Modeling of heterogeneous materials and media is a problem of fundamental importance to
a wide variety of phenomena with applications to many disciplines, ranging from condensed …

This third edition offers a comprehensive overview of the latest theories on flow, transport,
and heat-exchange processes in porous media. It also details sophisticated porous media …

Accounting for the morphology of shale formations, which represent highly heterogeneous
porous media, is a difficult problem. Although two-or three-dimensional images of such …

Wavelets are localized small waves that exhibit the characteristic oscillatory behavior of
waves with an amplitude that declines rapidly to zero. Their properties include orthogonality …

A method of multiphase flow upscaling of a fine scale geologic model. A local domain is
defined from the fine scale geologic model. The local domain includes adjacent upstream …

Modeling flow and solute transport in large-scale (eg) on the order of 10 3 m heterogeneous
porous media involves substantial computational burden. A common approach to alleviate …

Wavelet transforms (WTs) constitute a class of powerful tools for spectral and local analysis
of data, such as time series, geophysical data, and well logs, as well as modeling of various …

Upscaling of 1D two‐phase flows in heterogeneous porous media is important in
interpretation of laboratory coreflood data, streamline quasi 3D modeling, and numerical …

We investigate how the uncertainty stemming from disordered porous media that display
long-range correlation in the hydraulic conductivity (K) field propagates to predictions of …

Determining the effective permeability (k eff) of geological formations has broad applications
to site remediation, aquifer discharge or recharge, hydrocarbon production, and enhanced …