2001
DOI: 10.1002/aic.690470613
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Performance assessment of constrained model predictive control systems

Abstract: A constrained minimum ®ariance controller is deri®ed based on a mo®ing horizon approach that explicitly accounts for hard constraints on process ®ariables. A procedure for the performance assessment of constrained model predicti®e control systems is then de®eloped based on the constrained minimum ®ariance controller. The performance bound computed using the proposed mo®ing horizon approach con®erges to the unconstrained minimum ®ariance performance bound when the constraints on process ®ari-ables become inacti… Show more

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Cited by 57 publications
(28 citation statements)
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“…So in this case, the MPC-achievable benchmark converges to the LQG benchmark as present in Favoreel et al (1999) and Kadali and Huang (2002a). Furthermore, if the objective function using the set parameter as N 2 = N u = ∞ and the weighting matrix Q = I, R = 0, the MPC-achievable benchmark converges to the minimum variance benchmark (Harris, 1989;Qin, 1998;Ko and Edgar, 2001). Equations (30) and (31) only consider the stochastic case.…”
Section: Calculate the Mpc-achievable Benchmark Based On Subspace Idementioning
confidence: 81%
“…So in this case, the MPC-achievable benchmark converges to the LQG benchmark as present in Favoreel et al (1999) and Kadali and Huang (2002a). Furthermore, if the objective function using the set parameter as N 2 = N u = ∞ and the weighting matrix Q = I, R = 0, the MPC-achievable benchmark converges to the minimum variance benchmark (Harris, 1989;Qin, 1998;Ko and Edgar, 2001). Equations (30) and (31) only consider the stochastic case.…”
Section: Calculate the Mpc-achievable Benchmark Based On Subspace Idementioning
confidence: 81%
“…Zhao et al [117,118] proposed the LQG benchmarking to estimate achievable variability reduction through control system improvement. Ko and Edgar proposed using dynamic DMC performance bounds [119,120] of a constrained Model Predictive Control system. They developed an index based on the constrained minimum variance controller.…”
Section: Model-based Approachesmentioning
confidence: 99%
“…This feature was detected using ACF (auto-covariance functions) and spectral peak afterwards. Oscillation monitor or performance indicator such as Harris index [2] and its extents [3] or variants [4] usually give alarms in a wide range in a plant but not only a single loop or unit. Therefore, disturbance propagation analysis and fault source location should be carried out after abnormality been detected.…”
Section: Introductionmentioning
confidence: 99%