Clear and Fuzzy Neighborhood Models of Wastewater Treatment

Authors

  • A.M Smyrin
  • I.A Sedukh

DOI:

https://doi.org/10.14419/ijet.v7i3.5.15192

Published:

2018-07-07

Keywords:

.

Abstract

The paper describes the definition of wastewater and their main types, shows the main components of the sewage treatment plant. The process of wastewater treatment is presented using clear and fuzzy dynamic neighborhood models, their comparative characteristics are given, and a conclusion is drawn.

References

[1] Shmyrin, A.M., Sedykh, I.A, (2009), Identification and control algorithms of functioning for neighborhood systems based on petri nets, Automation and Remote Control, V. 71, No. 6, pp. 1265-1274

[2] Shmyrin, A.M., Sedykh, I.A, (2009), published in Upravlenie Bol’shimi Sistemami, No. 24, p. 18–33.

[3] Shmyrin, A.M., Sedykh, I.A, (2016), Neural Networks Neighborhood Models, Global Journal of Pure and Applied Mathematics, Vol. 12, No. 6, p. 5039-5046.

[4] Blyumin, S.L., Shmyrin, A.M, (2005), Neighborhood system. Lipetsk: LEGI, p. 132.

[5] Blyumin, S.L., Shmyrin, A.M., Shmyrina, O.A, (2010), Bilinear neighborhood system. Lipetsk: LEGI, p. 130.

[6] Blyumin, S.L., Shmyrin, A.M., Sedykh, I.A., Filonenko, V.Y, (2010), Neighborhood simulation of Petri nets. Lipetsk: LEGI, p. 124.

[7] Shmyrin, A.M., Sedykh, I.A, (2012), Classification neighborhood bilinear models, Vestnik Tambov University. A series of Natural and technical Sciences. Tambov, T. 17. Vol. 5, pp. 1366-1369.

[8] Shmyrin, A.M., Sedykh, I.A, (2012), Discrete model in the class neighborhood systems, Bulletin of Tambov University. A series of Natural and technical Sciences. Tambov, T. 17. Vol, 3, pp. 867-871.

[9] Sedykh, I.A, (2016), Parametric identification of linear dynamic models neighborhoodCollection of articles of International scientific-practical conference "Innovation science: the past, present, future". Ufa: AETERNA, pp. 12-19.

[10] Shmyrin, A.M., Sedykh, I.A., Semina, V.V, (2016), Identification neighborhood neural network model based on a greedy, "poluianov" algorithms and algorithm Kachmazh, Vestnik TSU. Ser. Natural and technical Sciences, T. 21. Vol. 6, pp. 2121-2127.

[11] Shmyrin, A.M., Sedykh, I.A., Shcherbakov, A.P, (2014), A General bilinear discrete models, Herald of the Voronezh state technical University, T. 10, Vol. 3-1, pp. 44 – 49.

[12] Shmyrin, A.M., Sedykh, I.A, (2008), Identification of linear systems neighborhood representing Petri nets, prospects of development of information technologies. The collection of materials of I all-Russian scientific-practical conference. Novosibirsk, pp. 91-97.

[13] Zainullin, R.R., Galyautdinov, A.A, (2016), Problems of urban wastewater, Innovative science, Vol. 6-2, pp. 68-69.

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How to Cite

Smyrin, A., & Sedukh, I. (2018). Clear and Fuzzy Neighborhood Models of Wastewater Treatment. International Journal of Engineering & Technology, 7(3.5), 18–20. https://doi.org/10.14419/ijet.v7i3.5.15192

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Received 2018-07-06
Accepted 2018-07-06
Published 2018-07-07