An optimization based method for calculating the worst case lower and upper bounds of relative gain array (RGA)and relative disturbance gain array (RDGA) for uncertain process models is presented. Its superiority over the previous methods reported in the literature is discussed. Simulation examples are used to illustrate the proposed method. Both RGA and RDGA ranges are useful for control structure determination and the related robustness as they provide information regarding the sensitivity to gain uncertainties. It is shown that for a particular degree of uncertainties, the range of process gain determinant should not include 0 to ensure the successfulness of the calculation
This paper shows that ℋ2 (LQG) performance specifications can be combined with structured uncertaint...
In general, decentralized control refers to the multivariable control of a nxn square process using ...
The presence of uncertainty in a system description has always been a critical issue in control. The...
This article discusses the constrained nonlinear optimization formulation for calculating the worst ...
Constrained nonlinear optimization formulation for calculating the worst case lower and upper bound...
An optimization based method for determining relative disturbance gain array (RDGA) range for uncert...
Relative disturbance gain array(RDGA)is a very useful tool for assessing the disturbance rejection c...
This paper deals with DRGA analysis for uncertain systems. Uncertainties in a process model can be t...
Since the introduction of the Relative Gain Array (RGA) by Bristol in 1966, it has become awidely us...
This project proposes a method for obtaining the variations in the Relative Gain Array (RGA) due to...
Industrial processes nowadays involve hundreds or more of variables to be maintained within predefin...
We present a Monte Carlo simulation framework for analysing the risk involved in deploying real-time...
Selection of control actuators and sensors aimed at Robust Performance (RP) is an important issue. T...
The control of multi-input multi-output systems (MIMO) is more difficult than for single-input singl...
The objective of this work is to explore the disturbance rejection capability of possible multi-loop...
This paper shows that ℋ2 (LQG) performance specifications can be combined with structured uncertaint...
In general, decentralized control refers to the multivariable control of a nxn square process using ...
The presence of uncertainty in a system description has always been a critical issue in control. The...
This article discusses the constrained nonlinear optimization formulation for calculating the worst ...
Constrained nonlinear optimization formulation for calculating the worst case lower and upper bound...
An optimization based method for determining relative disturbance gain array (RDGA) range for uncert...
Relative disturbance gain array(RDGA)is a very useful tool for assessing the disturbance rejection c...
This paper deals with DRGA analysis for uncertain systems. Uncertainties in a process model can be t...
Since the introduction of the Relative Gain Array (RGA) by Bristol in 1966, it has become awidely us...
This project proposes a method for obtaining the variations in the Relative Gain Array (RGA) due to...
Industrial processes nowadays involve hundreds or more of variables to be maintained within predefin...
We present a Monte Carlo simulation framework for analysing the risk involved in deploying real-time...
Selection of control actuators and sensors aimed at Robust Performance (RP) is an important issue. T...
The control of multi-input multi-output systems (MIMO) is more difficult than for single-input singl...
The objective of this work is to explore the disturbance rejection capability of possible multi-loop...
This paper shows that ℋ2 (LQG) performance specifications can be combined with structured uncertaint...
In general, decentralized control refers to the multivariable control of a nxn square process using ...
The presence of uncertainty in a system description has always been a critical issue in control. The...