Abstract
Investigated is the applicability of the relay- self-oscillating method, in which the optimiser generates its own testsignals, composed of ramps. Various kinds of instrumentation schemes for one- and three-dimensional systems are applied. Experimental results are discussed for different types of non-linear performance surfaces, input and output dynamics (critically, over- and underdamped), noise, disturbances and constraints, A very wide class of systems and disturbances produced a proper working as to convergence speed and hunting loss. An application to a real one-dimensional system is given.
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References
Bobrov Yu.I., Kornilov R.V., Putsillo V.P., “Determination of the optimizer control law by taking into account the relaxation of the system”. Automat. Telemech., XXIV, no. 2 (1963), 183–192.
Perret R., Rouxel R., “Principle and application of an extremal computer”, Proc. 2nd IFAC Congress, Basle, 1963, 527–540. London; Butterworths.
Perret R., Rouxel R., “Study of an algorithm for dynamic optimization. 1964. Computing Methods in Optimization Problems; ed. by A.V. Balakrishnan, et al, Academic Press.
Hamza M.H., Discussions ad (2) 538.
Hamza M.H., “Extremum control in the presence of variable pure delay” Soc. Instr. Techn. IFAC (Teddington, September 1965) Symp. on the Theory of Selfadaptive Control Systems.
Carmassi M., Helein J., Rouxel R., “Optimization of a sulphur recovery plant”, Preprints IFAC (Tokyo, August 1965) Symposium on Systems Engineering For Control System Design.
Morosanov I.S., “Methods of extremum control”, Automat. Telemech., XVIII, no. 11 (1957) 1077–1092.
Tsien H.S., Engeneering Cybernetics McGraw-Hill Publishing Company LTD, New York, 1954.
Voskamp J.H., “An optimalizing control system” Trans. Soc. Instr. Techn., XIV, no. 3 (1962) 192–200.
Broekstra G., “Optimum zoekend systeem voor processen met meerdere ingangen”, report Instrumentation Laboratory, Technological University, Delft, April 1965.
Kooymans W., “Een optimum zoekend systeem voor processen met twee ingangen”, report Instrumentation Laboratory, Technological University, Delft April 1964.
Schotanus D.J., “Het verdampen van een nichroomdraad”, report Instrumentation Laboratory, Technological University, Delft, October 1964.
Roberts, J.D. Extremum or ‘hill-climbing’ regulation; a statistical theory involving lags. disturbances and noise. Proc. Instn. Elect. Engrs. 1965 (Jan.) 112, 137.
Roberts, J.D. On the design of optimal extremum regulators, ‘Advances in Automatic Control’, U.K.A.C. Convention (Nottingham, England, 1965), (Instn. Mech. Engrs. London).
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Broekstra, G., Verhagen, C.J.D.M., van Arkel, J.A. (1966). A Multi-Dimensional Self-Optimizing Control System Involving Dynamics and Disturbances, Employing Relay Extremum Control. In: Hammond, P.H. (eds) Theory of Self-Adaptive Control Systems. Springer, Boston, MA. https://doi.org/10.1007/978-1-4899-6289-8_31
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DOI: https://doi.org/10.1007/978-1-4899-6289-8_31
Publisher Name: Springer, Boston, MA
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