Abstract
The problem of calculating the one-dimensional vibration actuators of a simple structure with single inclusions as shock pairs is studied. A methodology for calculating such a system, which is based on the methods of the time-frequency analysis of vibroshock processes, is given. The corresponding motion equations are given along with their operator analogues and the consequent twoparameter representations of the periodic vibroshock processes. The durability is analyzed using the energy condition. There are representations that allow estimating the spectrum of the distributed vibration. The resonance states of vibration actuators with point inclusions as shock pairs are discussed. The calculation examples are given.
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