Kholmatzhon Kh. Imomnazarov E-mail imom@omzg.sscc.ru Organization Institute of Computational Mathematics and Mathematical Geophysics SB RAS — acting head of the laboratory Academic title Professor
Imomnazarov K., Mikhailov A., Omonov A., Tordeux S. Modeling the 2D seismic waves propagation from singular sources in porous media based on the Laguerre spectral method // Mathematical Modeling in Geophysics. — 2021. — # 23 — P. 1-8
Imomnazarov B., Imomnazarov K., Khaydarov I. Thermodynamically consistent model of shale swelling around a cylindrical wellbore // Mathematical Modeling in Geophysics. — 2019. — # 21 — P. 23-33
Imomnazarov K., Imomnazarov S., Urev M., Bakhramov R. The solution of one overdetermined stationary system arising in an incompressible two-fluid medium in a half-space // Mathematical Modeling in Geophysics. — 2019. — # 21 — P. 35-42
Imomnazarov K., Imomnazarov S., Mamatqulov M. Non-existence of the global solution of initial boundary value problem for the incompressible two-velocity medium equation // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2017. — # 16 — P. 13-19
Imomnazarov B., Imomnazarov K. Poroelasticity theory of chemically active clay shales // Mathematical Modeling in Geophysics. — 2017. — # 20 — P. 11-17
Perepechko Y., Sorokin K., Imomnazarov K. Modeling of the nonlinear motion of saturated granular media // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2015. — # 15 — P. 51-65
Vasiliev G., Imomnazarov K., Mamasoliyev B. On one system of the Burgers equations arising in the two-velocity hydrodynamics // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2015. — # 15 — P. 67-76
Imomnazarov K., Imomnazarov S., Korobov P., Kholmuradov A. About one direct initial-boundary value problem for nonlinear one-dimensional poroelasticity equations // Mathematical Modeling in Geophysics. — 2015. — # 18 — P. 1-8
Imomnazarov K., Imomnazarov S., Korobov P., Kholmuradov A. About one inverse initial-boundary value problem for nonlinear one-dimensional poroelasticity equations // Mathematical Modeling in Geophysics. — 2015. — # 18 — P. 9-16
Imomnazarov K., Korobov P., Zhabborov N. Three-dimensional vortex flows of incompressible two-velocity media at constant saturation of substances // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2014. — # 14 — P. 17-25
Imomnazarov K. About one combined inverse problem for the equations of porous media and Maxwell's equations // Mathematical Modeling in Geophysics. — 2014. — # 17 — P. 1-4
Imomnazarov K., Imomnazarov S., Mamatqulov M., Chernykh E. The fundamental solution of the stationary two-velocity hydrodynamics equation with one pressure // Mathematical Modeling in Geophysics. — 2014. — # 17 — P. 5-12
Imomnazarov K., Imomnazarov S., Rakhmonov T., Yangiboev Z. Regularization of an inverse dynamic problem for the equation of SH waves in a porous medium // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 19-33
Imomnazarov K., Korobov P., Zhabborov N. Conservation laws for the two-velocity hydrodynamics equations with one pressure // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 35-43
Zhabborov N., Imomnazarov K. Mean value theorem for a system of differential equations for the stress tensor and pore pressure // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 105-112
Imomnazarov K. Comments about the paper by Amit Kumar et al. "Displacement and stress fields in a poroelastic half-space due to a concentrated force" published in the International Journal of Engineering Science and Technology (IJEST), 2012, Vol. 4, No. 6, p. 2475-2484 // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 113-115
Imomnazarov K., Mikhailov A. Laguerre spectral method as applied to numerical solution of a two-dimensional linear dynamic seismic problem for porous media // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 1-8
Imomnazarov K., Zhabborov N. Theorem of the mean for inhomogeneous poroelastic static system // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 9-15
Perepechko Y., Sorokin K., Imomnazarov K. Modeling of the free convection in a viscous compressible fluid // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 59-64
Imomnazarov K. About one form of the dynamic equation of porous media in terms of velocities, stresses, and pressure // Mathematical Modeling in Geophysics. — 2010. — # 13 — P. 41-44
Imomnazarov K., Zhabborov N. Spherical mean value theorem for a poroelastic static system // Mathematical Modeling in Geophysics. — 2010. — # 13 — P. 45-49
Imomnazarov K. On the relationship between the electrical conductivity with other kinetic and thermodynamic parameters of sedimentary rocks // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 11-14
July T., Imomnazarov K. Numerical modeling of the filtration theory problems for saturated porous media // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 15-17
Perepechko Y., Dorovsky V., Imomnazarov K. The pulse action on saturated porous media // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 67-80
Grachev E., Zhabborov N., Imomnazarov K. On one problem for the statics equations of elastic-deformed porous media in a half-plane // Mathematical Modeling in Geophysics. — 2003. — # 8 — P. 43-46
Imomnazarov K., Imomnazarov B. Using borehole electroseismic measurements to detect and describe permeable zones // Mathematical Modeling in Geophysics. — 2003. — # 8 — P. 47-57
Goryunov E., Imomnazarov K. Numerical solution to combined one-dimensional inverse problems for Maxwell's equation and equations of porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 25-40
Imomnazarov K. Estimates of conditional stability of some combined inverse problems for Maxwell's equations and equations of porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 41-52
Imomnazarov K. On hydrodynamics equations of solutions for conducting porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 53-58
Imomnazarov K., Matevosyan A. On the diffraction of nonstationary SH-wave on semi-infinite crack in porous elastic medium // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 59-62
Imomnazarov K. Concentrated force in a porous half-space // Mathematical Modeling in Geophysics. — 1998. — # 4 — P. 45-77
Imomnazarov K. On the solvability of the inverse problem for the parabolic equation // Mathematical Modeling in Geophysics. — 1996. — # 2 — P. 29-36