A method for numerical simulation of haline convective flows in porous media as applied to geology
E. B. Soboleva

This publication is cited in the following articles:

1. Pavel Kokhanov, Vyacheslav Tsybulin, Advanced Structured Materials, 223, Current Developments in Solid Mechanics and Their Applications, 2025, 337  
2. Elena Soboleva, “On the Influence of Weak Heterogeneity of Porous Medium on Rayleigh–Taylor Convection of Miscible Fluids”, Transp Porous Med, 152:8 (2025)  
3. K. R. Zhitnikov, G. G. Tsypkin, “Time dependence of stability of the water-vapor phase transition front in high-temperature rocks”, Comput. Math. Math. Phys., 65:5 (2025), 1090–1102        
4. E. B. Soboleva, “Simulation of One-Sided Convection in a Porous Medium Using a Nonlinear Equation of State”, Fluid Dyn, 60:3 (2025)  
5. Elena Soboleva, “Instability Problems and Density-Driven Convection in Saturated Porous Media Linking to Hydrogeology: A Review”, Fluids, 8:2 (2023), 36  
6. Vasily Govorukhin, Mezhlum Sumbatyan, Vyacheslav Tsybulin, Advanced Structured Materials, 170, Sixty Shades of Generalized Continua, 2023, 305  
7. E. B. Soboleva, Earth and Environmental Sciences Library, Advanced Hydrodynamics Problems in Earth Sciences, 2023, 1  
8. E. B. Soboleva, “Influence of finite-density fluctuations on the development of the Rayleigh–Taylor instability in a porous medium”, Theoret. and Math. Phys., 211:2 (2022), 724–734          
9. E. B. Soboleva, Springer Geology, Processes in GeoMedia—Volume IV, 2022, 109  
10. E. B. Soboleva, “Numerical simulation of haline–convective flows with viscosity contrast in a porous medium”, Comput. Math. Math. Phys., 62:11 (2022), 1942–1954        
11. E. B. Soboleva, “Onset of Rayleigh-Taylor convection in a porous medium”, Fluid Dyn., 56:2 (2021), 200–210        
12. E. B. Soboleva, Springer Geology, Processes in GeoMedia - Volume II, 2021, 107