Ratios between motions of coordinates for elements of mechanical oscillation systems as a form of lever-type relations
Method, based on the introduction of the concept «lever-type relations», has been offered to estimate dynamic properties of mechanical oscillation systems. It has been shown that ratios between motion parameters for connected coordinates are possible in the systems that do not have any solid bodies in the structure, which are normally connected with spatial metric of interactions. Such ratios correlate with the concepts of virtual lever-type relations. Concept of a generalized transfer ratio for the virtual lever that connects the selected system points has been offered. To determine transfer ratios for lever-type relations, method, based on structural methods of building mathematical models with Laplace transformation used, has been developed. To assess dynamic properties of the system, analytical ratios have been received.