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| Születési hely: |
Temesvár |
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| Születési idő: |
1943. október 21. |
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| Foglalkozás: |
egyetemi oktató |
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| Beosztás: |
Egyetemi tanár (professzor) |
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| Otthoni cím: |
Temesvár |
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| Kutatási téma: |
folyamatirányítás, folyamatszabályozás, szabályozástechnika, szabályozási algoritmusok, PI, PID, Fuzzy szabályozás |
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| Tudományterület: |
Elektrotechnika |
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| Tudományág: |
- |
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| Tudományos cím: |
A műszaki tudományok doktora |
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| Publikációk: |
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(A) Konyvek es egyetemi jegyzetek (utolso evek):
1. Preitl St., (1993): Teoria Sistemelor si Reglaj Automat, vol.I Teoria Sistemelor, U.P.Timisoara
2. Preitl, St. ,Precup, R.-E., Fogarasi A. (1997):: Elemente de Tehnica Reglarii Automate, U.P.Timisoara
3. Precup, R.-E., Preitl, St. (1996): Sisteme de Reglare Avansata, U.P.Timisoar
4. Preitl, St. Precup, R.-E. (1997): Introducere in conducerea fuzzy a proceselor. Bucuresti, Editura Tehnica
5. Precup, R.-E. Preitl, St. (1999): Fuzzy Controllers. Timisoara. Editura Orizonturi Universitare
6. Preitl, St. Precup, R.-E. (1999): Metodica Predarii disciplinelor de automatica si calculatoare, Timisoara, Editura Orizonturi Universitare
7. Preitl, St. Precup, R.-E. (2000): Automatica, Timisoara, Editura Orizonturi Universitare
8. Preitl, St. Precup, R.-E. (2001): Introduction in Control Engineering (in Romanian: Introducere in Ingineria Reglarii Automate). Timisoara, Editura "Politehnica", 334 pp.
(B) Fobb dolgozatok (folyoiratokban) (rovid attekinto)::
1. Precup, R.-E. and Preitl, St. (1995): Fuzzy Control Algorithms Implementation for a Synchronous Generator Connected to a Power System. In: Integrated Systems Engineering, Ed. Johannsen, G. (Elsevier Science), 377-386.
2. Precup, R.-E. and Preitl, St. (1998): On Some Predictive and Adaptive Fuzzy Controllers Based on Ensuring the Maximum Phase Reserve. In: System Structure and Control 1997, Eds. Ionescu, Vl. and Popescu, D. (Elsevier Science), 321-326.
3. Preitl, St. and Precup, R.-E. (1999): An Extension of Tuning Relations after Symmetrical Optimum Method for PI and PID Controllers. Automatica (Elsevier Science) 35, 1731-1736.
4. Precup, R.-E., Preitl, St. and Solyom, St. (1999): Center Manifold Theory Approach to the Stability Analysis of Fuzzy Control Systems. In: Computational Intelligence. Theory and Applications, Lecture Notes in Computer Science 1625, Ed. Reusch, B. (Springer-Verlag), 382-390.
5. Precup, R.-E., Doboli, S. and Preitl, St. (2000): Stability Analysis and Development of a Class of Fuzzy Systems. Engineering Applications of Artificial Intelligence (Elsevier Science), 13, 237-247
(C) Konferenciakon reszvetel (rovid attekinto, 2001-ig):
1. Preitl, St. şi R.-E. Precup: “On the Opportunity of ARW Measures in Fuzzy Control”, “Real World Applications of Intelligent Technologies”, editori: H.-J. Zimmermann, M. Gh. Negoiţă, D. Dascălu, Editor the Romanian Academy of Science, Bucureşti, pp. 149 – 153, (1995).
2. Precup, R.-E. and Preitl, St. (1995): On the Predictive Component Treatment for PID Fuzzy Controllers. Proceedings of Sixth World Congress of International Fuzzy Systems Association IFSA’95, Sao Paulo, Brazil, 1, 573-576.
3. Precup, R.-E. and Preitl, St. (1997): Intelligent Sliding Mode Controller with Fuzzy Logic Blocks. Proceedings of Second World Congress on “Intelligent Manufacturing Processes & Systems – IMP&S’97”, Ed. Monostori, L. (Springer), Budapest, Hungary, 402-407.
4. Precup, R.-E. and Preitl, St. (1997): Popov-type Stability Analysis Method for Fuzzy Control Systems. Proceedings of Fifth European Congress on “Intelligent Technologies and Soft Computing – EUFIT’97”, Ed. Zimmermann, H.-J. (Verlag Mainz), Aachen, Germany, 2, 1306-1310.
5. Precup, R.-E. and Preitl, St. (1999): Development of a Quasi-PI Fuzzy Controller Based on the Principle of Minimum Guaranteed Phase Margin. Proceedings of 14th World Congress of International Federation of Automatic Control IFAC’99, Eds. Chen, H.F., Hunt, K.J., Hashimoto, Y., Farkas, I. and Murase, H. (Elsevier Science), Beijing, China, K, 183-188.
6. Precup, R.-E. and Preitl, St. (1999): Development of Some Fuzzy Controllers with Non-Homogenous Dynamics with Respect to the Input Channels Meant for a Class of Systems. Proceedings of “European Control Conference ECC’99”, Karlsruhe, Germany, session BP-15 “Computational Intelligence”, paper F56, 6 pages.
7. Preitl, St. and Precup, R.-E. (2000): Extended symmetrical optimum (eso) method: A new tuning strategy for pi / pid controllers, Preprints of IFAC Workshop on “Digital Control: Past, Present and Future of PID Control”, Eds. Quevedo, J. and Escobet, T., Terrassa, Spain, 454-459.
8. Preitl, St. and Precup, R.-E. (2000): Cross Optimization Aspects Concerning the Extended Symmetrical Optimum Method. Preprints of IFAC Workshop on “Digital Control: Past, Present and Future of PID Control”, Eds. Quevedo, J. and Escobet, T., Terrassa, Spain, 254-259.
9. Preitl, St., Precup, R.-E. and Kilyeni, St. (2000): State Space Approach to the Stability Analysis of a Class of Fuzzy Control Systems Meant for Third-order Plants. Preprints of IFAC Symposium on “Artificial Intelligence in Real Time Control – AIRTC-2000”, Eds. Rudas, I.J. and Tar, J.K., Budapest, Hungary, 263-268.
10. Precup, R.-E. and Preitl, St. (2001): On Some Low Cost Fuzzy Control Solutions for Third-Order Integral Actuators. Preprints of 6th IFAC Symposium on “Cost Oriented Automation – Low Cost Automation 2001”, Eds. Bernhardt, R. and Erbe, H.-H., Berlin, Germany, 68-73. 1.
11. Preitl, St., Zs. Preitl şi R.-E. Precup: “Tuning Methodologies for PI and PID Controllers for Second and Third Order Systems”, Lucrare invitată la A 7-a Conferinţă “Systems, Automatic Control and Measurements – SAUM’01”, Proceedings, editor: N.N. Nedic, Vrnjachka Banja (Yugoslavia), pp. 24 – 29, 2001.
12. Precup, R.-E., St. Preitl şi Zs. Preitl: “Robustness Analysis of a Class of Fuzzy Systems”, Invited sesion paper The 6-th IFAC / IFORS / IMACS / IFIP Symp. on Large Scale Systems: Theory and Applications – LSS2001”, editori: F.G. Filip, I. Dumitrache, S.S. Iliescu, Editura ICI, Bucureşti, ISBN 973-98407-8-7, pp. 255 – 260, 2001.
13. Preitl, St., R.-E. Precup, St. Solyom and L. Kovacs . Stability Analysis, Robustness Analysis and Development of Fuzzy Control Systems. Buletinul Ştiinţific al Universităţii “Politehnica” Timişoara (Periodica Politehnica), Trans. On Automation and Computers, ISSN 1224-600X, vol. 46 (60), pp. 25 – 34.
14. Preitl, St., Precup, R.-E., St. Solyom and L. Kovacs “Development Of Conventional And Fuzzy Controllers For Output Coupled Drive Systems And Variable Inertia", Invited sesion paper The 6-th IFAC / IFORS / IMACS / IFIP Symp. on Large Scale Systems: Theory and Applications – LSS2001”, editori: F.G. Filip, I. Dumitrache, S.S. Iliescu, Editura ICI, Bucureşti, ISBN 973-98407-8-7, 2001.
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