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The H∞ congestion controller is designed by solving the mixed sensitivity problem for the linearized model.
A multivariable robust control based on the H∞ mixed sensitivity problem is proposed.
Mixed sensitivity problem is used to design a speed controller from a linear simplified model.
The paper deals with the design of H-∞ robust controller, particularly with mixed sensitivity problem for elevation control.
A systematic design of weighting matrices for the H∞ mixed sensitivity problem is presented in this paper.
Up to eight different operating points are identified in order to design the multivariable H∞ controller based on the S/KS/T Mixed Sensitivity Problem.
Similar(47)
An H∞ mixed sensitivity minimization problem is formulated and solved using an infinite-dimensional version of H∞ theory.
The H∞ optimal controller is designed by using the recent formulation given in özbay [2012] for the mixed sensitivity minimization problem for unstable infinite dimensional plants with low order weights.
The solution of the mixed sensitivity stacked H∞ control problem ranked the combinations of controlled variables (CVs).
An example dealing with a problem of mixed sensitivity H∞ design is given to illustrate the mthod.
Both H∞ and H2 mixed sensitivity design are considered.
More suggestions(15)
mixed sensitivity configuration
mixed sensitivity synthesis
mixed equilibrium problem
mixed complementarity problem
mixed sensitivity specification
mixed sensitivity loop-shaping
mixed sensitivity behavior
mixed sensitivity reduction
mixed sensitivity method
mixed sensitivity H-infinity
mixed integer problem
mixed sensitivity optimization
mixed sensitivity minimization
mixed optimization problem
mixed sensitivity design
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