1000165779 - ir.unimas.my detection in welded joint.pdf · Di dalam proses pembuatan, ......
Transcript of 1000165779 - ir.unimas.my detection in welded joint.pdf · Di dalam proses pembuatan, ......
IIIIIII IIIIIIIII iium 1000165779
F'usat K. n1Ulnc: 1 wu; k; ub; iat r%r. auýiuin UNIVERtiIT1 MALAYSIASARAWAK.
CRACK DETECTION IN WELDED JOINT
ABDUL MUTALIB FAISAL BIN LAMPONG
This report is submitted to Faculty of Engineering University Malaysia Sarawak
(UNIMAS) as to fulfil the requirements of Bachelor Degree Program
Mechanical Engineering and Manufacturing System
Faculty of Engineering UNIVERSITI MALAYSIA SARAWAK
2005
DEDICATION
I could not have done this alone without your help and support. I would like to
express my greatest gratitude to my lecturer, colleagues, friends and my loving
family. Thanks a million.
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APPRECIATION
This thesis was completed with the helps and supports from so many individuals by
means of advice, participation, and morally.
First of all, I would like to acknowledge and great thank to my supervisor, Dr.
Mohd. Shahril b. Osman of University Malaysia Sarawak for the excellent
patience, careful supervision and encouragement rendered to me in preceding my final year project successfully. Formidable paper works were handled with precise
administrative skills and effective communication system by you at through the
protocol process and I appreciate your efforts in the whole process. I am especially
thankful for the advice given by you when there were some bottlenecks in my
project.
My next thanks are expressed to the technicians of Mechanical and Manufacturing
System, Mr. Ryhier, Mr. Masri, Mr. Sabariman, Mr. Eiman, Mr. Zaidi and Mrs.
Hasmiza. They don't hesitate in giving their helping hands to help me solves
problems and difficulties which I faced during the period at the workshop and
laboratory.
Finally, I would like to thank my family and friends who always stand by me giving
me supports mentally and financially.
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ABSTRACT
As in all manufacturing process, the quality of the welded joint is established by
testing. Welded joint may be tested either destructively testing (DT) or non-
destructively testing (NDT). Non-destructively testing technique for welded joint
usually consist of visual, radiography, magnetic-particle, liquid-penetrant and
ultrasonic testing. Non-destructive testing is carried out in such a manner that
integrity and surface structure remain unchanged. In this experimental study on
specimen of mild steel pipe, non-destructive testing method of ultrasonic will be used
base on acoutoelastic. Four specimen of mild steel pipe were used, i. e. not welded,
half welded and 2 fully welded. Each specimen was then tested by using panametric,
Epoch III flaw detector. This equipment is used to measure the variation of ultrasonic
wave speed in which represented in form of A-scan graph. In this experiment study,
ultrasonic amplitude is measure and use as parameter. Graph collected from crack
welding specimen will be compared with graph collected with no crack welding
specimen. The different will be analysed to understand the difference between crack
and no crack welding in mild steel pipe.
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ABSTRAK
Di dalam proses pembuatan, kualiti sambungan kimpalan boleh diuji dengan
menjalankan beberapa ujian. Sambungan kimpalan ini boleh diuji samaada ujian
musnah ataupun ujian tanpa musnah. Ujian tanpa musnah untuk sambungan
kimpalan terdiri daripada ujian visual, radiografi, partikal magnetik, penembusan
cecair dan ultrasonik. Ujian tanpa musnah ini dilaksanakan tanpa mengubah ciri-ciri
serta permukaan struktur bahan yang diuji. Dalam pembelajaran ujikaji ke atas
spesimen paip keluli ini, cara ujian tanpa musnah ultrasonik akan digunakan
berdasarkan prinsip `acoutoelastic'. Empat specimen paip keluli digunakan, iaitu
tidak dikimpal, dikimpal separuh dan 2 paip keluli dikimpal sepenuhnya. Kemudian,
setiap spesimen diuji dengan menggunakan `Panametric, Epoch III flaw detector'.
Alat ini digunakan untuk menguji kepelbagaian laju gelombang ultrasonik dalam
bentuk graf A-scan. Dalam ujikaji ini, amplitut ultrasonik diukur dan digunakan
sebagai parameter. Graf yang diperolehi dari specimen yang mempunyai keretakan
kimpalan dibandingkan dengan graf yang diperolehi dari spesimen yang tidak
mempunyai keretakan kimpalan. Perbezaan yang diperolehi akan dianalisis dengan
lebih lanjut untuk memahami perbezaan diantara keretakan dan tiada keretakan
kimpalan pada paip keluli.
V
Yusat Khidrnat MaklurDal Akaaernuc UNIVEKSITI MALAYSIA SARAWAK.
TABLE OF CONTENTS
CONTENTS
Dedication
Appreciation
Abstract
Abstrak
Table of Contents
List of Tables
List of Figures
Chapter 1:
1.1
1.2
Introduction
Introduction
Project Objectives
Chapter 2: Literature Review
2.1 Ultrasonic Basic Principle
2.1.1 Beam Spread
2.1.2 Acoustic Impedance
2.1.3 Reflection and Refraction: Mode Conversion
2.1.4 Decibel Notation
2.15 Attenuation
2.2 Fracture Mechanics
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iv
V
vi
ix
X
I
4
5
9
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II
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2.2.1 Modes of Crack Displacement
2.2.2 Linear-Elastic Fracture Mechanics
Chapter 3: Methodology
3.1 Introduction
3.2 Specimen Material for This Experiment Study
3.3 Joint Design for Specimen Material
3.4 Shielded Metal-Arc Welding (SMAW)
3.5 Equipment for Welding Work
3.6 Safety Aspect
3.7 Specimens Material Welding Procedures
3.8 Ultrasonic Testing Instrument
3.9 Calibration
Chapter 4: Result and Discussion
4.1 Result
4.1.1 Specimen 1
4.1.2 Specimen 2
4.1.3 Specimen 3
4.1.4 Specimen 4
4.2 Discussion
Chapter 5: Conclusion and Recommendation
5.1 Conclusion
5.2 Recommendation
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23.
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Vll
References
Appendices
Appendix A
Appendix B
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LIST OF TABLES
TABLE PAGE
2.1 Typical ultrasonic wave velocities in different
materials, m/s.
4.1 Result of specimen 1
4.2 Result of specimen 2
4.3 Result of specimen 3
4.4 Result of specimen 4
4.5 Result of specimen 1, 2, 3 and 4
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33
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LIST OF FIGURES
FIGURE PAGE
2.1 The principle of ultrasonic flaw detection, using a
single wave probe and A-scan on oscilloscope
display screen.
2.2 Ultrasonic wave incident on interface between two
media, 1 and 2 at angel: compressional wave.
2.3 Ultrasonic wave incident on interface between two
media, 1 and 2 at angel: shear wave.
2.4 Typical shear waves probe showing construction and
mode of operation.
2.5 Crack displacement modes. (a) Mode I, (b) Mode II,
(c) Mode III
3.1 Dimension of specimen material.
3.2 Dimension and Single-V butt joint design.
3.3 Welding equipment.
3.4 Structure of welding process.
3.5 Specimen being welded.
3.6 Panametrics Epoch III model 2300 digital ultrasonic
flaw detector.
3.7 Initial setup for calibration.
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20
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25
25
27
X
3.8 Tranducer located at the specimen.
4.1 Specimen 1
4.2 28 point location on specimen.
4.3 Graph of point versus amplitude for specimen 1.
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30
30
4.4 Specimen 2 32
4.5 Graph of point versus amplitude for specimen 2.
4.6 Specimen 3
4.7 Graph of point versus amplitude for specimen 3.
4.8 Specimen 4
4.9 Graph of point versus amplitude for specimen 4.
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CHAPTER 1
INTRODUCTION
1.1 Introduction
Identification of damage in a structure is an important research in engineering
communities. Damage present in a structure reduces its in-service capability,
degrades its performance, and even could contribute to the loss of enormous wealth
and human lives. A number of methods have been developed for the identification of
damage in a structure. The available conventional methods for the identification of
damage in a structure are visual inspection, magnetic particle inspection (MPI),
ultrasonic, radiography and alternating current potential difference (ACPD), eddy
current, alternating current field measurement (ACFM) and acoustic emission.
All of these methods require the vicinity of the damage to be known and the
portions of the structure being inspected to be readily accessible. To overcome these
drawbacks, researchers have tried to develop a global damage detection method so
that proper information about the damage of the structure could be easily obtained. In
recent years, ultrasonic-based damage detection technique has been used to give
information about the global behavior of the structure. Numerous research studies
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have been carried out to establish this method. Sophisticated experimental techniques
also have been developed to enhance crack detection in the high frequency ranges.
Crack commonly occurs in welded structures, bridges, ships, aircraft, land
vehicles, pressure vessel, etc. Several metallurgy investigations indicated that brittle
fractures are resulted from a combination of factor. This cannot be eliminated in
structures because of the interrelation among materials, design, fabrication, and
loading. Although brittle fractures are not as common as fatigue, yielding, or
buckling failures, there are most costly in terms of human life and/or property
damage. These lead to researcher in seeking better failure theories, since the ones
that are available could not adequately explained the observed phenomena.
To cope with these problems, it is import that the fracture behavior of
materials is characterized. Studied and researches of the phenomenon as well as the
properties of material are still being carried out and are going on. In addition,
precautions are to be taken to avoid or minimize damages that have been
recommended, criteria for choice of material and methods for estimation of
durability of stressed components that have been developed.
Hence, periodic structural-safety inspections for crack are required to verify
the validity of structures, as in bridges, aircraft, etc. These inspections can be by X-
ray, ultrasonic, or just visual inspection. When crack are discovered, an engineering
judgment must be made either to repair or replace the flawed part, retire the
assembly, or to continue it in service for a further time subject to more frequent
inspection.
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To ensure the satisfactory performance of a welded structure, the quality of
the welds must be determined by adequate testing procedures. Therefore, they are
proof tested under conditions that are the same or more severe than those
encountered by the welded structures in the field. These tests reveal weak or
defective sections that can be corrected before the materiel is released for use in the
field. The tests also determine the proper welding design for ordnance equipment and
forestall injury and inconvenience to personnel.
An ultrasonic method is one of Non-Destructive Testing (NDT) technique to
detect flaw in welded joint. Most ultrasonic flaw detection in welds is done by
moving a small probe (the transducer) over the surface of the parent metal adjacent
to the weld hand, and watching a display on an oscilloscope screen. The probe needs
to be `coupled' to the surface of the metal by layer of liquid (water, oil, grease) and
produces a beam of ultrasound that passes into the metal and it reflected back from
any flaw or other discontinuity. The pulse of reflected ultrasound is then picked up
by the same probe, which acts as both transmitter and receiver (transceiver). This is
possible because of the pulsed nature of the signals. This is the `pulse echo'
technique and its success depends upon an accurate knowledge of the beam direction,
its size and the physical principles involved.
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1.2 Project Objectives
The objective for this project is to determine the crack in welded joint by
using Non-Destructive Testing (NDT) technique. The result is then analyzed and
correlate with the crack in mild steel. The entire data collect from crack welding will
be compared with the data collected from the non-crack welding. The differences
will be analysed to understand between the crack and the non-crack welding in mild
steel. Finally it is hope the ultrasonic can be used through this project to determine
correlation of crack detection and ultrasonic wave speed as an inspection tool.
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CHAPTER 2
LITERATURE REVIEW
2.1 Ultrasonic Basic Principles
As the name implies, ultrasonic waves are mechanical vibrations having the
same characteristics as sound waves, but having a frequency so high that they cannot
be detected by the human ear, i. e. greater than about 20 kHz. For weld examination
in metals the ultrasonic waves usually have a frequency in the range 500 kHz to 10
MHz, most applications using a frequency between 2 and 5MHz. It is important to
realize that ultrasonic waves are not electromagnetic radiation passing through the
specimen, but are the result of induced particle vibration in the specimen, and are
possible because of the elastic properties of the material of the specimen. For this
reason, the wave velocity is different in different materials (Table 2.1). From the
basic velocity law:
V = (X) (n) (2.1)
Where:
V= Velocity of waves
X = wavelength
n = frequency
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Table 2.1: Typical ultrasonic wave velocities in different materials, m/s.
Material Compressional Shear Surface (Rayleigh)
Steel 5.9 x 10 3.2 x 103 3 x 101 Aluminum 6.2 x 103 3.1 x 103 2.8 x 103Water (20°C) 1.5 x 103 -Perspex 2.7 x 103 1.1 X 103 1.0 X 103 Oil 1.2 x 103 - -
There are several types of ultrasonic wave, the most important being
compressional (longitudinal), shear (transverse) and surface waves. In compressional
waves the particles of the transmitting material move in the direction of wave
propagation, and these waves can be transmitted in solids and liquids. In shear waves
the particles of the material vibrate at right angles to the direction of travel of the
waves, and shear waves cannot be propagated in liquids. They have a velocity
approximately half that of compressional waves in the same material.
The particle movement is very small, within the elastic limits of the material,
so that there is no change in the specimen due to the ultrasonic energy. There are
several different types of surface wave. Rayleigh waves can be propagated and are
somewhat analogous to water waves, in which the motion of the particles is both
transverse and longitudinal in a plane containing the direction of propagation and the
normal to the surface. If the specimen thickness is comparable to the wavelength, a
type of surface wave known as a Lamb wave can be generated, and as the velocity of
propagation is a function of plate thickness and frequency there can be an infinite
number of Lamb wave modes. Waves which travel on the surface without any
vertical component are known as Love waves. Rayleigh, Lamb and Love waves are
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used for special applications of ultrasonic testing, but by far the most important types
of wave for ultrasonic flaw detection in welds are compressional and shear waves.
Nearly all methods of ultrasonic flaw detection use the pulse echo technique
in which a short ultrasonic pulse is propagated from a transmitter probe, through a
coupling medium, into the material under test. During its travel this pulse is partially
reflected from any discontinuities in its path and the 'echoes' produced are picked up
by a receiver probe, which may be the transmitter probe itself (used as a transceiver)
or a separate probe. It is quite feasible and common for the transmitter probe to act as
a receiver between successive transmission pulses. Any surface where there is a
change in elastic properties (cavity, inclusion and segregation) can act as a reflecting
surface and give rise to an echo. The echo from the discontinuity provides
information about its position and size, the usual method of information presentation
being the so-called 'A scan' on an oscilloscope display screen.
Probe on specimen Y Cathode ray screen
Figure 2.1: The principle of ultrasonic flaw detection, using a single wave probe and A-scan on oscilloscope display screen.
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Figure 2.1 is shown a schematic illustration of an ultrasonic probe generating
a compressional wave. The probe is placed on a flat plate and coupled to the surface
by a thin film of grease. When the probe is pulsed, the electronic circuitry produces
an indication on the screen at X; the circuit then measures the time the pulse takes to
travel through the specimen to the bottom and back and produces a screen indication
at Y. If some of the ultrasonic beam strikes a cavity, it obviously reflects back to the
probe in a shorter time, and a corresponding indication is produced on the screen at
Z. If the electronic circuitry has a linear time-base, distance XZ is a measure of the
distance of the cavity from the probe, and the height of the indication can be used as
some measure of the size of the cavity.
Piezoelectric crystals are almost universally used as the transducer element in
ultrasonic probes. This is a material which, when given an electrical pulse, changes
its thickness, i. e. it vibrates and produces ultrasonic waves (the transmission mode).
Conversely, when it is caused to vibrate by an incident ultrasonic wave, it produces
an electrical pulse (the receiver mode). Piezoelectric materials are used in the form of
thin discs with metallised surfaces, the thickness of the disc being related to the
natural vibration frequency. In ultrasonic flaw detection probe the piezoelectric disc
is usually damped either mechanically or electrically, as it is desirable to have a very
short train of ultrasonic waves in each pulse. Thus, the probe emits a wave packet
which has a dominant frequency equal to the natural frequency of the crystal, but
with a rapidly decaying train of vibrations.
There are some natural piezoelectric materials such as quartz, but most
modern probes use synthetic materials such as lead zirconate titanate (PZT) or lead
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niobate, which have superior and more reproducible properties. One problem for
many years in ultrasonic testing has been the variability of performance of ultrasonic
probes of the same nominal construction, and some large inspection authorities have
produced detailed acceptance codes for probe performance. 1-2 If ultrasonic flaw
detection is to be executed with a high degree of reliability the operator must have a
precise knowledge of the performance of the equipment, and the equipment must be
accurately calibrated.
There are other types of ultrasonic transducer for special applications.
Piezoelectric plastic film transducers (electrets) made from PVDF can be shaped to
fit curved surfaces for focusing purposes; they are mostly used for high frequency
applications. Composite transducers, in which a PZT element is embedded into
plastic resin, can produce much larger outputs with lower noise levels, for use on
strongly attenuating materials. Transducer arrays and EMATS
(electromagnetic-acoustic transducers) will be mentioned later. Laser transducers, in
which the laser pulses produce thermal shock vibrations which transform into
mechanical vibrations, are used for non-contact applications (e. g. hot or soft
surfaces).
2.1.1 Beam Spread
Although, because of their short wavelength, ultrasonic waves travel
essentially in a straight line, there is always some spread of the beam. The angle of
spread, 0, is given by:
9
0 1.22?, sin - -
2 D
Where:
A = ultrasonic wavelength
D = diameter
(2.2)
Thus, a higher frequency probe produces less beam spread. An ultrasonic
beam from a probe is usually described as having a 'near zone' (or Fresnel region)
and a 'far zone' (or Fraunhofer region). The near zone is an approximately
parallel-sided beam and its length, N, is given by:
-Dz N 4k
Where:
N = length
it = ultrasonic wavelength
D = diameter
(2.3)
In this region there are marked variations of maximum and minimum
ultrasonic intensities which can cause serious problems in flaw size estimation if the
flaw is in this region of the beam. In the far zone the beam diverges and the
ultrasonic intensity decreases according to the inverse square law, and it is to this
region that equation 2.2 for beam width applies.
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2.1.2 Acoustic Impedance
When an ultrasonic wave strikes an interface between two media, at right
angles, some of the energy is reflected and some transmitted.
E - 4Z1 Z2 E. EI
IZi
+z2 2 .
Z, Z2 Z, +Z2
2
"E r
Where:
E; = incident energy
E, = transmitted energy
E, = reflected energy
Z = acoustic impedances
2.1.3 Reflection and Refraction: Mode Conversion
(2.4)
(2.5)
When an ultrasonic beam strikes an interface between two different materials
at any angle but normal it can produce both reflected and refracted compressional
and shears waves. The two cases of an incident compressional wave (Figure 2.2) and
an incident shear wave (Figure 2.3) are shown. Simple relationships describe the
angles and velocities of these various waves, the general equation being known as
Snell's Law. In Figure 2.2:
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sin a sin b sin c sin dVL
I Vsi VL2 Vs2
Where:
VL1= longitudinal (compressional) wave velocity in material 1,
VL2 = compressional wave velocity in material 2,
VSj = shear wave velocity in material 1 and
Vs2 = shear wave velocity in material 2.
(2.6)
Exactly the same relationships apply to an incident shear wave (Fig. 32) and can
applied analogously for a wave traveling from medium 2 to medium 1.
sin a sin b sin c sin dVsi VLI VL2 Vsz
Where:
VL, = longitudinal (compressional) wave velocity in material 1,
VL2 = compressional wave velocity in material 2,
Vs, = shear wave velocity in material I and
VS2 = shear wave velocity in material 2.
(2.7)
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Figure 2.2: Ultrasonic wave incident on interface between two media, I and 2 at angel: compressional wave.
Figure 2.3: Ultrasonic wave incident on interface between two media, I and 2 at angel: shear wave.
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