Laws of flow with a limiting gradient in anisotropic porous media |
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Authors: | N M Dmitriev V M Maksimov M T Mamedov |
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Abstract: | The equations of viscoplastic fluid flow through a porous medium are written for all types of anisotropy. It is shown that
in anisotropic media the flows with a limiting gradient are characterized by two material tensors: the tensor of permeability
(flow resistance) coefficients and the tensor of limiting gradients. A complex of laboratory measurements for determining
the tensors of permeability coefficients and limiting gradients is considered for all types of anisotropic media. It is shown
that the tensors of permeability coefficients and limiting gradients are coaxial. Conditions of flow onset and fluid flow
laws are formulated for media with monoclinic and triclinic symmetries of flow characteristics. |
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