Maximizing process production rates using permanent constraints

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364150, 364153, 364164, 364165, G05B 1302

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054576253

ABSTRACT:
The present invention optimizes the relationship of variables associated with a process having inputs and outputs such that the process has controlled variables, manipulated variables, associated variables and disturbance variables, to maximize production rates. The method of optimizing the relationship includes the steps of prioritizing errors associated with the controlled variables, optimizing controlled variable deviations from their setpoints over a predetermined future time horizon based upon manipulated variable differential moves, suppressing errors associated with the future controlled variable while penalizing moves having large manipulated variable movement for balancing the reduction of future control error against large manipulated variable movement, weighting the manipulated variables for reducing deviation of the manipulated variable from a predetermined target value set artificially high so as to allow preferential movement with respect to some manipulated variables over other manipulated variables, and applying a constraint deviation variable to effectuate deviations outside allowable bounds.

REFERENCES:
patent: 4349869 (1982-09-01), Prett et al.
patent: 4423594 (1984-01-01), Ellis
patent: 4577270 (1986-03-01), Sugano et al.
patent: 4578747 (1986-03-01), Hideg et al.
patent: 4616308 (1986-10-01), Morshedi et al.
patent: 4630189 (1986-12-01), Ohmori et al.
patent: 4736316 (1988-04-01), Wallman
patent: 5043863 (1991-08-01), Bristol et al.
Bashein, G., "A Simplex Algorithm for On-Line Computation of Time Optimal Controls," IEEE Proc., pp. 479-482 (May 1971).
Birta, L. G. et al., "An Optimal Control Algorithm Using the Davidson-Fletcher-Powell Method with the Fibonacci Search," AICHE Journal, vol. 16, No. 3, pp. 363-368 (May 1970).
Lesser, H. A. et al., "The Time-Optimal Control of Discrete-Time Linear Systems with Bounded Controls," AICHE Journal, vol. 12, No. 1, pp. 143-152 (Jan. 1966).
Richalet, J., et al., "Model Predictive Heuristic Control: Applications to Industrial Processes," Automatica, vol. 14, pp. 413-428 (1978).
Weber, A. P. J. et al., "Suboptimal Control of Nonlinear Systems: I Unconstrained and II. Constrained," AICHE Journal, vol. 17, No. 3, pp. 641-658 (1971).
Yem, Y. et al., "Dynamic Multivariable Constraint Control--Applications to Petrochemistry," Proceedings of the 1st Al-Fatah/IFAC Workshop, Tripoli, Libya, May 12-16, 1980, ISBN No. 0-08-028698-4, pp. 39-47.
Cutler, C. R. et al., "Dynamic Matrix Control--A Computer Control Algorithm," American Institute of Chemical Engineers, 86th National Conference, pp. 1-24.
Morshedi, A. M. et al., "Optimal Solution of Dynamic Matrix Control with Linear Programming Techniques (LDMC)," Proceedings of the Instrument Society of America 1985 Conference, Philadelphia, Pa., Oct. 21-24, pp. 199-208.
Grosdidier, Pierre et al., "FCC Unit Reactor-Regenerator Control," 1992 American Control Conference Proceedings, Paper No. WA4, pp. 117-121.

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