SIAM Review
H Infinity Control for Distributed Parameter Systems: A State Space Approach
H Infinity Control for Distributed Parameter Systems: A State Space Approach
Linear-Quadratic Control: An Introduction
Linear-Quadratic Control: An Introduction
Sensitivity analysis for control parameter determination for a nonlinear cable-mass system
ACC'09 Proceedings of the 2009 conference on American Control Conference
Proper orthogonal decomposition for reduced basis feedback controllers for parabolic equations
Mathematical and Computer Modelling: An International Journal
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In this paper, the compensator based reduced order control design framework of Burns and King (J. Vibrations and Control, vol. 4, pp. 297–323, 1998) is modified to yield low order systems with guaranteed stability margins. This result is achieved through use of a logarithmic barrier function. In addition, a reduced basis method is formulated in which the compensator equations are approximated on uneven grids; guaranteed stability margins are also included. The methods are tested numerically on a one dimensional, nonlinear, damped, hyperbolic structural control problem. Examples are provided to illustrate differences between systems designed by both reduced basis methods.