Optimization of the lining wear coefficient on the basis of control of three-phase current electric arcs characteristics

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Introduction. Currently, the most important task of the steel industry is to constantly update the product range, increase its operational characteristics, and increase the efficiency of equipment use. Achieving goals is possible with a methodological base based on the principles of system analysis. In metallurgy, multi-electrode arc furnaces using three-phase alternating current are widely used. The lining layer present in such units during operation is subjected to thermal and electromagnetic effects created by the arc. A quantitative measure of this effect is the lining wear coefficient (LWC). In most studies, the influence of the described factors on the LWC is not taken into account. At the same time, heat fluxes affecting all elements of the furnace structure, including the lining, depend on the shape of the arc. Aim. Selecting the parameters of the electric arc furnace, which optimizes the lining wear coefficient. Materials and methods. When performing the work, methods of computational mathematics and evolutionary methods of numerical optimization of functions of many variables were used. Software which uses freely distributed scientific libraries was based on them. Results. The influence of the system of three burning arcs on the wear coefficient of the lining is considered taking into account the shape of the axis of the arc column. Conclusion. An algorithm and program have been elaborated that allow us to evaluate the thermal perception of the lining depending on the shape of the arcs. Based on the developed algorithm, special software can be created that is integrated into the system of automated regulation and prediction of the thermal operation of multi-electrode arc units to increase the reliability of assessing the wear of the furnace lining under different technological modes of arc burning.

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Electric arc, multi-electrode arc furnace, three-phase alternating current, electromagnetic interaction, arc post axis shape, lining wear coefficient, evolutionary algorithms

Короткий адрес: https://sciup.org/147233764

IDR: 147233764   |   DOI: 10.14529/ctcr200314

Список литературы Optimization of the lining wear coefficient on the basis of control of three-phase current electric arcs characteristics

  • Loginovskiy O.V., Maksimov A.A., Burkov V.N., Burkova I.V. Gelrud Ya.D., Korennaya K.A., Shestakov A.L. Upravlenie promyshlennymi predpriyatiyami: strategii, mekhanizmy, sistemy: monografiya [Management of Industrial Enterprises: Strategies, Mechanisms, Systems: Monograph]. Moscow, INFRA-M, 2018. 410 p.
  • Loginovskiy O.V., Gollai A.V., Dranko O.I., Shestakov A.L., Shinkarev A.A. Effectivnoe upravlenie organizacionnymi i proizvodstvennymi structurami [Effective Management of Organizational and Production Structures: Monograph]. Moscow, INFRA-M, 2020. 450 p.
  • Yachikov I.M., Kostyleva E.M. [The Mathematical Modeling of Form of Arcs with their Electromagnetic Coupling. Report 1]. Izvestiya Ferrous Metallurgy, 2014, vol. 57(1), pp. 59-64. (in Russ.)
  • Yachikov I.M., Kostyleva E.M. [The Mathematical Modeling of Form of Arcs with their Electromagnetic Coupling. Report 2]. Izvestiya Ferrous Metallurgy, 2014, vol. 57(5), pp. 56-61. (in Russ.)
  • Bortnichuk N.I., Krutianskii M.M. Plazmenno-dugovye plavilnye pechi [Plasma-Arc Melting Furnaces]. Moscow, Energoatomizdat, 1981. 120 p
  • Yachikov I.M., Kostyleva E.M. Modelirovanie formy dug postoyannogo toka pri ih elektromagnitnom vzaimodeistvii [Modeling the Shape of DC Arcs During their Electromagnetic Interaction]. Interregional Collection of Scientific Papers. Magnitogorsk, Publishing House of Magnitogorsk State Technical University, 2011, pp. 195-201. (in Russ.)
  • Azbelev N.V., Maksimov V.P., Rakhmatullina L.F. Elementy sovremennoi teorii funkcionalno-differencialnyh uravnenii. Metody i prilozheniya [Elements of the Modern Theory of Functional-Differential Equations. Methods and Applications]. Moscow, Institute for Computer Research, 2002. 304 p.
  • Dmitriev S.S., Kuznecov E.B. [Numerical Solution of Systems of Integrodifferential-Algebraic Equations with Delayed Argument]. Computational Mathematics and Mathematical Physics, 2008, vol. 3, pp. 430-444. (in Russ.)
  • Verzhbickii V.M. Chislennye metody. Matematicheskii analiz i obyknovennye differencialnye uravneniya [Numerical Methods. Mathematical Analysis and Ordinary Differential Equations]. Moscow, Higher School, 2001. 383 p.
  • Yachikov I.M., Kostyleva E.M. [The Position of Electric Arcs during their Electromagnetic Interaction in Multi-Electrode Arc Furnaces]. Information Technologies and Systems: materials of the First Int. Conf. Chelyabinsk, Publishing House of Chelyabinsk State University, 2012. pp. 36-38. (in Russ.)
  • Yachikov I.M., Kostyleva E.M. [An Approximate Algorithm for Finding the Position of Electric Arcs during their Electromagnetic Interaction in Multi-Electrode Arc Furnaces]. Theory and practice of thermal processes in metallurgy: a collection of reports of an international scientific and practical conference. Ekaterinburg, Publishing House of Ural Federal University, 2012, pp. 423-426.(in Russ.)
  • Yachikov I.M., Kostyleva E.M. Vzaimodeistvie dug [Arcs Interaction] // Certificate of state registration of the program, 2013, no. 2013619388.
  • Sisoyan G.A. Elektricheskaya duga v elektricheskoipechi [Electric Arc in an Electric Furnace]. Moscow, Metallurgy, 1971. 304p.
  • 14 Egorov A.V. Raschet moshchnosti i parametrov elektroplavilnyh pechei [Calculation of Power and Parameters of Electric Melting Furnaces: Textbook for Universities]. Moscow, MISIS, 2000. 272 p.
  • Nikolayev A.A. Povyshenie effektivnosti raboty elektromehanicheskogo kompleksa "Dugovaya staleplavilnaya pech - staticheskii tiristornyi kompensator" [Improving the Efficiency of the Electrical Complex "Arc Steelmaking Furnace - Static Thyristor Compensator". Scientific monograph. Magnitogorsk, Publishing House of Nosov Magnitogorsk State Technical University, 2017. 318 p
  • Emelianov V.V, Kureichik V.V., Kureichik V.M. Teoriya i praktika evolucionnogo modelirovaniya [Theory and Practice of Evolutionary Modeling]. Moscow, FIZMATLIT, 2003. 432 p.
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