Modeling of dynamic of variable structure systems on the example of movement of inertial driver on elastic supports

Goalof the articleis to develop a mathematical model of behavior thevariable structure system that are affected by oscillations. The dynamic variable systems is considered on example аmotion theinertial vibrating exciter elastic supports.Significance. A large number models under action moving inertial load mostly coversonly general approach solving these problems, or describes specific type equipment narrowly used in certain industries. proposed oscillating offers much greater possibilities. It allows modify developed modeling depending their parameters. Method. Using theLagrange's equations second kind, vibration supports modeled and factors influencing its analyzed. Results. presented massive body with rigidly mounted shaft substantiate inertial-rigid force parameters oscillatory system. Scientific novelty.A shaft, which transmits rotational motion two imbalances through an connection, has been developed. Practical significance.The method calculations furtherto investigate ways stabilize reduce onstructural elements, allowsto justifythe necessary technical systems.