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Numerical modelling of thermal and gas-dynamic processes in a two-stage atomizer for analytical spectrometry
Nagulin K., Tsivil'Skiǐ I., Nazmiev R., Gil'Mutdinov A.
Based on a numerical solution of the Navier-Stokes equations and the equations of molecular
Analytical solutions to a problem of sink-source flow in a porous medium
Kacimov A., Obnosov Y.
New analytical solution to the problem of fluid flow in a porous reservoir composed by rectangular
Dynamics of groundwater mounds: Analytical solutions and integral characteristics
Kacimov A.
picture of reference volumes. These characteristics are obtained from numerical solution of a system
Numerical analysis of the model of distribution of LTE network resources with narrow-band iot traffic
Begishev V.O., Machnev E.A., Molchanov D.A., Samuylov A.K.
-IOT networks will find wide application in solutions for smart cities and many other tasks. Based
Can heterogeneity of the near-wellbore rock cause extrema of the Darcian fluid inflow rate from the formation (the Polubarinova-Kochina problem revisited)?
Obnosov Y., Kasimova R., Al-Maktoumi A., Kacimov A.
with the analytical results for the two-conductivity zone. Numerical solution is also obtained for an aquifer with a
The Approximate Solution of 2D Dirichlet Problem in Doubly Connected Domains
of the analytical in this domain function vanishes at points outside the domain. The resulting solution
Three-dimensional modelling of the analyte dynamics in electrothermal atomizers for analytical spectrometry: influence of physical factors
Gilmutdinov A., Mrasov R., Somov A., Chakrabarti C., Hutton J.
numerical solution of the three-dimensional diffusion equation written with the appropriate boundary
Analytical solutions for global geodesic acoustic modes in tokamak plasmas
Ilgisonis V.I., Konoval’tseva L.V., Lakhin V.P., Sorokina E.A.
Analytical solutions for global geodesic acoustic modes in the plasma of a tokamak with circular
Solutions of diffusion equation for point defects
Velichko, O. I.
calculated. The exact analytical solution was used to verify the approximate numerical solution of diffusion
Dynamics of Solitons of the Generalized Nonlinear Schrödinger Equation in an Inhomogeneous and Nonstationary Medium: Evolution and Interaction
Belashov V.Y., Kharshiladze O.A., Belashova E.S.
is not completely integrable, and its analytical solutions are generally unknown (except, perhaps, for smooth

Страница 7 из 4202

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