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CONTROL, PROBATION, AUTOMATIZATION, SIMULATION
Название Methodological principles of mathematical modelling of copper–nickel production pyromethallurgical processes and their implementation as exemplified in Vanyukov smelting process
Автор Blinov V. A.
Информация об авторе

Gipronickel Institute Ltd

V. A. Blinov, Senior Researcher, e-mail: VABli@nikel.spb.su, Laboratory of Pyrometallurgy

Реферат

The target of this study is pyrometallurgical processing of sulphide minerals, that are typically multi-stage and influenced by plenty of factors. Considering the sophisticated hardware used for pyrometallurgical processes, approach based on the mathematical systems theory is the most efficient one from the point of view of development and identification of the said processes’ models. This approach allows not only formalising the objectives of formulation and identification of predictive and control mathematical models for various hydrometallurgical processes, but also investigating such fundamental characteristics as the models’ observability and controllability related to the melt’ physicochemical parameters (temperature, mass, and chemical composition). The proposed methodological principles are exemplified by practical implementation of Vanyukov furnace smelting. The structure of the model’ dependencies between matte components is grounded. It is shown that the proposed mathematical models posess high precision characteristics and such a confidence level that they can be considered as determinate ones. Estimates, produced using proposed computer models, quite nicely correspond to the actual results registered at the existing operations of Norilsk Nickel Mining and Metallurgical Company, which makes it possible to use the said models for pyrometallurgical processes control and for predicting the processes parameters.

Ключевые слова Pyrometallurgical processes, mathematical model, controlling effect, distributed dynamic system, Kalman approach, controllability, observability, software, sulphide minerals, Vanyukov furnace
Библиографический список

1. Petrovich I. Yu., Blinov V. A., Berkutov S. V., Tsemekhman L. Sh. 4-ya Mezhdunar. nauch.-prakt. konf. «Sovremennye tekhnologii v oblasti obrabotki i proizvodstva tsvetnykh metallov» : tez. dokl. (4th Int. Scientific and Practical. Conf. «Modern Technologies of Processing and Producyion of Non-ferrous metals» : heads of reports). Moscow, 2007. p. 29.

2. Petrovich I. Yu., Chumakov Yu. A., Blinov V. A. and etc. Elektrometallurgiya. Electrometallurgy. 2003. No. 7. pp. 18–22.

3. Petrovich I. O., Blinov V. A., Zheldybin O. I. and etc. Tsvetnye metally. Non-ferrous metals. 2004. No. 12. pp. 65–70.

4. Blinov V. A., Tsemekhman L. Sh., Karasev Yu. A. and etc. Tsvetnye metally. Non-ferrous metals. 2010. No. 10. pp. 34–36.

5. Petrovich I. O., Blinov V. A., Zheldybin O. I. and etc. Tsvetnye metally. Non-ferrous metals. 2004. No. 12. pp. 132–136.

6. Buslenko N. P. Modelirovanie slozhnykh sistem (Modeling of Complex Systems). Moscow, 1968. 356 pp.

7. Kalman R., Falb P., Arbib M. Ocherki po matematicheskoy teorii sistem : per. s angl. (Essays on Mathematical Systems Theory : transl. from Engl.). Moscow, 2004. 400 pp.

8. Blinov V. A. Matematicheskie modeli raspredelennykh sistem i ikh primenenie v distantsionnykh issledovaniyakh : avtoref. dis. … kand. tekhn. nauk. Mathematical models of distributed systems and their application in remote studies : abstract of a thesis ... Candidate of Engineering Sciences. Leningrad, 1989.

9. Vanyukov A. V. Kompleksnaya pererabotka mednogo i nikelevogo syrya (Integrated Processing of Copper and Nickel Raw Materials). Part. II. Moscow, 1979. 123 pp.

10. Komkov A. A., Bystrov V. P., Fedorov A. N. and etc. Tsvetnye metally. Non-ferrous metals. 2006. No. 1. pp. 7—11.

11. Zhidovetskiy V. D., Blinov V. A., Miroevskiy G. P. and etc. Tsvetnye metally. Non-ferrous metals. 2001. No. 5. pp. 61—63.

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