Accepted Manuscript
Visualization of Hidden Delamination and Debonding in Composites through
Noncontact Laser Ultrasonic Scanning
Byeongjin Park, Yun-Kyu An, Hoon Sohn
PII: S0266-3538(14)00184-5
DOI: http://dx.doi.org/10.1016/j.compscitech.2014.05.029
Reference: CSTE 5829
To appear in: Composites Science and Technology
Received Date: 15 December 2013
Revised Date: 30 April 2014
Accepted Date: 25 May 2014
Please cite this article as: Park, B., An, Y-K., Sohn, H., Visualization of Hidden Delamination and Debonding in
Composites through Noncontact Laser Ultrasonic Scanning, Composites Science and Technology (2014), doi: http://
dx.doi.org/10.1016/j.compscitech.2014.05.029
This is a PDF file of an unedited manuscript that has been accepted for publication. As a service to our customers
we are providing this early version of the manuscript. The manuscript will undergo copyediting, typesetting, and
review of the resulting proof before it is published in its final form. Please note that during the production process
errors may be discovered which could affect the content, and all legal disclaimers that apply to the journal pertain.
1
Visualization of Hidden Delamination and Debonding in
Composites through Noncontact Laser Ultrasonic Scanning
Byeongjin Park1, Yun-Kyu An
2* and Hoon Sohn
1
1Department of Civil and Environmental Engineering, KAIST, Daejeon, South Korea
2International Institute for Urban Systems Engineering, Southeast University, Nanjing, China
[email protected], [email protected], [email protected]
*Corresponding author
ABSTRACT
This study proposes a complete noncontact laser ultrasonic wavefield imaging technique to
automatically detect and visualize hidden delamination and debonding in composite
structures. First, ultrasonic wavefield is obtained from a target structure by scanning a
Nd:YAG pulse laser beam for ultrasonic wave generation and measuring the corresponding
ultrasonic responses using a laser Doppler vibrometer. Then, hidden damages are identified
and visualized through adoption of a standing wave filter, which can isolate damage-induced
standing waves from the obtained wavefield. The proposed technique has following
advantages over the existing techniques: (1) It does not require any sensor installation; (2) It
is noninvasive, rapidly deployable and applicable to harsh environments; and (3) It can
visualize damage with high spatial resolution without any baseline data, which enables
automated and intuitive damage diagnosis. The feasibility of the proposed technique is
demonstrated by visualizing a debonding in a carbon fiber reinforced plastic aircraft wing and
a delamination in a glass fiber reinforced plastic wind turbine blade. Furthermore, the effects
of temperature and static loading variations on the proposed technique are also examined.
Keywords: D. Nondestructive Testing, D. Ultrasonics, B. Debonding, B. Delamination,
Laser ultrasonic imaging
2
1. Introduction
There is an increasing demand and wide adoption of composite materials on various
industries including aircraft and wind turbine, because composite materials have numerous
advantages such as lightweight, high strength, corrosion/chemical resistances and non-
conductivity. However, these composite structures are inherently vulnerable to delamination
and debonding damages, because they are fabricated by bonding multilayers of laminates
with resins. Although such defects can pose serious problems on the structural safety and
integrity, their detection is a challenging task because they often occur between internal
laminates and are invisible from external surfaces.
Thus, a number of damage detection techniques have been proposed so that these
hidden damages can be effectively detected. One of the most widely used damage detection
techniques for composite inspection is an ultrasonic technique because it is sensitive to small
damages and capable of penetrating into internal laminates. Kessler et al. [1] and Sundaresan
et al. [2] generated and measured ultrasonic waves on a composite coupon and a wind turbine
blade using piezoelectric transducers (PZTs), and hidden damages were identified by
comparing the measured signals with baseline signals previously collected from the pristine
condition of the structures. However, this comparison usually leads to increased false alarms
due to operational and environmental variations. Then, Yeum et al. proposed a baseline-free
delamination detection technique for a composite plate by measuring the speed change of a
fundamental anti-symmetric Lamb wave mode using a concentric dual PZT network [3].
However, the aforementioned techniques often require a dense array of sensors to identify
and localize small defects. Furthermore, there are practical issues associated with the
deployment of a large number of discrete contact-type sensors: (1) Dense sensor installation
is not only high cost but also labor-intensive; (2) Permanently installed sensors will
deteriorate over time and become the weakest links in the inspection system, and their
3
maintenance and replacement might be a challenging work especially when they are installed
in hidden locations or embedded from the initial fabrication stage of structures; and (3)
Conventional contact-type sensors are not applicable under harsh environments such as high
temperature and radioactive conditions.
Alternatively, a number of noncontact damage detection techniques are available.
The noncontact techniques are advantageous over contact techniques because they can be
rapidly deployed in the field and applicable to a structure under harsh environments.
Furthermore, damage can be readily visualized and located because multiple spatial responses
with high spatial resolution can be more effectively measured by noncontact techniques than
spatially limited contact-type sensors. Through-transmission ultrasonic C-scan using air-
coupled ultrasonic transducers [4] or noncontact lasers [5] are widely adopted noncontact
techniques. However, they require the transmitter and receiver to be on the opposite sides of
the target structure, which is challenging to be achieved in real applications. Then, Schilling
et al. applied X-ray tomography for detecting internal damages in glass/epoxy and
graphite/epoxy composites [6], but their real field application is limited due to their radiation
issue. Although infrared thermography techniques also have been investigated as the
noncontact technique for damage detection of composites, their detectability is often limited
to damages in a thin structure or near-surface [7-8].
Recently, laser ultrasonic wavefield imaging techniques have been proposed. Laser
ultrasonic wavefield images can be constructed by two different scanning schemes: (1)
generating ultrasonic waves using a fixed actuator and measuring them using a scanning laser
beam or (2) generating ultrasonic waves using a scanning laser beam and measuring them
using a fixed sensor. Sohn et al. used the first scheme for delamination detection in a
composite plate, and developed an automated damage diagnosis algorithm using a Laplacian
filter and standing wave extraction [9]. Then, Chia et al. applied the second scheme to
4
visualize debondings in a composite aircraft wing [10]. More recently, complete noncontact
laser scanning techniques were proposed for hidden crack detection in aluminum structures
[11, 12], but there has been no prior study for complete noncontact laser ultrasonic wavefield
imaging technique for real scale composite structures yet.
In this study, a noncontact laser ultrasonic wavefield imaging technique is further
advanced and applied to full-scale composite structures. The developments of this study have
following merits over the aforementioned techniques: (1) It does not require any sensor
installation; (2) Damage in composite structures can be evaluated without relying on baseline
data obtained from the pristine condition of a target structure, making it possible to minimize
false alarms due to operational and environmental variations and provide automated and
instantaneous damage alarms; and (3) Even incipient damage can be visualized thanks to its
high spatial resolution. To achieve these advantages, a noncontact laser ultrasonic wavefield
imaging system and the corresponding signal processing algorithm, called a standing wave
filter, are developed. Then, the performance of the proposed system is experimentally
examined by visualizing debonding in a carbon fiber reinforced plastic (CFRP) aircraft wing
and delamination in a glass fiber reinforced plastic (GFRP) wind turbine blade under varying
temperature and static loading conditions.
This paper is organized as follows. Section 2 proposes an advanced noncontact laser
ultrasonic wavefield imaging system, and Section 3 presents a standing wave filter which can
extract and visualize only damage information from the measured ultrasonic wavefields. In
Sections 4 and 5, the effectiveness of the proposed technique is demonstrated by visualizing a
debonding in a CFRP aircraft wing and a delamination in a GFRP wind turbine blade. Finally,
this paper concludes with a brief summary and discussions in Section 6.
2. Noncontact Laser Ultrasonic Wavefield Imaging System
5
Figure 1 shows an overall schematic of the noncontact laser ultrasonic wavefield
imaging system composed of excitation, sensing, vision and control units. The system
operates in the following steps:
Figure 1. Schematic of the noncontact laser ultrasonic wavefield imaging system. All units
are synchronized and controlled by a personal computer in the control unit.
Step (1): All the sequences of target excitation and sensing points over the scanning region to
be inspected are predetermined by a computer program coded using Visual C++.
Step (2): The laser beams are fired to the target excitation and sensing points by rotating
mirrors inside galvanometers in excitation and sensing units, respectively. Initially, an actual
laser beam position can be different from the desired target location because the
galvanometer can control the laser beam only in 2D plane (angles in x-y coordinate) while
the target surface is often in 3D. Then, a CCD camera in the vision unit takes an image of the
target structure including the radiated excitation and sensing beams, and the image is
transmitted to the control unit and processed to find the actual laser beam locations. Finally,
the discrepancy between the actual and target beam positions is reduced below a certain level
(0.5 mm in this system) by adjusting the galvanometers precisely.
Step (3): Once the laser beams are correctly positioned onto the target excitation and sensing
6
points, ultrasonic waves generated by the excitation laser beam at the first excitation point are
simultaneously measured by the sensing unit at the corresponding sensing point. Here, both
units are synchronized so that instantaneous data acquisition can be accomplished. Then, the
measured ultrasonic responses are transmitted to the personal computer in the control unit.
Step (4): Steps (2) and (3) are repeated until ultrasonic responses are all acquired from the
entire predetermined scanning points. Each response is assigned to the corresponding
excitation point coordinate. Then, ultrasonic wavefield images are constructed by assembling
all the assigned responses as a function of time, and processed for automated damage
visualization in the control unit.
The excitation unit is composed of a Nd:YAG pulse laser and a galvanometer. The
Nd:YAG pulse laser (Quantel Ultra Laser) used in this system has a wavelength of 532 nm, a
peak power of 3.7 MW, a pulse duration of 8 ns, and a repetition rate of 20 Hz. The
galvanometer (Scanlab Scancube10), with an angular resolution of 7.4 10-4
° and
equivalent spatial resolution of 0.026 mm at 2 m focal distance, is installed in front of the
Nd:YAG laser to control its beam direction for scanning. When a pulse laser beam is emitted
onto an infinitesimal area of a target structure, a localized heating of the surface causes
thermoelastic expansion of the material and generates ultrasonic waves [13-14]. Parameters
for the laser ultrasonic generation, such as the peak power, pulse duration and beam size,
should be carefully designed to avoid surface damage called ablation [15]. In contrast to
metallic structures, composite structures are more vulnerable to ablation because of its lower
thermal conductivity [16]. Thus, more precaution is necessary to avoid it. Ready proposed an
approximate expression for the power density causing ablation [17]:
(1)
where is the latent heat required to vaporize the material, is the material
density, is the thermal diffusivity and is the laser pulse duration. For example, for a
7
typical CFRP [18] and GFRP [19] composite material, is around 108 W/cm
2 and 3×10
7
W/cm2, respectively. Note that this ablation threshold can be different on material properties
and fiber composition of the target composite structure.
The sensing unit is composed of a laser Doppler vibrometer (LDV) for ultrasonic
measurement and a galvanometer for scanning. The LDV (Polytec PSV-400) uses He-Ne
continuous wave (CW) laser source of 633 nm wavelength and has a maximum sensitivity of
10 mm/s/V with a maximum frequency of 350 kHz. When a laser beam is reflected from a
vibrating target surface, the frequency of the returned laser beam is shifted. LDV measures
this frequency shift and relates it to the out-of-plane velocity of the target surface based on
the Doppler effect [20]. The accuracy of the velocity measurement highly depends on the
intensity of the returned laser beam. Thus, the incident angle of the laser beam should be
carefully controlled to maximize the returned beam intensity and minimize speckle noises
[21]. Because of the poor reflective and highly rough surface conditions of composite
materials, often a special surface treatment is necessary to improve the reflectivity of
composite surfaces [20].
To precisely control the Nd:YAG and CW laser beams to target points, a CCD
camera in the vision unit is used in conjunction with the galvanometers. The camera (Basler
acA1600-20gc) used in this study has a 2.0 mega pixel resolution, which achieves 0.3 mm
spatial resolution at 1.0 m distance from the camera. Two distinctive laser colors, green (532
nm) and red (633 nm), are used for the Nd:YAG and CW laser beams, respectively, so that
their positions can be simultaneously identified through proper image processing.
The control unit manages the entire system and synchronizes each unit. This controls
the galvanometers in the excitation/sensing units, processes the image taken from the vision
unit to adjust laser beam locations more precisely, and visualizes ultrasonic wavefield. For
the construction of ultrasonic wavefield images, two scanning schemes are available: (1)
8
fixed laser excitation/scanning laser sensing (FL/SL) and (2) scanning laser excitation/fixed
laser sensing (SL/FL). These two schemes produce similar wavefield images based on the
dynamic linear reciprocity [22]. In this study, SL/FL scheme is used because it is known to be
more effective than FL/SL [11]. Once the ultrasonic signals are collected over the entire
scanning area, they are processed for ultrasonic wavefield construction and automated
damage diagnosis using MATLAB® codes developed and installed in the personal computer
of the control unit.
3. Development of a Standing Wave Filter for Hidden Delamination and Debonding
Visualization
(a)
(b)
Figure 2. Schematics of (a) delamination and (b) debonding induced standing waves.
and denote forward and backward propagating waves, respectively.
Figure 2 shows schematics of the interactions between propagating ultrasonic waves
and delamination/debonding. When ultrasonic waves propagating along a structure encounter
delamination, some portion of the ultrasonic waves are trapped inside the delamination due to
multiple reflections from the delamination boundary, while the others are transmitted through
delamination. The multiple reflections inside the delamination boundary generate momentary
standing waves as long as the waves propagating to the opposite directions have the same
9
frequency [9, 23]. Similarly, the boundary of the debonding produces standing waves
although the leaking of waves is more significant than delamination.
In this study, delamination and debonding are visualized by extracting the standing
wave components from the total wavefield ( . Figure 3 provides an overview of the
proposed standing wave filter.
Step (1): is collected in the time-space (t-s) domain using the noncontact ultrasonic
wavefield imaging system.
Step (2): is transformed from the t-s domain to the frequency-wavenumber (f-k) domain
using a 3D Fourier transform (FT):
(2)
where denotes the f-k domain representation of , and and refer to
wavenumbers in the and axes, respectively.
Step (3): The propagating waves can be decomposed from using the following window
function ( :
(3)
where .
is the f-k domain representation of the wave propagation corresponding to (1) , (2)
, (3) and (4) directions.
Step (4): reconverted back to the t-s domain through an inverse 3D FT:
10
(4)
where denotes the t-s domain representation of .
Step (5): Standing wave energy (SWE) can be isolated by simply extracting the energy of
propagating waves from the total wave energy as following:
(5)
Then, the cumulative SWE (CSWE) image up to time point is visualized by assembling
CSWE values from all spatial points of interest:
(6)
To minimize noise components in the constructed CSWE image, thresholding using
an extreme value statistics is employed here [11]. First, cumulative noise energy (CNE) is
computed by applying the standing wave filter to the pre-triggered portion of each ultrasonic
response, i.e. only noise response, obtained from each spatial point. Note that only difference
between CNE and CSWE is that CNE is computed prior to the ultrasonic excitation to
estimate the noise floor. Then, the probability density function of CNE is estimated by fitting
a Weibull distribution to CNE value obtained from all spatial points, and a threshold value
corresponding to a one-sided 99% confidence interval is established. Finally, the final CSWE
image shows only CSWE values beyond the threshold value, highlighting the damage
location, as shown in Step (5) of Figure 3.
11
Figure 3. Overview of a standing wave filter for hidden damages visualization in
composites
12
4. Debonding Visualization in a CFRP Aircraft Wing
To examine the performance of the proposed damage visualization technique, a
CFRP aircraft wing with a debonding was prepared as shown in Figure 4. Figure 4 (a) shows
the overview of a mock-up wing segment, and the upper curved skin segment with a fitting
lug used for the test is shown in Figure 4 (b). The curved upper composite skin has
dimensions of 1200 510 1.864 mm3 and consists of 10 plies with a layup of
. Note that here means a specially designed single ply
containing both +45° and -45° orientated fibers. The elastic modulus and , shear
modulus , and poisson ratio of this CFRP material are 131.0 GPa, 8.2 GPa, 4.5 GPa,
and 0.281 respectively. Hidden debonding with approximately 10 mm diameter was
introduced by local heating between the upper skin and one of the stringers inside the wing
segment as shown in Figure 4 (b). Then, the upper skin surface of 50 50 mm2 marked in
Figure 4 (a) was scanned by the Nd:YAG laser beam with 2 mm spatial resolution for
ultrasonic wave generation, and the corresponding ultrasonic responses were measured at a
single sensing point by the LDV with a retroreflective tape. Here, the retroreflective tape was
used to improve the reflectivity of the target sensing point. Debonding on the opposite side of
the scanned surface was positioned at the center of the scanning region, and the sensing point
was positioned 30 mm away from left vertical boundary of the scanning region as shown in
Figure 4 (a). The power of the excitation laser was set to 1 MW, resulting in power density of
8 × 106 W/cm
2. The generated ultrasonic waves were measured by a 14 bit digitizer with a
sampling frequency of 5.12 MHz for 200 s, and averaged 50 times in the time domain to
improve a signal-to-noise ratio. The measurement sensitivity was set to 10 mm/s/V, and a
bandpass filter ranged from 10 kHz to 300 kHz was employed. Figure 5 shows that the LDV
and Nd:YAG laser were installed 1.6 m and 2.0 m apart from the specimen, respectively.
13
(a)
(b)
Figure 4. A CFRP aircraft wing segment with a fitting lug: (a) Overview of the CFRP
aircraft wing segment and the scanning region, and (b) the inside view of the wing segment
with debonding between the upper skin and one of the stringers.
Figure 5. Overall test setup for debonding visualization in the CFRP aircraft wing segment.
Figure 6 shows the representative at 22.50 s, 34.80 s, and 47.11 s obtained
from the target scanning region. The red and blue colors in the images represent positive and
negative out-of-plane velocities, respectively. Ultrasonic waves propagate from left to right,
14
and the interaction with the debonding can be observed at 47.11 s.
Figure 6. Raw ultrasonic wavefield images obtained from the CFRP aircraft wing segment
at 22.50 s, 34.80 s and 47.11 s. Red and blue colors correspond to positive and negative
out-of-plane velocities, respectively. (Color in online)
(a) (b) (c)
Figure 7. f-k domain representations of the wavefield images obtained from the CFRP
aircraft wing segment: (a) , (b) and , and (c) and .
To extract debonding-induced standing wave components, the standing wave filter is
applied. First, is transformed to using Equation (2), and then is decomposed
into using Equation (3). The corresponding results are displayed in Figure 7. The
and , and and representing forward and backward ultrasonic propagations in x
axis are clearly observed in Figures 7 (b) and (c), respectively. Subsequently, is
reconverted into using Equation (4). Here, let us define and consider forward
propagating waves and backward propagating waves in x
axis for the sake of simplicity, because x directional wave propagation is dominant in this
15
example. The resultant and at 22.50 s, 34.80 s and 47.11 s are shown in Figure
8. Figure 8 (a) shows that (left to right) is dominant, while only (right to left)
reflected from the debonding can be seen in Figure 8 (b).
(a)
(b)
Figure 8. Decomposed t-s domain wavefield images obtained from the CFRP aircraft wing
segment at 22.50 s, 34.80 s, and 47.11 s: (a) and (b) . The debonding-reflected
waves are clearly observed at 47.11 s of .
Next, the CSWE image was constructed using Equation (6). Here, the threshold
value of 2.7 × 10-9
is obtained using an extreme value statistic to minimize noise components
as explained in the Step (5) in Section 3. Note that this threshold is instantaneously
established from only currently measured data depending on certain applications. A
cumulative total wave energy (CTWE) image was also constructed to examine the
effectiveness of the standing wave filter. CTWE was calculated by the following equation and
its image is constructed by assembling CTWE values from all spatial points of interest.
16
(7)
Figure 9 compares the CTWE and CSWE images obtained from the target scanning
region of the CFRP aircraft wing segment. The red color in the images represents high energy
concentration (Color in online). Although high energy around the debonding is observed in
the CTWE image of Figure 9 (a), the incident wave energy hinders damage diagnosis. On the
other hand, Figure 9 (b) shows that only the debonding location is clearly highlighted by
eliminating other noise components in the CSWE image, making it possible to achieve
intuitive damage diagnosis without any prior knowledge of debonding.
(a) (b)
Figure 9. Comparison of (a) CTWE and (b) CSWE images obtained from the CFRP aircraft
wing segment
5. Delamination Visualization in a GFRP Wind Turbine Blade under Varying
Temperature and Static Loading Conditions
An actual 10 kW wind turbine blade was prepared as another test specimen for the
validation of the proposed standing wave filter as shown in Figure 10 (a). The target blade
has rough dimensions of 3500 500 3 mm3, is made of GFRP materials, consists of 6
plies with a layup of . The elastic modulus , shear modulus , and poisson
ratio of the GFRP material are 24.65 GPa, 8.52 GPa, and 0.476 respectively. A 15 mm
17
diameter Teflon tape was inserted between the 3rd
and 4th
ply during fabrication of the blade
to simulate internal delamination. The LDV and Nd:YAG laser were installed 1.1 m apart
from the specimen. The Nd:YAG laser scanned a squared region of 50 50 mm2 with 2 mm
spatial resolution as shown in Figure 10 (b). The corresponding ultrasonic responses were
measured at a single point by the LDV with a retroreflective tape. The excitation laser power,
power density, the number of averaging, the bandpass filter range were set to 2 MW, 1.6 107
W/cm2, 40 times, and 130 kHz to 200 kHz respectively. All the other parameters were
identical to the ones used in the previous section.
(a)
(b)
Figure 10. Full scale wind turbine blade with simulated delamination: (a) 10 kW GFRP
composite wind turbine blade and (b) simulated delamination and the laser scanning region.
The standing wave filter again successfully visualizes delamination-induced standing
waves in the wind turbine blade. Figure 11 compares CTWE and CSWE images obtained
from the scanning region of the blade shown in Figure 10 (b). In CSWE image, the incident
wave energy and other noise components in CTWE image are clearly eliminated and only the
delamination location is accentuated. Here, the computed threshold value is 4.3 × 10-4
.
18
Additional tests were conducted to examine the performance of the proposed
technique under varying environmental conditions. Indeed, real in-situ structures are often
exposed to temperature variation and external loading such as wind loading. Figure 12
compares the ultrasonic signals generated at the center of the scanning region and measured
at the sensing point shown in Figure 10 (b) under varying temperature and static loading
conditions. Compared to the signal obtained in Condition 1 (25 °C without static loading), the
time delay of the first peak arrival was observed as the temperature of the blade increased up
to 45 °C using a ceramic heater (Condition 2). With a static loading of 0.47 kN (Condition 3),
no time delay was observed but the wave amplitude decreased compared to Condition 1.
(a) (b)
Figure 11. Comparison of (a) CTWE and (b) CSWE images obtained from the GFRP wind
turbine blade.
Figure 12. Representative ultrasonic signals generated at the center of the scanning region
and measured at the sensing point under different temperature and static loading conditions:
50 60 70 80 90 100 110 120 130 140 150
-5
0
5
Time ( s)
Ou
tpu
t (m
V)
Condition 1 (25°C / 0.00 kN)
Condition 2 (45°C / 0.00 kN)
Condition 3 (25°C / 0.47 kN)
19
Condition 1 (Red solid line, 25 °C without loading), Condition 2 (Blue dashed line, 45 °C
without loading) and Condition 3 (Green dotted line, 25 °C with 0.47 kN loading).
Figure 13 displays the CTWE and CSWE images on Conditions 2 and 3. Although
CSWE images obtained from Conditions 1 to 3 show different results, they still enable
intuitive and automated damage visualization without false alarms. These results reveal the
robustness of the proposed technique against the operational and environmental variations.
(a) (b)
(c) (d)
Figure 13. Comparison of CTWE and CSWE images obtained under varying temperature
and loading conditions of the GFRP composite wind turbine blade: CTWE from (a)
Condition 2 and (b) Condition 3, and CSWE from (c) Condition 2 and (d) Condition 3.
6. Conclusion
In this study, a noncontact laser ultrasonic wavefield imaging technique is developed
20
for delamination and debonding detection and visualization, and successfully visualized a
debonding in a real scale CFRP composite aircraft wing and a delamination in a GFRP
composite wind blade structure. Furthermore, it turned out that no false alarm is indicated
even under varying temperature and static loading conditions. However, further studies are
needed before applying the developed technique to real structures under various operating
conditions. First, the high dependency of laser sensing on the target surface condition still
requires a special surface treatment such as the use of a retroreflective tape. In addition, the
inspection time might be prohibitively long for large structure scanning due to high spatial
resolution. Since this technique visualizes only damage-induced standing waves which are
not spatially propagated, its damage detectability highly relies on the spatial resolution.
Although higher spatial resolution can enhance its damage detectability, there is a trade-off
between the spatial resolution and the inspection time. Then, a special caution should be paid
in handling the high power laser (Class 4) used for ultrasonic generation, and its long term
effects on the composite’s health should be investigated. Further performance validations on
more realistic defects are also warranted to be investigated in the following work.
ACKNOWLEDGEMENT
This work was supported by the New & Reliable Energy (20123030020010) of the Korea
Institute of Energy Technology Evaluation and Planning (KETEP) grant funded by the Korea
government Ministry of Trade, Industry and Energy, the Leap Research Program (2010-
0017456) of National Research Foundation (NRF) funded by Ministry of Science, ICT and
Future Planning, and the Scientific Research Fund of Southeast University (3250254202).
REFERENCE
1. Kessler SS, Spearing SM and Soutis C. Damage detection in composite materials using
Lamb wave methods. Smart Mater Struct 2002;11(2):269.
21
2. Sundaresan M, Schulz M, Ghoshal A. Structural health monitoring static test of a wind
turbine blade: Subcontract report. NREL/SR-500-28719. National Renewable Energy
Laboratory, USA 2002.
3. Yeum CM, Sohn H, Ihn JB, Lim HJ. Instantaneous delamination detection in a composite
plate using a dual piezoelectric transducer network. Compos Struct 2012;94(12):3490-3499.
4. Imielinska K, Castaings M, Wojtyra R, Haras J, Clezio EL, Hosten B. Air-coupled
ultrasonic C-scan technique in impact response testing of carbon fibre and hybrid: glass,
carbon and Kevlar/epoxy composties. J Mater Process Tech 2004;157-158:513-522.
5. Sun G, Zhou Z, Chen X, Wang J. Ultrasonic characterization of delamination in
aeronautical composites using noncontact laser generation and detection. Appl Opt
2013;52(26):6481-6486.
6. Schilling PJ, Karedla BR, Tatiparthi AK, Verges MA, Herrington PD. X-ray computed
microtomograpy of internal damage in fiber reinforced polymer matrix composites. Compos
Sci Technol 2005;65:2071-2078.
7. Mian A, Han X, Islam S, Newaz G. Fatigue damage detection in graphite/epoxy
composites using sonic infrared imaging technique. Compos Sci Technol 2004;64(5):657-666.
8. Avdelidis NP, Hawtin BC, Almond DP. Transient thermography in the assessment of
defects of aircraft composites. NDT & E Int 2003;36(6):433-439.
9. Sohn H, Dutta D, Yang JY, DeSimio M, Olson S, Swenson E. Delamination detection in
composites through guided wave field image processing. Compos Sci Technol
2011;71(9):1250-1256.
10. Chia CC, Jeong H-M, Lee J-R, Park G. Composite aircraft debonding visualization by
laser ultrasonic scanning excitation and integrated piezoelectric sensing. Struct Control
Health Monit 2012;19(7):605-620.
11. An Y-K, Park B, Sohn H. Complete noncontact laser ultrasonic imaging for automated
22
crack visualization in a plate. Smart Mater Struct 2013;22(2):025022.
12. An Y-K, Kwon Y, Sohn H. Noncontact laser ultrasonic crack detection for plates with
additional structural complexities, Struct Health Monitor 2013;12(5-6):522-538.
13. Scruby CB, Drain LE. Laser Ultrasonics: Techniques and Applications. Norfolk: Adam
Hilgher 1990.
14. Davies SJ, Edwards C, Taylor GS, Palmer SB. Laser-generated ultrasound: its properties,
mechanisms and multifarious applications. J Phys D Appl Phys 1993;26(3):329
15. Hutchins DA. Mechanicsm of pulsed photoacoustic generation. Can J Phys
1986;64:1247-1264.
16. Pierece SG, Culshaw B, Philp WR, Lecuyer F, Farlow C. Broadband Lamb wave
measurements in aluminum and carbon/glass fibre reinforced composite materials using non-
contacting laser generation and detection. Ultrason 1997;35:105-114.
17. Ready JF. Effects of high-power laser radiation. New York: Academic Press 1971.
18. Weber R, Hafner M, Michalowski A, Graf T. Minimum damage in CFRP laser processing.
Phys Procedia 2011;12(B):302-307.
19. Shindo Y, Narita F. Transient thermal-mechanical response of glass-fiber reinforced
plastic at low temperatures. Acta Mech 2002;157:159-174.
20. Castellini P, Martarelli M, Tomasini EP. Laser Doppler Vibrometery: Development of
advanced solutions answering to technology’s needs. Mech Syst Signal Pr 2006;20:1265-1285.
21. Martin P, Rothberg S. Introducing speckle noise maps for Laser Vibrometry. Opt Laser
Eng 2009;47:431-42.
22. Achenbach JD. Wave propagation in elastic solids. North-Holland: North Holland Series
in Applied Mathematics and Mechanics 1973.
23. Hayashi T, Kawashima K. Multiple reflections of Lamb waves at a delmination. Ultrason
2002:40(1-8);193-197.