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Document Description
Title
Finite
element
solution
of the
two-dimensional
incompressible
Navier-Stokes
equations
with
Coriolis
force
Author
Deacu
,
Daniel
,
1968-
Description
Thesis
(M.Sc.)--Memorial
University
of
Newfoundland
,
2002.
Computer
Science
Date
2002
Pagination
x, 101 leaves : ill. (some col.)
Subject
Finite
element
method;
Navier-Stokes
equations--Numerical
solutions;
Coriolis
force;
Ocean
circulation--Computer
simulation
Degree
M.Sc.
Degree Grantor
Memorial University of Newfoundland. Dept. of Computer Science
Discipline
Computer Science
Language
eng
Notes
Bibliography:
leaves
98-101
Abstract
A
finite-element-based
numerical
algorithm
is
developed
to
solve
the
two-dimensional
incompressible
Navier-Stokes
equations
with
Coriolis
force
,
which
can
be
used
to
simulate
the
wind-driven
barotropic
ocean
circulation
on a
beta-plane.
The
spatial
discretization
is
performed
via
the
standard
Galerkin
Finite
Element
Method
, by
using
the
classical
isoparametric
Taylor-Hood
serendipity
quadrilateral
finite
element.
A
variant
of the
Crank-Nicolson
rule
is
employed
for the
temporal
discretization
, and the
Picard
iteration
method
deals
with the
nonlinearity
of the
advective
terms.
In an
effort
to
remain
faithful
to the
standard
Galerkin
Finite
Element
Method
, the
consistent
mass
matrix
is
used
instead
of the
lumped
mass
matrix
, and
least-square
best
fits
are
calculated
for the
quantities
derived
in the
postprocessing
phase.
The
algorithm
has been
implemented
into a
program
and
successfully
tested
on
three
benchmark
problems
,
flow
past
a
cylinder
,
flow
over
a
backward
facing
step
, and
mid-latitude
wind-driven
barotropic
ocean
circulation
for an
idealized
flat-bottomed
ocean.
Type
Text
Resource Type
Electronic
thesis
or
dissertation
Format
Image/jpeg;
Application/pdf
Source
Paper copy kept in the Centre for Newfoundland Studies, Memorial University Libraries
Local Identifier
a1560861
Rights
The author retains copyright ownership and moral rights in this thesis. Neither the thesis nor substantial extracts from it may be printed or otherwise reproduced without the author's permission.
Collection
Electronic
Theses
and
Dissertations
Scanning Status
Completed
PDF File
(10.68
MB)
--
http://collections.mun.ca/PDFs/theses/Deacu_Daniel.pdf
CONTENTdm file name
19993.cpd