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Document Description
Title
Vibration
based
crack
analysis
and
detection
in
beams
using
energy
method
Author
Yang
,
Xinfeng
,
1966-
Description
Thesis
(Ph.D.)--Memorial
University
of
Newfoundland
,
2001.
Engineering
and
Applied
Science
Date
2001.
Pagination
xix, 216 leaves : ill.
Subject
Girders--Vibration--Mathematical
models;
Girders--Cracking--Mathematical
models;
Degree
Ph.D.
Degree Grantor
Memorial University of Newfoundland. Faculty of Engineering and Applied Science
Discipline
Engineering and Applied Science
Language
eng
Notes
Bibliography:
leaves
205-216.
Abstract
The
thesis
presents
a
comprehensive
investigation
on
vibrations
of
cracked
beam
structures
and
methodologies
for
crack
identification.
In
order
to
determine
the
crack
influence
on
structural
dynamic
characteristics
correctly
and
efficiently
, a
vibration
model
for
cracked
beams
is
developed.
The
crack
model
assumes
that the
crack
is
always
open
during
the
dynamic
response
of the
structure
and
considers
the
reduction
of
stiffness
at the
crack
location;
in
addition
it
also
includes
the
influence
of
stress
relief
around
the
crack
region
and its
influence
on the
effective
stiffness
around
the
crack
location.
--
Computation
of
stiffness
for the
cracked
beam
is
achieved
through
consideration
of
strain
energy
variation
in the
structure
,
resulting
from the
occurrence
of a
crack.
The
model
thus
generates
a
continuous
beam
vibration
equation
(with
varying
moment
of
inertia)
,
which
could
effectively
incorporate
the
local
changes
of
structural
properties
due
to the
crack.
--
Using
the
model
,
vibration
analyses
of
simply-supported
and
fixed-fixed
solid
rectangular
beams
, with
one
and
two
cracks
, are
carried
out
for
computing
natural
frequencies
and
mode
shapes.
Changes
of
frequencies
due
to the
crack
are
plotted
considering
crack
size
and/or
crack
location.
It
is
shown
that the
natural
frequencies
would
decrease
as the
crack
size
increases
, and the
decreases
of
frequencies
would
follow
a
wave-like
pattern
as the
crack
location
changes.
Comparisons
are
made
with
earlier
results
and
some
other
experimental
investigations
,
carried
out
for
verifying
some
of these
results
, and
shown
to have a
good
agreement.
--
Frequency
contour
procedure
is
developed
for
crack
detection.
Different
combinations
of
crack
sizes
and
locations
would
give
different
natural
frequencies
, and
contour
lines
for the
same
normalized
frequency
(as
that of the
measured
value
of the
corresponding
mode)
could
be
plotted.
--
Frequency
contours
for
different
modes
in a
cracked
structure
(having
values
similar
to the
measured
values)
are
plotted
together
, and the
intersection
point
of
all
the
contours
provides
the
identification
of the
crack
location
and
size.
Analyses
of a
hollow
beam
model
,
representing
a
ship
model
, are also
carried
out.
The
beam
model
, with
varying
stiffness
and
mass
,
vibrates
in
water
,
generating
added
fluid
mass
of the
ship
model.
Due
to the
eccentric
nature
of the
added
fluid
mass
and
wave
force
excitation
,
both
vertical
bending
vibration
and
coupled
torsional-bending
(horizontal)
vibration
are
generated
in the
structure.
Frequencies
and
mode
shapes
agree
well
with
test
results
,
obtained
earlier
in an
experimental
investigation.
For a
cracked
backbone
in the
ship
model
,
frequencies
are
obtained
and
plotted
with
crack
size
and
crack
location.
The
frequency
contours
are
used
to
identify
the
crack
size
and
location.
--
To
consider
shear
deformation
and
rotary
inertia
effect
, the
vibration
analyses
on
Timoshenko
beams
,
with/without
a
crack
, are also
carried
out.
The
results
are
compared
with that of
Euler
beams.
--
Finally
,
forced
vibration
of
cracked
beams
is
considered.
Frequency
response
,
acceleration
response
and
acceleration
curvature
response
functions
are
obtained
, and their
changes
due
to a
crack
have been
investigated.
Acceleration
curvature
response
and
resonant
acceleration
amplitude
procedures
are
found
as
suitable
indicators
to
identify
the
crack.
Type
Text
Resource Type
Electronic
thesis
or
dissertation
Format
Image/jpg;
Application/pdf
Source
Paper copy kept in the Centre for Newfoundland Studies, Memorial University Libraries
Local Identifier
a1539355
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
(20.31
MB)
--
http://collections.mun.ca/PDFs/theses/Yang_Xingfeng.pdf
CONTENTdm file name
147271.cpd