Description and applications of a computer program for control systems design
โ Scribed by D. Grant Fisher; Robert G. Wilson; Walter Agostinis
- Publisher
- Elsevier Science
- Year
- 1972
- Tongue
- English
- Weight
- 1004 KB
- Volume
- 8
- Category
- Article
- ISSN
- 0005-1098
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โฆ Synopsis
Description et Applications d'un Programme D'ordinateur pour la Conception de Syst~mes de Contr61e Beschreibung und Anwendung eines Rechnerprogrammes f'tir den Entwurf von Regelungen Onncanne n npnMeseaHe nporpaMMbI BbIqnC~rrre~r~nofi MaltIJ4HbI ]I Jig pa3parorrn CHCTeM ynpaa~ieriaa D. GRANT FISHER, ROBERT G. WILSON and WALTER AGOSTINIS~
The development of general computer programs for control system design and simulation is useful and practical as illustrated by application to a pilot-plant evaporator.
Summary---A General, Multipurpose Simulation and COntrol Package (GEMSCOPE) is described which assists with the design, analysis and digital simulation of linear, time-invariant dynamic systems. The process model may be defined in block diagram form with transfer functions for each component, or in standard state-space form. Options are included for generating the optimal regulatory control matrices, determining the state feedback matrix for noninteraction, reducing the order of the model, and calculating the open or closed-loop system response. GEMSCOPE has proven useful for student education and for the design of practical control systems. Experimental and simulated data obtained by applying GEMSCOPE techniques to computer controlled pilot plants at the University of Alberta demonstrate the validity of the methods and the significant improvements possible through the use of modem control techniques. Mainline sequencing execut ve J. * THIS IS A THIRD ORDER EXAMPLE TO TEST THE * * CAYLEY-HAMILTON TECHNIQUE AGAINST THE POWER * * SERIES METHOD. THE EXAMPLE HAS BEEN CHOSEN * * BECAUSE OF COMPLEX EIGENVALUES * * THIRTEEN INPUT DATA CARDS ARE REQUIRED FOR THIS EXAMPLE * * THE TWO INPUT CARDS DEFINING THE PROCESS TRANSFER FUNCTION ARE * 3 0 1"0 0"2 --2 8"0 0"2 1"0 ** 103 2 1"0 **
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