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A mixed sensitivity optimization method is introduced for the synthesis of robust stabilizers.
With a parallel connection of the proposed adaptive filter, a robust H∞ controller can be synthesized with mixed sensitivity optimization for the purpose of both robust stability and rejection of norm-bounded random disturbances.
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The proportional-integral-derivative (PID) controller, the coprime factor uncertainty using H-infinity optimization and the mixed sensitivity H-infinity control strategies are used for this purpose.
This strategy synthesizes the internal and robust stability, relative order and mixed sensitivity design requirements together to establish the optimization function.
Both H∞ and H2 mixed sensitivity design are considered.
This paper deals with sensitivity optimization of detection filters.
Mixed sensitivity problem is used to design a speed controller from a linear simplified model.
This constraint can be used in H-infinity mixed sensitivity design to achieve specified delay margin.
Furthermore, it is presented a condition for the two disk mixed sensitivity specification be met.
The H∞ congestion controller is designed by solving the mixed sensitivity problem for the linearized model.
The H∞ controller is designed based on a mixed sensitivity approach.
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