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- W2006198503 abstract "The paper by Bachmat and Bear [1964] is the most recent of many that have come to my attention in which emphasis is given entirely to the analytical form and implications of what is assumed to be the governing transport equation for hydrodynamic dispersion in porous-medium systems. But this partial differential equation tends to be nonlinear and of high order, with high-rank tensorial as well as vectorial terms, and many ramifications must be introduced to treat the most general cases of unsteady and nonuniform flow of inhomogeneous fluids in inhomogeneous (and perhaps anisotropic, and perhaps nonlinearly elastic) porous solids, for example in cases where there may be two or more immiscible interstitial fluids, so that saturation becomes an added dependent variable and so that fluid-solid interfacial interactions assume importance. Additionally, for completeness one may wish to consider the possibility of chemical reactions and of effects involving solution of the solid matrix and/or precipitation from the fluid saturants. To be even more general one may wish to take explicit note of complicated phase changes due to temperature and/or pressure variation." @default.
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- W2006198503 date "1964-12-15" @default.
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- W2006198503 title "Discussion of paper by Y. Bachmat and J. Bear, ‘The general equations of hydrodynamic dispersion in homogeneous, isotropic, porous mediums’" @default.
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- W2006198503 doi "https://doi.org/10.1029/jz069i024p05432" @default.
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