Computational Methods for Multiphase Flows in Porous Media by Zhangxin Chen PDF

By Zhangxin Chen

ISBN-10: 0898716063

ISBN-13: 9780898716061

ISBN-10: 1601190131

ISBN-13: 9781601190130

This publication bargains a primary and useful advent to using computational tools, fairly finite aspect equipment, within the simulation of fluid flows in porous media. it's the first e-book to hide a large choice of flows, together with single-phase, two-phase, black oil, risky, compositional, nonisothermal, and chemical compositional flows in either traditional porous and fractured porous media. additionally, a variety of computational equipment are used, and benchmark difficulties of 9 comparative resolution initiatives prepared via the Society of Petroleum Engineers are offered for the 1st time in publication shape.

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Sample text

45) gives a pressure equation for p: −∇ · kλ ∇p − (ρw fw + ρo fo )℘∇z =− ∂φ qo qw + . 46) The phase velocities are related to the total velocity by (cf. 3) uw = fw u + kλo fw ∇pc + kλo fw (ρw − ρo )℘∇z, uo = fo u − kλw fo ∇pc + kλw fo (ρo − ρw )℘∇z. 48) ∂φ qw = −S + .

2 Critical Surfactant Concentration ......................... 413 This page has been reformatted by Knovel to provide easier navigation. 3 Critical Capillary Force ........................................ 4 Oil Relative Permeability Effects ......................... 5 Gas-liquid Ratio Effects ....................................... 6 Gas Velocity Effects ............................................ 6 Rock and Fluid Properties ................................................ 1 Adsorption ...........................................................

This equation is generally called Forchheimer’s law and incorporates laminar, inertial, and turbulence effects. It has been the subject of many experimental and theoretical investigations. These investigations have centered on the issue of providing a physical or theoretical basis for the derivation of Forchheimer’s law. , 2000B), and variational principles (Knupp and Lage, 1995). 2. 3. Threshold phenomenon. 8 Other effects There exist several effects that introduce additional complexity in the basic flow equations.

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Computational Methods for Multiphase Flows in Porous Media by Zhangxin Chen


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