IEEE Transactions on Automatic Control · 2003 · 28 citations · 8 references
Natural SciencesMathematicsSystems EngineeringDynamical SystemsSystem DynamicsSystems ModelingControl Of Dynamical SystemsControl SystemsControl TheoryKalman FilteringState EstimationSystems Of Differential EquationsNonlinear Control SystemsNonlinear ObserversNonlinear State-space SystemsNonlinear SystemsObserver DesignObserver Design For Nonlinear SystemsState Observer DesignState Observers
This paper gives necessary and sufficient conditions to solve in a constructive way the transformation of a general multiple-input-single-output nonlinear system into a state affine system. This result is direct i.e., without solving the state elimination problem when computing the input-output differential equation. A Kalman-like observer can be designed for the obtained state affine system.
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