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Journal of Automation and Information Sciences

Erscheint 12 Ausgaben pro Jahr

ISSN Druckformat: 1064-2315

ISSN Online: 2163-9337

SJR: 0.173 SNIP: 0.588 CiteScore™:: 2

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Mathematical Modeling of Dynamicsof the Process of Filtration Convective Diffusion under the Condition of Time Nonlocality

Volumen 44, Ausgabe 4, 2012, pp. 13-22
DOI: 10.1615/JAutomatInfScien.v44.i4.20
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ABSTRAKT

Mathematical modeling of dynamics of locally unbalanced in time process of convective diffusion of soluble substances for two-dimensional steady plane-vertical filtration with a free surface is performed.

REFERENZIERT VON
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  2. Bulavatsky V. M., Bogaenko V. A., Mathematical Modeling of the Dynamics of Nonequilibrium in Time Convection–Diffusion Processes in Domains with Free Boundaries, Cybernetics and Systems Analysis, 52, 3, 2016. Crossref

  3. Bulavatsky V. M., Solutions of Some Problems of Fractional-Differential Filtration Dynamics Based on Models with ABC-Fractional Derivative, Cybernetics and Systems Analysis, 53, 5, 2017. Crossref

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  8. Romashchenko M. I., Bohaienko V. O., Matiash T. V., Kovalchuk V. P., Krucheniuk A. V., Numerical simulation of irrigation scheduling using fractional Richards equation, Irrigation Science, 39, 3, 2021. Crossref

  9. Bohaienko Vsevolod, Matiash Tetiana, Krucheniuk Anatolij, Decision Support System in Sprinkler Irrigation Based on a Fractional Moisture Transport Model, in Advances in Computer Science for Engineering and Education IV, 83, 2021. Crossref

  10. Bulavatsky V. M., Mathematical Models with Local M-Derivative and Boundary-Value Problems of Geomigration Dynamics, Cybernetics and Systems Analysis, 57, 4, 2021. Crossref

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