On Steady-State Filtration of Fluid in Strip-Like and Wedge-Shaped Porous Ground Bases

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Abstract:

In statement of the steady-state filtration theory and within the framework of the Darcy`s law plane boundary value problems for the strip-like and wedge-shaped porous ground base are considered when through some system of segments on one face of the base the fluid with a certain vertical velocity or with a certain pressure is injected inside the base. These solutions are reduced to integral equations by means of integral transforms.

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373-378

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October 2014

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] Aravin V.E., Numerov S.N. Theory of Liquid and Gas Movement in Non-Deformable Porous Medium. - M.: Gostekhizdat, 1953, 616p. (in Russian).

Google Scholar

[2] Polubarinova-Kolchina P. Ya. Theory of Soil Water Movements. - M.: Nauaka, 1977, 664p. (in Russian).

Google Scholar

[3] Filchakov P.F. Theory of Filtration under the Hydro-technical Constructions. V. 1. - Kiev, 1959, 308p. (in Russian).

Google Scholar

[4] Lamb H. Hydrodynamics. - М. -L.: OGIZ, 1947, 928p. (Russian translation).

Google Scholar

[5] Erdogan F., Gupta G. D., Cook T. S. The numerical solutions of singular integral equations. Methods of Analysis a solution of crack problems, pp.368-425.

DOI: 10.1007/978-94-017-2260-5_7

Google Scholar

[6] Theocaris P.S., Iokimidis N.I. Numerical Integration Methods for the Solution of singular Integral Equations. Quart. Appl Math., vol xxxv, No1, pp.173-185, (1977).

DOI: 10.1090/qam/445873

Google Scholar

[7] Panasyuk W.W., Sawruk M.P., Datsishin A.P. Distribution of Stresses near the Cracks in Plates and Shells. – Kiev: Naukova Dumka, 1976. 443p. (in Russian).

Google Scholar

[8] Shtaerman I.Y. Contact problem of theory elasticity. M. –L: Gostechizdat, 1949, 270 p.

Google Scholar