作者: Paul Meakin , Alexandre M. Tartakovsky
DOI: 10.1029/2008RG000263
关键词:
摘要: In the subsurface fluids play a critical role by transporting dissolved minerals, colloids and contaminants (sometimes over long distances), mediating dissolution precipitation processes enabling chemical transformations in solution at mineral surfaces. Although complex geometries of fracture apertures, networks pore spaces may make it difficult to accurately predict fluid flow saturated (single-phase) systems, well developed methods are available. The simulation multiphase is much more challenging because large density and/or viscosity ratios found important applications (water/air vadose zone, water/oil, water/gas, gas/oil water/oil/gas oil reservoirs, water/air/non-aqueous phase liquids (NAPL) contaminated zone systems gas/molten rock volcanic for example). addition, behavior fluid-fluid-solid contact lines, its impact on dynamic angles, must also be taken into account, coupled with flow. Pore network models simple statistical physics based such as invasion percolation diffusion-limited aggregation have been used quite extensively. However, these simplified space physics. Other lattice Boltzmann gasmore » models, molecular dynamics, Monte Carlo methods, particle dissipative dynamics smoothed hydrodynamics firmly first principles, they do not require geometries. less (in some cases very less) computationally efficient that models. Recently combination continuum computation fluid-fluid interface tracking or capturing dependence angles velocity line has simulate spaces. Fundamental conservation principles - momentum, mass (or volume incompressible fluids) energy, symmetries (Galilean invariance isotropy) central them. mesoscale observance microscopic level leads macroscopic can represented Navier Stokes equation. remarkable fact all simpe fluids, irrespective their nature, described Navier-Stokes equation result acting level.« less