Covid-19 Research

Review Article

Modeling the Movement of Groundwater VOD in a Rectangular Jumper with a Screen

Journal of Biomedical Research & Environmental Sciences article abstract with citation details, DOI, publication dates, subject areas, full text links, and references.

View DOI Submit Manuscript

Article Details

Publication record, authors, dates, abstract, and full text access.

Open Access
Article Type Review Article
Subject Environmental Sciences
OCLC 9039871618
Bereslavsky EN*
Issue: Volume2-Issue2
Pages: 069-073
Received: 2021-02-15
Accepted: 2021-02-22
Published: 2021-02-23

Abstract

Within the framework of planar steady-state filtration of incompressible fluid according to Darcy’s law, an exact analytical solution of the problem of flow in a rectangular cofferdam with a screen in the presence of evaporation from the free surface of groundwater is given. The limiting cases of the considered motion - filtration in unconfined reservoir to imperfect gallery, as well as the flow in the absence of evaporation - are noted.

FullText HTML FullText PDF DOI: 10.37871/jbres1191 Crossmark

Certificate of Publication

Certificate of Publication

Copyright

© 2021 Bereslavsky EN. Distributed under Creative Commons CC-BY 4.0 Creative CommonsAttribution

How to cite this article

Bereslavsky EN. Modeling the Movement of Groundwater VOD in a Rectangular Jumper with a Screen. J Biomed Res Environ Sci. 2021 Feb 23; 2(2): 069-073. doi: 10.37871/jbres1191, Article ID: jbres1191

Subject area(s)

EcotoxicologyEcosystem Science

References

  1. Polubarinova-Kochina PY. Theory of groundwater movement. Moscow: Gostekhizdat; 1952. p. 677. 2nd Ed. Moscow: Nauka; 1977. p. 664.
  2. Numerov SN. Theory of motion of liquids and gases in a non-deformable porous medium. Moscow: Gostekhizdat; 1953. p. 616.
  3. Polubarinova-Kochina PY. Development of Studies on Filtration Theory in the USSR (1917-1967). Ed. Moscow: Nauka; 1967. p. 545.
  4. Mikhailov GK, Nikolaevsky VN. In: Mechanics in the USSR for 50 years. Moscow: Nauka; 1970. V(2). p. 585-648.
  5. Polubarinova-Kochina PYa, Pryazhinskaya VG, Emikh VN. Mathematical methods in matters of irrigation. Moscow: Nauka; 1969. p. 414.
  6. Kochina PYa. Selected Works. Hydrodynamics and Filtration Theory. Moscow: Nauka; 1991. p. 351.
  7. Pryazhinskaya VG. Groundwater motion in a rectangular cofferdam with an impermeable vertical wall. Izv Mechanics and Engineering. 1964. â„–4. p. 41-49.
  8. Polubarinova-Kochina PYa, Postnov VA, Emikh N, Emikh VN. The steady-state filtration to an imperfect gallery in an unpressurized reservoir. Izv MZHG. 1967. â„– 4. p. 97-100.
  9. Bereslavsky EN, Dudina LM. On motion of ground waters to an imperfect gallery in the presence of evaporation from a free surface. Vestnik S.-Petersburg. Series 1. Mathematics. Mechanics. Astronomy. 2017. №4. Т. 4(62). p. 654-663.
  10. Bereslavsky EN, Kochina PYa. On some Fuchs class equations in hydro- and aeromechanics. Izvestiya RAN MJG. 1992. â„–5. p. 3-7.
  11. Kochina PYa, Bereslavsky EN, Kochina NN. Analytic theory of Fuchs class linear differential equations and some problems of underground hydromechanics. Preprint No. 567. М, Institute of Mechanics Problems. MOSCOW : INSTITUTE FOR PROBLEMS OF MECHANICS OF THE RUSSIAN ACADEMY OF SCIENCES, 1996. Part 1. p. 122.
  12. Bereslavsky EN, Kochina PY. On Fuchs class differential equations encountered in some problems of fluid and gas mechanics. Izv MJG. 1997. №5. С.9–17.
  13. Bereslavsky EN. On the Integration in Closed Form of Some Fuchs Class Differential Equations Occurring in Hydro-Paeromechanics. DAN. 2009. Т. 428. №4. p. 439–443.
  14. Golubev VV. Lectures on the analytic theory of differential equations. Moskow: L Gostekhizdat; 1950. p. 436.
  15. Bereslavsky EN, Likhacheva NV. Mathematical modeling of filtration from canals and sprinklers. Vestnik S-Petersburg. Un-tat. Series 10. Appl Inform Proce management. 2012;V(3). p. 10-22.
  16. Bereslavsky EN, Dalinger JM, Dudina LM. Modeling of groundwater motion a screen. Reports of RAS. Physics. Technical Sciences.2020. Т. 490. № 1. С. 57-62.
Publish with JBRES — Peer-reviewed, multidisciplinary Open Access with rapid review, DOI, and global visibility.
Double-Blind CrossRef DOI Discoverable
Submit Manuscript Membership