Оценка приближенных математических моделей для нахождения параметров процесса растворения - page 7

Оценка приближенных математических моделей…
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Estimating approximate mathematical models
for finding the parameters of the dissolution process
© T.S. Kitaeva
Kaluga Branch of Bauman Moscow State Technical University, Kaluga, 248000, Russia
The article delves into the problem of underground salt dissolution. We employed the
basic approaches: the problem with the boundary conditions at the border of the dilution
chamber, analytical method, a semi-empirical method. All of the above approaches refer
to the processes occurring under isothermal conditions.
Keywords:
dissolution, mathematical modeling, boundary value problems, parameters of
dissolution, the boundary layer.
REFERENCES

Kaplukov D.R., Kalmykov V.N., Rylnikov M.
V. Kombinirovannaya ge-
otekhnologiya
[Combined geotechnology]. Moscow, Ore&Metals Publ., 2003.
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Glukhov B.P. Issledovanie struktury gidrodinamicheskikh potokov v kamere
pri podzemnom rastvorenii zalezhei kamennoi soli [Investigation of the struc-
ture of hydrodynamic flows in an underground chamber by dissolving rock salt
deposits].
Trudy VNIIG
[Proc. of the Russian Research Institute]. Iss. 56, Mos-
cow, Nedra Publ., 1989.

Aren V.Zh.. Fiziko-khimicheskaya geotekhnologiya [Physico-chemical tech-
nology]. Moscow, MGGU Publ., Series Higher mining education, 2001.

Khcheyan G.Kh., Naftulin I.S., Glukhov B.P. Geotekhnologicheskie protsessy
dobychi poleznykh iskopaemykh [Geotechnological processes for mining oper-
ations]. Moscow, Nedra Publ., 2003.
Kitaeva T.S.
(b. 1949) graduated from Gorky State University. Ph.D., Assoc. Pro-
fessor of the Physics Department, Kaluga Branch of Bauman Moscow State Technical
University. Research interests include the dissolution of underground salt, control of pro-
cess parameters. e-mail:
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