic Field in Magnetometer with the Pole Pieces-hemispheres. - Anna A. Sandulyak; Daria A. Sandulyak; Marina V. Shitikova; Alexander V. Sandulyak; Dmitriy O. Kiselev (NILES, 2023)

Free Non-Linear Vibrations of a Fractionally Damped Cylindrical Shell Subjected to the Two-to-One Internal Resonance. - Marina V. Shitikova; Vladimir V. Kandu (NILES, 2023)

Verification of the three-parameter nonlocal-in-time damping model by experimental data. - Vladimir Sidorov; Marina V. Shitikova; Elena Badina; Elena Detina (NILES, 2023)

Review of Nonlocal-in-Time Damping Models in the Dynamics of Structures. - Vladimir Sidorov; Marina V. Shitikova; Elena Badina; Elena Detina (Axioms, 2023)