Chaos and self-organization in an open nonconservative system of two plane coplanar magnetized bodies with moments of inertia

Numerical analysis is used to study the nonlinear oscillation processes in an open nonconservative system of two plane coplanar magnetized bodies with moments of inertia. Bifurcation diagrams that illustrate different dynamic regimes of the system in an oscillating magnetic field, as well as the possibility of transitions from one regime to another due to variations in the parameters of the external action, are obtained. It is established that, for the regimes corresponding to infinite phase trajectories, in the general case, an asymmetry occurs in the choice of the rotation direction of the magnetized bodies.