Reduction of the exchange processes model in the identification of electromechanical objects

The issues of justification and calculation of the Green's function, as a model of an electromechanical object, from ordinary differential equations are considered. For this purpose, issues of reduction of the main model are discussed: idealization of the measuring and control device and requirements for the object model based on equations. During the calculation process, the complexity of the analytical derivation of the Green's function of an object is revealed, which is demonstrated by an example. In the «discussion of results» section, an analysis of the features of the Green's function obtained by calculation from ordinary differential equations is carried out in comparison with the Green's function obtained by identification.

Authors: A. Yu. Omelchenko

Direction: Electrical Engineering

Keywords: measuring and control device, exchange mechanics, quantum of action, Green's function, «device–object» system, pulse-energy representation, coordinate-time representation, ordinary differential equation

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