DYNAMIC SYSTEMS AND CONTROL LABORATORY

An advanced practice we utilize in analyzing any complex system. Several powerful tools we use in deriving Nonlinear, Scalable, and Coupled dynamic models of electromechanical networks. Comprehensive stability analysis is then carried out to guarantee the stable performance of each agent and subsequently the whole system. Any theoretical approach needs an experimental validation to refine the model developed to be used in the dynamic analysis, and optimization/control schemes.

Primary location: San Diego United States