ON THE THEORY OF A NONAUTONOMOUS DYNAMICAL SYSTEM WITH HEREDITARY-TYPE DRY FRICTION
Dynamics of the simplest system with hereditary-type dry friction and an external periodic force is examined. The bifurcation diagrams presented have made it possible to reveal the basic transformations of periodic and stochastic modes of motion depending on the system parameters (the amplitude and frequency of the external force, body's velocity and the form of functional dependence describing the change of the static friction coefficient).