MATHEMATICAL SIMULATION PROCESSES IN OSCILLATORY SYSTEMS AND THEIR ANALOGY HAVING A SECOND-ORDER PHASE TRANSITION
An analogy between the processes occurring in the Kapitsa pendulum and the spring pendulum, as well as a second-order phase transition in the anti-ferromagnetic has been established. The squared oscillation amplitude y02 is shown as analogous to the temperature, which underlies the analogy between slow and fast oscillations of the said pendulums and high-temperature and low-temperature phases in the anti-ferromagnetic.