A novel optimization approach to robust deadbeat control is proposed. The design problem is cast into a convex programming task in which a special measure of closed-loop eigenvalue sensitivity is minimized. Advantages of the proposed method include: (1) global optimality is guaranteed when the solution set is nonempty; (2) constraints on the feedback gain can be catered naturally; (3) minimum-gain deadbeat control design can be readily treated.published_or_final_versio
Several new computational algorithms are presented to compute the deadbeat predictive control law. T...
A reliable algorithm is presented for the evaluation of a quadratic performance index and its gradie...
This paper presents a recursive algorithm for a deadbeat predictive controller design. The method co...
This paper considers a kind of robust pole assignment problem for discrete-time systems. A recently ...
This paper considers the synthesis of state feedback gains which provide robustness against perturba...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
The synthesis of state feedback gains that provide robustness against perturbation in deadbeat regul...
A method for computing a feedback gain that achieves state deadbeat control is given. From systems g...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
A ripple-free deadbeat controller for a system exists if and only if there are no transmission zeros...
This study is concerned with the design of minimum Frobenius norm deadbeat controllers using reduced...
This paper presents a design strategy for stable deadbeat controllers. Inequality bounds on the magn...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57847/1/MaxEntRobustControlTAC1986.pd
This paper presents a novel method for pole assignment with robustness measured in terms of the spec...
In this paper we give a numerical method to construct a rank m correction BF (where the n x m matrix...
Several new computational algorithms are presented to compute the deadbeat predictive control law. T...
A reliable algorithm is presented for the evaluation of a quadratic performance index and its gradie...
This paper presents a recursive algorithm for a deadbeat predictive controller design. The method co...
This paper considers a kind of robust pole assignment problem for discrete-time systems. A recently ...
This paper considers the synthesis of state feedback gains which provide robustness against perturba...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
The synthesis of state feedback gains that provide robustness against perturbation in deadbeat regul...
A method for computing a feedback gain that achieves state deadbeat control is given. From systems g...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
A ripple-free deadbeat controller for a system exists if and only if there are no transmission zeros...
This study is concerned with the design of minimum Frobenius norm deadbeat controllers using reduced...
This paper presents a design strategy for stable deadbeat controllers. Inequality bounds on the magn...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57847/1/MaxEntRobustControlTAC1986.pd
This paper presents a novel method for pole assignment with robustness measured in terms of the spec...
In this paper we give a numerical method to construct a rank m correction BF (where the n x m matrix...
Several new computational algorithms are presented to compute the deadbeat predictive control law. T...
A reliable algorithm is presented for the evaluation of a quadratic performance index and its gradie...
This paper presents a recursive algorithm for a deadbeat predictive controller design. The method co...