Directory UMM :Data Elmu:jurnal:A:Advances In Water Resources:Vol23.Issue3.1999:
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Queyranne, A combinatorial algorithm for minimizing symmetric submodular functions, Proceedings of the Sixth ACM-SIAM Symposium on Discrete Algorithms, 1995, pp. Vazirani, Finding a
This study presented a method, based on the concepts of geostatistics, for developing a model, from which a rapid and reliable representative value of saturated hydraulic
But if such heteroge- neities can be accurately described in a statistical sense, e.g., at the pore scale, then percolation theory can be applied to generate both mean values and
Our previous three-dimensional network model [30,31] incorporates a physical development of pore- scale wettability on various petrophysical characteristics (in particular
E,G end-gate unit cell of a ganglion EMT eective medium theory FAV ¯ow arrangement variables GCD ganglion cells domain GD ganglion dynamics LGD large ganglion dynamics PA
In this paper we analyze a model for brine transport in porous media, which includes a mass balance for the fluid, a mass balance for salt, Darcy’s law and an equation of state,
The equation describing the ensemble-average solute concentration in a heterogeneous porous media can be developed from the Lagrangian (stochastic–convective) approach and from a
In this article we consider the transport of an adsorbing solute in a two-region model of a chemically and mechanically heterogeneous porous medium when the condition of
