Métodos numéricos para optimización de sistemas dinámicos híbridos

  • Azhmyakov, Vadim (Investigador principal)

Detalles del proyecto

Descripción

The present project is proposed to give continuity to the research processes with previous results on the part of the researchers, for this it is necessary to continue with the implementation of numerical methods that allow to optimize the analysis of the stability and the optimal design of hybrid systems. during the development of the proposed project, the authors will investigate different types of opcs (optimal problems control) that are governed by dynamic and hybrid systems. in fact, in the general configuration of hybrid systems, one has to deal not only with the (continuous) infinite optimization problems related to continuous dynamics, but also with a large dimensional combinatorial problem caused by the discrete system part. in this context, and with special attention to private lessons,some optimization schemes have been proposed to address the problem. the (new) known elaborated approaches are based on the general conditions of optimality, others are more related to semi-classical approaches.

Objetivo

Desarrollar una metodología de control óptimo viable basada en principios de optimalidad para problemas de control conmutado e híbrido.

Resultados esperados

Artículo isi wos o scopus, aceptado. software con potencial para ser registrado. artículos de conferencias. diferencias teóricos y computacionales. los resultados de este proyecto tienen una aplicación potencial en control y automatización de sistemas de energías renovables
EstadoFinalizado
Fecha de inicio / finalización efectiva5/07/1620/07/17

Huella digital

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