Physics and Chemistry of Porous Media - IIBanavar, Joel Koplik, Kenneth W. Winkler |
Contents
Mictostructure 1987 | 3 |
A Model for Dolomitization by Pore Fluid Flow | 17 |
T1Permeability Correlations | 37 |
Copyright | |
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acoustic aerogels albite attenuation behavior boundary brines bulk calcite calculated capillary carbonate cataclastic chemical chemistry clay minerals coefficient conductivity contact angle contact line curves density dependence diagenesis diagenetic dielectric diffusion dispersion displaced fluid displacement distribution dolomite ductile dynamic energy enthalpy equations evaporites experimental field Figure flow rate fluid flow fractal function Geol geometry gradient grains increasing injected fluid interactions intercalation interface kaolinite layer length scale Lett limit macroscopic measured mechanism medium mode observed parameters particles percolation percolation threshold permeability phase Phys Physics pore fluid pore space porosity porous materials porous media pressure problem properties random ratio reactions regime saline sample sandstone saturated scattering Schlumberger-Doll Research sedimentary basins sedimentary rocks sediments self-affine shear silica smectite solution structure subsurface superfluid surface suspension temperature test sphere theory tortuosity transition values velocity vermiculite viscosity volume wave weight percent