A finite-difference model of three-dimensional granular displacement
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Authors
Burbey, Thomas J.
Issue Date
1994
Type
Dissertation
Language
en_US
Keywords
Hydrology , Modeling , Numerical Model , Ground-water flow model , Homogeneous Aquifers , Confined Aquifers , Unconfined , Heterogeneous , Vectors , Crank-nicolson , Chebyshev , Wells , Boundary Conditions , Granular Movement , Finite-difference , Mackay Theses and Dissertations Grant Collection
Alternative Title
Abstract
A three-dimensional finite-difference numerical model has been developed using the displacement field of solids as the unknown principal variable allowing for the simulation of granular displacement in three dimensions.
Description
Thesis Number: 3284.
Online access for this thesis was created in part with support from the Institute of Museum and Library Services (IMLS) administered by the Nevada State Library, Archives and Public Records through the Library Services and Technology Act (LSTA). To obtain a high quality image or document please contact the DeLaMare Library at https://unr.libanswers.com/ or call: 775-784-6945.
Online access for this thesis was created in part with support from the Institute of Museum and Library Services (IMLS) administered by the Nevada State Library, Archives and Public Records through the Library Services and Technology Act (LSTA). To obtain a high quality image or document please contact the DeLaMare Library at https://unr.libanswers.com/ or call: 775-784-6945.
Citation
Publisher
University of Nevada, Reno
License
In Copyright(All Rights Reserved)