Mathematical model of polder systems and optimum management cut soilwater

N. D. Bobarykin

Matematičeskoe modelirovanie, Tome 17 (2005) no. 7, pp. 3-10.

Résumé

Management strategy of water modes at melioration superfluously moist soil must correspond to solving the basic task – to create the optimum mode of moistening meliorated soil in the root-abiding layer. In this connection the mathematical polder system model is based on the water transference in the sediment system simulating–evaporation–melioration space–open conducting channels septum. At such an approach the non-stationary polder system model is based on the presence of two communicating contours – the open conducting channels system with the draining pump stations and the system of drained soil areas which are described with the hydrodynamic system of equations as well as with the strategy of optimum water modes monitoring of drained soil areas.

Bibliographie

[1] Bobarykin N. D., Optimalnoe upravlenie rezhimom gruntovykh vod na osnove invariantnoi nestatsionarnoi matematicheskoi modeli poldernykh sistem (nauchnoe izdanie), KGTU, Kaliningrad, 2004, 168 pp.

[2] Ber Ya., Zaslavski D., Irmei, Fiziko-matematicheskie osnovy filtratsii vody, Mir, M., 1971 | Zbl

[3] Rukovodstvo po proektirovaniyu i izyskaniyu ob'ektov meliorativnogo i vodokhozyaistvennogo stroitelstva v Belorusskoi SSR (RPI-82). Chast 11. Osushitelnye i osushitelno-uvlazhnitelnye sistemy. Kniga 2. Meliorativnye sistemy s mekhanicheskim otvodom, Belgiprovodkhoz, Minsk, 1983, 176 pp.

[4] Rekomendatsii po proektirovaniyu sistem s reguliruemym urovnem pochvenno-gruntovykh vod na polderakh dlya uslovii Kaliningradskoi oblasti, Gosizdat, L., 1988, 69 pp.

[5] Epikhov G. P., “Matematicheskaya model planovoi filtratsii vo vzaimosvyazi s rechnym stokom i ee realizatsiya”, Vodnye resursy, 1980, no. 2, 35–45 | MR

[6] Latyshev K. S., Bobarykin N. D., Medvedev V. V., “Raznostnye metody resheniya sistemy odnomernykh gazodinamicheskikh uravnenii v zadachakh modelirovaniya ionosfery”, Ionosfernye issledovaniya, 28 (1979), 38–46

[7] Bobarykin N. D., Ryaboi V. E., “O primenenii metoda kompleksnogo matematicheskogo modelirovaniya dinamiki urovnevogo rezhima poldernykh sistem v protsesse izucheniya selskokhozyaistvennykh distsiplin”, Sb. Nauch. trudov KGTU, 1998, 38–40

[8] Raschet nestatsionarnykh gidrodinamicheskikh protsessov v kanale “Sibir–Srednyaya aziya”, Otchet instituta gidrodinamiki SO AN SSSR (zaklyuchitelnyi), 1986 | MR

[9] Samarskii A. A., Teoriya raznostnykh skhem, Izdanie vtoroe, Nauka, M., 1983, 616 pp. | MR

[10] Novikov S. M., Goncharova Zh. S., Obzornaya informatsiya, Vypusk 1, Obninsk, 1984, 50 pp. | MR

[11] Budlei V. R., Modelirovanie gidromeliorativnykh sistem, Naukova dumka, Kiev, 1973, 200 pp.

[12] Dudzh Dzh., Kin R., “Matematicheskoe modelirovanie stoka s malykh territorii neosushennykh i osushennykh torfyanikov v Glinemoi”, Mezhdunarodnyi simpozium po gidrologii zabolochennykh territorii, t. 1, Minsk, 1973, 319–324 | MR

[13] Zhernov I. E., Shestakov V. M., Modelirovanie filtratsii podzemnykh vod, Nedra, M., 1971, 744 pp. | MR

[14] Zivert A. A., “O primenenii gidravlicheskogo i matematicheskogo modelirovaniya dlya issledovanii gidravlicheskikh yavlenii”, Tezisy dokladov nauchno-otchetnoi konferentsii LatNIIGiM (16–17 marta 1971), LatNIIGiM, Elgava, 1971, 7–8 | MR

[15] Zivert A. A., “Prognoz pavodkovogo rezhima rek metodom matematicheskogo modelirovaniya”, Gidrotekhnika i melioratsiya, 1973, no. 7, 50–55

[16] Kalinin G. P., Myulikov P. I., Priblizhennyi raschet neustanovivshegosya dvizheniya vodnykh mass, Trudy TsIP, 66, 1958, 72 pp.

[17] Shebeko V. F., Zakrzhevskii P. I., Bragilevskaya E. A., Gidrologicheskie raschety, Gidrometeoizdat, L., 1980 | MR

[18] Afanasik G. I., Finskii A. I., “Podpityvanie korneobitaemogo sloya ot urovnya gruntovykh vod”, Problemy melioratsii Polesya, ch. 2, Minsk, 1970

[19] Bobarykin N. D., Latyshev K. S., “Modelirovanie dvizheniya vody v provodyaschikh kanalakh poldernykh sistem”, Matematicheskoe modelirovanie, 17:9 (2005), 27–34