Main Title |
A numerical model of the dispersion of a dense effluent in a stream. |
Author |
Crew, Henry.
|
Other Authors |
Author |
Title of a Work |
Reid, Robert O., |
Clayton, William H., |
Leipper, Dale F., |
Moore, Bill C., |
Clayton, W.H., |
|
Publisher |
Texas A & M University, Dept. of Oceanography, |
Year Published |
1970 |
OCLC Number |
19086216 |
Subjects |
Dispersion--Mathematical models ;
Diffusion in hydrology
|
Internet Access |
|
Holdings |
Library |
Call Number |
Additional Info |
Location |
Last Modified |
Checkout Status |
ELBM |
TC177.C749 1970 |
|
AWBERC Library/Cincinnati,OH |
11/15/2024 |
ESBD |
100 TX A&M RF P716 |
|
CPHEA/PESD Library/Corvallis,OR |
04/05/2017 |
|
Collation |
xvii, 156 leaves : illustrations ; 28 cm |
Notes |
Project 716 is Numerical Evaluation of the Dispersal of Effluent from a Desalination Plant. At head of title: Texas A & M University College of Geosciences. " ... represents doctoral research of the author." Sponsored through subcontract with the Dow Chemical Company in connection with Contract No. 14-01-0001-2169 of the Office of Saline Water, U.S. Department of the Interior. |
Contents Notes |
Considered here is the dispersion of a dense effluent, such as discharged by a desalting plant, in a steady stream of uniform velocity and density. Of concern are the fields of velocity and density existing downstream from a discharge port. A numerical model of dense effluent dispersion in a rectangular channel with impermeable and frictionless walls is formulated. This model employs finite-difference forms of the Navier-Stokes equations for the steady flow of an incompressible fluid in the absence of streamwise diffusion, treats heat as well as salinity as conservative constituents of the fluid, and employs a linear equation of state. The numerical results appear reasonable and satisfy certain conservation requirements; in addition, for cases in which the effluent is only slightly denser than the ambient stream, the results agree closely with approximate analytical solutions for these cases. |