Mathematical model of drying process and subsequent cooled seeds in drying-cooling unit

Authors

  • N. A. Assankulov M.Kh. Dulaty Taraz State University, 080000, Taraz, Republic of Kazakhstan Author

Keywords:

seeds, drying, cooling, cooling unit, a mathematical model, the transfer function

Abstract

The investigation resulted in the mathematical model of drying process and subsequent cooling of seeds in the drying-cooling unit in a system of nonlinear differential equations in ordinary and partial derivatives. The system of differential equations is reduced to a system of integral equations and transfer functions. An integral equation describes the distribution of temperature of drying agent in the office in time. The results are applied to the synthesis system to stabilize process parameters of heat treatment of seeds in the drying-cooling unit.

References

Krasovskii, a. a., 1974. Phase space and the statistical theory of dynamical systems. Nauka, Moscow, 232 pp. (Ru).

evlanov, V. m. and l. g. Konstantinov, 1976. systems with random parameters. Nauka, Moscow. 256 pp. (Ru).

lipatov, l. i., 1973. Typical processes of chemical technology as objects of management.

Khimiya, Moscow. 316 pp. (Ru).

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Published

28.04.2011

Issue

Vol. 17 No. 2 (2011): Bulgarian Journal of Agricultural Science

Section

Plant Science

License

Copyright (c) 2011 Bulgarian Journal of Agricultural Science

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License.

How to Cite

A. Assankulov , N. (2011). Mathematical model of drying process and subsequent cooled seeds in drying-cooling unit. Bulgarian Journal of Agricultural Science, 17(2), 177-181. https://agriacad.eu/ojs/index.php/bjas/article/view/5822