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Vol 214
Pages:
57
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Method of controlling the temperature field on the basis of the Green's function

Authors:
Yu. V. Ilyushin1
I. M. Pershin2
About authors
  • 1 — National Mineral Resources University (Mining University)
  • 2 — National Mineral Resources University (Mining University)
Date submitted:
2014-10-15
Date accepted:
2014-12-30
Date published:
2015-04-01

Abstract

At the present stage of development of automatic control systems raises the question of maintaining the set temperature objects. The authors developed MetO-wild synthesis of nonlinear regulators to stabilize the temperature field, a uniform object of management on the basis of a given error. We obtained a function of the initial heating and the mathematical modeling of the process, analyzed the results. By creating a regulator there has been designed software and hardware programming language Pascal, which allows to simulate the behavior of temperature fields in an isotropic web. It is a simulation of the temperature of the system in different configurations: with different amounts of pulsed heating sources with relay control principle. Practical results of the research suggest the possibility of constructing silicon carbide heating element made in the form of an isotropic core.

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References

  1. Designing of Distributed Control System with Pulse Control / Y.Ilyushin, D.Pervukhin, O.Afanasieva, A.Klavdiev, S.Kolesnichenko // Middle-East Journal of Scientific Research. 2014. 21(3). P.436-439. http://dx.doi.org / 10.5829/idosi.mejsr.2014.21.03.21433
  2. Ilyushin Y. Designing of temperature field control system of tunnel kilns of conveyor type // Scientific-technical news of S.Pt.SPI. 2011. 3(126). P.67-72.
  3. Kolesnikov A. Nonlinear Oscillations Control. Energy Invariants // Journal of Computer and Systems Sciences Inter-national. 2009. 48(2). P.185-198. http://dx.doi.org/10.1134/S1064230709020038
  4. Kolesnikov A. Discharge of a Copper-Magnesium Galvanic Cell in the Presence of a Weak Electromagnetic Field / A.Kolesnikov, Ya.Zarembo, V.Zarembo // Russian Journal of Physical Chemistry A. 2007. 81(7). P.1178-1180. http://dx.doi.org/10.1134/s003602440707031x
  5. Pleshivtseva Y. The Successive Parameterization Method of Control Actions in Boundary Value Optimal Control Problems For Distributed Parameter Systems / Y.Pleshivtseva, E.Rapoport // Journal of Computer and Systems Sciences International. 2009. 48(3). P.351-362. http://dx.doi.org/10.1134/S1064230709030034
  6. Rapoport E. Structural Parametric Synthesis of Automatic Control Systems with Distributed Parameters // Journal of Computer and Systems Sciences International. 2006. 45(4). P.553-566. http://dx.doi.org/10.1134/S1064230706040071
  7. Structuring of Inorganic Materials in Weak Rf Electromagnetic Fields / V.Zаrembo, O.Kiseleva, A.Kolesnikov, N.Burnos, K.Suvorov // Inorganic Materials. 2004. 40(1). P.86-91. http://dx.doi.org/10.1023/B:INMA.0000012184.66606.59
  8. Zarembo V. Background Resonant Acoustic Control of Heterophase Processes / V.Zarembo, A.Kolesnikov // Theo-retical Foundations of Chemical Engineering. 2006. 40(5). P.483-495. http://dx.doi.org/10.1134/s0040579506050058
  9. Zinc Electrochemical Reduction on a Steel Cathode in a Weak Electromagnetic Field / A.Kolesnikov,
  10. Ya.Zarembo, L.Puchkov, V.Zarembo // Russian Journal of Physical Chemistry A. 2007. 81(10). P.1715-1717. http://dx.doi.org/10.1134/s0036024407100330

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