2nd International School on Applied Probability Theory & Communications Technologies (Аptct–2017): proceedings of the International Sсhool. Moscow, 23–27 October 2017.
РУДН.
2017.
P. 197-199
An one-body generalization of the Kapitza pendulum is considered. It is shown that this system is dynamically stable to the harmonic vertical and horizontal forced oscillations of the suspension with finite frequencies and amplitudes. Lyapunov stability analysis for this system was applied.