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Stochastic analysis of three-dimensional flow in a bounded domain

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STOCHASTIC ANALYSIS OF THREE-DIMENSIONAL FLOW IN A BOUNDED DOMAIN.; 1986; Article; Journal; Water Resources Research; Naff, R. L.; Vecchia, A. V.

Summary

A commonly accepted first-order approximation of the equation for steady state flow in a fully saturated spatially random medium has the form of Poisson's equation. This form allows for the advantageous use of Green's functions to solve for the random output (hydraulic heads) in terms of a convolution over the random input (the logarithm of hydraulic conductivity). A solution for steady state three- dimensional flow in an aquifer bounded above and below is presented; consideration of these boundaries is made possible by use of Green's functions to solve Poisson's equation. Within the bounded domain the medium hydraulic conductivity is assumed to be a second-order stationary random process as represented by a simple three-dimensional [...]

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Harvested on Mon Jul 21 14:00:03 MDT 2014 from MODS XML Service

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Type Scheme Key
local-index unknown 70015092
local-pk unknown 70015092
doi http://www.loc.gov/standards/mods/mods-outline-3-5.html#identifier doi:10.1029/WR022i005p00695
series unknown Water Resources Research

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journalWater Resources Research
parts
typevolume
value22
typeissue
value5
languageEnglish
citationTypeArticle

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