In this paper optimal controller design which ad-dress the concerns of the 312 and the k', norms is studied. In the first problem a positive combi-nation of the 312 and the t, norms of the closed loop is minimized. In the second the t 1 norm of a transfer function is minimized while restraining the another below a prespecified level. Converg-ing upper and lower bounds are obtained. Rela-tion to the pure k'1 problem is established. The solution methodology does not involve zero inter-polation to characterize the achievable closed-loop maps. Thus obtaining the controller from the op-timal closed-loop map is very straightforward
In this paper we investigate the design of multiobjective controllers for linear discrete-time syste...
In practical optimal control problems both integer control variables and multiple objectives can be ...
This paper introduces the simple cell mapping (SCM) method for the multi-objective optimal time doma...
Abs t r ac t A series of multi objective 31, design problems are con-sidered in this paper. The prob...
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Control system design inevitably involves tradeoffs among different and even conflicting performanc...
A new approach to optimal decoupling for multi-input multi-output (MIMO), linear, time-invariant con...
Abstract. In this paper we consider the problem of minimizing the ‘1 norm of the transfer function f...
Abstract—This paper presents an overview of a linear matrix inequality (LMI) approach to the multiob...
This thesis deals with the MIMO system analysis, with a comparison of a different frequency characte...
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his manuscript introduces an optimal detuning approach for designing a centralized PI control system...
A mixed-norm approach to control synthesis for discrete time linear systems is developed. Specifical...
We formulate multi-input multi-output (MIMO) proportional-integral-derivative (PID) controller desig...
In this paper we investigate the design of multiobjective controllers for linear discrete-time syste...
In practical optimal control problems both integer control variables and multiple objectives can be ...
This paper introduces the simple cell mapping (SCM) method for the multi-objective optimal time doma...
Abs t r ac t A series of multi objective 31, design problems are con-sidered in this paper. The prob...
This paper focuses on the design method of optimal multi-loop proportional integral (PI) controllers...
This paper focuses on the design method of the optimal multiple inputs and multiple outputs (MIMO) p...
Control system design inevitably involves tradeoffs among different and even conflicting performanc...
A new approach to optimal decoupling for multi-input multi-output (MIMO), linear, time-invariant con...
Abstract. In this paper we consider the problem of minimizing the ‘1 norm of the transfer function f...
Abstract—This paper presents an overview of a linear matrix inequality (LMI) approach to the multiob...
This thesis deals with the MIMO system analysis, with a comparison of a different frequency characte...
This paper deals with one of the possible ways to control multivariable (MIMO) control loops. The su...
his manuscript introduces an optimal detuning approach for designing a centralized PI control system...
A mixed-norm approach to control synthesis for discrete time linear systems is developed. Specifical...
We formulate multi-input multi-output (MIMO) proportional-integral-derivative (PID) controller desig...
In this paper we investigate the design of multiobjective controllers for linear discrete-time syste...
In practical optimal control problems both integer control variables and multiple objectives can be ...
This paper introduces the simple cell mapping (SCM) method for the multi-objective optimal time doma...