Control of multivariable systems containing time delays using a multivariable smith predictor

Keywords

Multivariable calculus, Smith predictor, Control theory (sociology), Evaporator, Mathematics

References

• Experimental evaluation of optimal, multivariable regulatory controllers with model-following capabilitiesR.B. Newell, D. Grant Fisher — 1972
• Optimal control of multivariable systems with pure time delaysM.A. Soliman, W. Harmon Ray — 1971
• Optimal feedback control for linear-quadratic systems having time delays†M.A. Soliman, W. Harmon Ray — 1972
• State-feedback controller for systems with dead timeJ.O. Gray, P.W.B. Hunt — 1971
• An extension of the Smith Predictor method to multivariable linear systems containing time delaysGeorge. Alevisakis, Dale E. Seborg — 1973

Cited by

• Extension of the smith predictorCharles J. Herget, Jack W. Frazer — 1981
• On Certain Aspects of Linear Retarded Multi-variable Feedback Control SystemsS. K. Mukherjee, Shiny Agarwal, S. Dasgupta — 1978
• Dead Time Compensation via the Time Domain Predictor MethodWook Hyun Кwon, Ho Dong Kim — 1984
• Time-delay mismatch and the performance of predictor control schemesR. D. Hocken, S.V. Salehi, John Marshall — 1983
• An experimental evaluation of state estimation in multivariable control systemsDale E. Seborg, D. Grant Fisher, James C. Hamilton — 1975
• A sensitivity analysis of the smith predictor controllerCharles J. Herget, C.L. Pomernacki, Jack W. Frazer — 1980
• The solution of finite‐time optimal control problems with control time delaysM.J. Grimble — 1980
• The MFCS for linear system with time-delayDazhong Wang, Shujing Wu — 2010
• Decoupling Smith Predictor Design for Multivariable Systems with Multiple Time DelaysQing‐Guo Wang, Biao Zou, Yu Zhang — 2000
• Experience With Experimental Applications of Multivariable Computer ControlDale E. Seborg, D. Grant Fisher — 1979
• On the design and properties of multivariable dead time compensatorsZ.J. Palmor, Yoram Halevi — 1983
• Design of MFCS with Time-Delay for Chemical Processing SystemShu Jing Wu, Da Zhong Wang, Shigenori Okubo — 2011
• Design of decentralised Smith predictor for multivariable non-square processes with multiple time delaysRajesh Ammathil, T. Bala Narsaiah, A. Seshagiri Rao — 2014
• Study of the Time-Delay System with Integral-TypeDa Zhong Wang, Shu Jing Wu, Takao Akiyama — 2014
• An experimental application of time delay compensation techniques to distillation column controlC. Meyer, Dale E. Seborg, Reg K. Wood — 1977
• Relay-tuned finite spectrum assignment control of time delay processesKok Kiong Tan, Qingxia Wang, T.H Lee — 1998
• Prediction principles for time-delay system controller synthesisJohn Marshall — 1983
• State predictive model following control system for linear time delaysDa-Zhong Wang, Shujing Wu, Shigenori Okubo — 2009
• AN OPTIMAL CONTROLLER FOR DISCRETE TIME DELAY SYSTEMS REQUIRING NO PREDICTIONBabatunde A. Ogunnaike — 1985
• On modeling error characterization of multiple dead times systemsY. T. CHU, W. -T. Wu — 1986

Related papers

• MULTIVARIABLE PROCESS CONTROLN. Mort — 1994
• An Extension of the Smith Predictor Method to Multivariable Time-Varying Systems with Time Delays in the Control VariablesEiji Nakanishi, Koji Nanbara — 1980
• Decoupling Smith Predictor Design for Multivariable Systems with Multiple Time DelaysQing‐Guo Wang, Biao Zou, Yu Zhang — 2000
• An extension of the Smith Predictor method to multivariable linear systems containing time delaysGeorge. Alevisakis, Dale E. Seborg — 1973
• Multivariable Smith Predictors Design for Nonsquare PlantsWeidong Zhang, Chong Lin — 2006
• A Generalized Multivariable Smith Predictor Arising from New Pseudo-Commutativity ResultsP.C. Austin, Robert Andrew Crawford, M.R. Carter — 1993
• High‐Performance multivariable control strategies for systems having time delaysN.F. Jerome, W. Harmon Ray — 1986