Upstream finite element method for solution of transient transport equation in fractured porous media
A finite element method for the solution of two-dimensional transient dispersive-convective transport of nonconservative solute species in fractured porous media is presented. A two-nodal point one-dimensional transport element for fractures is developed which provides a number of advantages relative to conventional fracture representation by two-dimensional continuum elements. To eliminate the oscillatory behavior of convective-dominated transport which is a more likely occurrence in fracture, an efficient one-dimensional upstreaming method along with a two-dimensional method is implemented. Validity of the numerical scheme is established by comparison with existing one- and two-dimensional analytic solutions. 21 refs.
- Research Organization:
- Lawrence Berkeley Lab, CA, USA
- OSTI ID:
- 6940449
- Journal Information:
- Water Resour. Res.; (United States), Vol. 18:3
- Country of Publication:
- United States
- Language:
- English
Similar Records
Finite Element Modeling of Diffusion in Fractured Porous Media by Using Hierarchical Material Properties
NUMERICAL MODELING OF CONTAMINANT TRANSPORT IN FRACTURED POROUS MEDIA USING MIXED FINITE ELEMENT AND FINITE VOLUME METHODS
Related Subjects
42 ENGINEERING
FRACTURED RESERVOIRS
CONVECTION
FINITE ELEMENT METHOD
MATHEMATICAL MODELS
NUCLEAR ENERGY
OIL SHALES
POROUS MATERIALS
SOLUTES
TRANSIENTS
WASTE DISPOSAL
WATER RESOURCES
BITUMINOUS MATERIALS
CARBONACEOUS MATERIALS
ENERGY
ENERGY SOURCES
FOSSIL FUELS
FUELS
MANAGEMENT
MATERIALS
NUMERICAL SOLUTION
RESOURCES
WASTE MANAGEMENT
580100* - Geology & Hydrology- (-1989)
422000 - Engineering- Mining & Underground Engineering- (1980-)