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This work is about derivative estimation technique based on a algebraic and non-asymptotically approach, as devised by Michel Fliess, applied on quasi-instantaneous determination of the internal state of a dynamical system, using state estimators that aren’t based on the Luenberger observer. Over this work we present some particularities of these estimators and a theoretical contribution that will able to implement these algebraic estimators in a real time control system. After that, a non-linear mechanical system was built to verify the functionality of these state estimators.

Métodos de estimação de derivadas via cálculo operacional e aplicações a problemas de controle.