COEFFICENT INVERSE PROBLEM FOR SOLUTE TRANSPORT IN A CYLINDRICAL NON-HOMOGENEOUS POROUS MEDIUM

Fozil Sulaymonov

Аннотация

In several works the sape of the medium is defined, such as cylinder, sphere, plate-layered medium etc. In one of them two coaxial cylinders are used, the intrinsic one ha relatively higher filtration-capacity properties (macrapore), and surrounding one-relatively less properties (micropore). As a rule two approaches are used: diffusional and kinetic.

Как цитировать

Sulaymonov, F. (2020). COEFFICENT INVERSE PROBLEM FOR SOLUTE TRANSPORT IN A CYLINDRICAL NON-HOMOGENEOUS POROUS MEDIUM. Журнал математики и информатики, 1(1). извлечено от https://pshedu.jdpu.uz/index.php/matinfo/article/view/409

Библиографические ссылки

Van Genuchten M.Th., Wierenga P.J., Mass Transfer Studies in Sorbing Porous Media I. Analytical Solution// Soil Science Society of America Journal, 1976, Vol 40, №4, 473-480.

Van Genuchten M.Th., Tang D.H. and Guennelon R., Some Exact Solutions for Solute Transport Through Soils Containing Large Cylindrical Macropores // Water Recourses Research. 1984. Vol. 20, № 3. Pp. 335-346.

B.Kh.Khuzhayorov, J.M.Makhmudov, F.U.Sulaymonov, Solute transport in a medium, consisting of macroporous and microporous cylindrical zones (Journal Problem of the mechanics, №3-4, Tashkent 2011), pp. 37-40.

Khuzhayorov B.Kh., Fadzilah Md Ali, Sulaymonov F.U., Kholiyarov E.Ch. Inverse coefficient problem for mass transfer in two-zone cylindrical porous medium // AIP publishing, USA “AIP Conference Proceedings”. - New York 2016, 020028(1-7) p.

Khuzhayorov B., Makhmudov J., Sulaymonov F. Solute transport with adsorption in cylindrical heterogeneous media // International Journal of Advanced Research in Science, Engineering and Technology. - India, 2018. Vol. 5, Issue 9. - P.6934-6943.

Mamatov, J., & Parmonov, A. (2020). Tasvirli masala matematikani o'qitish samaradorligini oshirish vositasi sifatida. Архив Научных Публикаций JSPI, 109-109.

Mamatov, J., & Tursunov , M. (2021). PIRAMIDALAR VA ULARNING TEKISLIKLAR BILAN KESIMI. Журнал математики и информатики, 1(2). извлечено от https://matinfo.jspi.uz/index.php/matinfo/article/view/1212

Mamatov, J. (2021). PRIZMALAR VA ULARNING TEKISLIKLAR BILAN KESIMI. Журнал математики и информатики, 1(2). извлечено от https://matinfo.jspi.uz/index.php/matinfo/article/view/1211

Abdug'aniyev, B. (2020). ИНТЕРНЕТ РЕКЛАМАЛАРИНИ ТАҚИҚЛОВЧИ ДАСТУРЛАРДАН ФОЙДАЛАНИШ. Журнал математики и информатики, (1).

Abdug'aniyev, B. (2020). Инструменты цифровой криминалистики и процесс выбора. Архив Научных Публикаций JSPI.

Butayev, R., Tailanov, N., & Isayev, N. (2020). THE DYNAMICS OF VORTEX OSCILLATION IN A SUPERCONDUCTOR. Журнал математики и информатики, (1).

Indiaminov, R., Butaev, R., Isayev, N., Ismayilov, K., Yuldoshev, B., & Numonov, A. (2020, June). Nonlinear integro-differential equations of bending of physically nonlinear viscoelastic plates. In IOP Conference Series: Materials Science and Engineering (Vol. 869, No. 5, p. 052048). IOP Publishing.

Mamatov, J., & Parmanov, A. (2021). PLANIMETRIK MASALALARNI ZAMONAVIY AXBOROT TEXNOLOGIYALARI VOSITASIDA O’QITISHNING SAMARADORLIGI HAQIDA . Журнал математики и информатики, 1(2). извлечено от https://matinfo.jspi.uz/index.php/matinfo/article/view/1702

Mamatov, J., & Parmanov, A. (2021). “3D CABRILOG V 2” DASTURI VOSITASIDA O’QUVCHILAR FAZOVIY TASAVVURINI RIVOJLANTIRISH . Журнал математики и информатики, 1(2). извлечено от https://matinfo.jspi.uz/index.php/matinfo/article/view/1703