Int. J. Precis. Eng. Manuf.-Smart Tech. > Volume 3(1); 2025 > Article
Munyaneza, Yuk, and Sohn: A State-of-art on Damage Detection of Composite Structure Using Lamb Wave and Deep Learning Techniques

Abstract

Composite materials have garnered the attention of high-tech companies due to their significant benefits, such as high stiffness, corrosion resistance, good wear resistance, and high mechanical strength. However, these materials often suffer from damage due to their heterogeneous nature, and the inability to identify and recognize flaws in the early stages can lead to catastrophic failures. By applying non-destructive testing and evaluation, flaws can be detected and characterized, potentially reducing unplanned breakdowns and repair costs. This review examines current findings on early interlaminar and intralaminar damage detection and localization using Lamb waves and recent deep learning techniques. Additionally, this work addresses existing research gaps and highlights potential opportunities for future research and improvements in the field of structural health monitoring.

List of Symbols

NDT&E

Nondestructive Testing and Evaluation

SHM

Structural Health Monitoring

LS-SVM

Least Square Support Vector Machine

DNN

Deep Neural Network

CNN

Convolutional Neural Network

kNN

k-Nearest Neighbor

LDA

Linear Discriminant Analysis

PCA

Principal Component Analysis

CAE

Convolutional Autoencoder

GFRP

Carbon Fber Reinforced Plastic

PZT

Lead Zirconate Titanate

FCN

Fully Convolutional Neural Network

SLDV

Scanning Laser Doppler Vibrometer

ML

Mechanoluminescent

1 Introduction

Recently, different industry sectors have focused on producing small-scale products that are multifunctional and efficient. To achieve those miniature products, composite materials have gained popularity among others as they offer high stiffness, high resistance to corrosion, and toughness while being lightweight [1,2]. As the name suggests, composite materials are made of two or more distinct materials on the macroscopic level. One of the materials acts as reinforcement, which is stiffer and stronger, whereas the other plays the role of a matrix, which is less stiff and weaker [3,4]. The demand for composite materials is high in aerospace [5,6], automotive industries [7,8], biomedical applications [9,10], construction materials [11], and wind turbines [12], to name a few. Composite materials offer more advantages than conventional materials, such as less weight, higher strength and stiffness, and resistance to corrosion and other chemical substances. However, the particularity of the manufacturing process and the very expensive materials required to make these materials are their main weaknesses. The complex manufacturing process of composite materials usually comes with internal flaws that are not easily detected by visual inspection. Some defects are due to human factors such as poor material handling, and environmental factors (impurities, temperatures, etc.) [13,14].
Laminated composite materials are made up of more than two layers stacked together, and each layer is called a lamina. The occurrence of damage mechanisms in composite laminates is categorized into interlaminar and intralaminar damages [15]. Delamination is the most dominant form of failure in composite materials, and it mostly happens due to high interlaminar stresses between two lamina [16,17]. Other common types of failures are within a lamina itself, such as matrix cracking, fibre pull-out, fibre breakage, and fibre/matrix debonding [1820]. Since composite materials are prone to failures that are hardly detected, a routine inspection should be performed to examine the possible damages during their initiation stage using appropriate techniques such as nondestructive testing and evaluation (NDT&E). Among NDT&E and structural health monitoring (SHM) techniques, the common methods used are ultrasonic waves, acoustic emission, strain measurement, vibration, thermography, and machine vision, to name a few [2126]. The list of representative articles that adopt the above methods for damage detection is listed in Table 1. For brevity and accuracy, the remainder of this paper will focus on Lamb waves, particularly guided waves, for damage detection.
At least two decades ago, enormous research about damage localization and quantification based on Lamb wave was conducted. Sun et al. [27] proposed a data-driven method based on the Lamb wave for damage quantification using a genetic algorithm and least squares support vector machine (LS-SVM). The damage was estimated based on three features: normalized amplitude, phase changes, and correlation coefficient of Lamb wave changes. Their proposed method was proven to predict the crack size at the lamp joint. Eremin et al. [28] proposed the idea of using scattering resonance frequencies that are sensitive to the size of the crack and depth variation to express a non-destructive estimation of the crack severity. This method was based on matching the resonance frequencies obtained both experimentally and numerically. Nicassio et al. [29] presented a novel method based on nonlinear Lamb wave characteristics and local defect resonance for locating and evaluating single-lap joint disbond. In this work, the damage location was estimated based on the time of flight (ToF) of each damage signal and the total probability function. Qiang et al. proposed a new method for crack localization on beam structures using piezoelectric sensors. In this work, the crack damage and localization were determined by the presence of both antisymmetric and symmetric modes (A_0/S_0). Most of the work done for damage detection has reported that the Lamb wave generates multiple reflections when interacting with the damage. To overcome those complications, parametric and non-parametric methods were proposed for damage detection. However, the parametric method requires a full understanding of physics and mathematical modeling, which is not easily obtained for complex models. On the other side, the non-parametric method known as the data-driven approach is widely used since it is easily applicable to complex structures [30].
The data driven SHM approach requires baseline data from the pristine structure and data from the damaged structure. Data-driven modeling based on statistical models combined with classical machine learning has proven that they can’t cope with complexity of the generated Lamb wave signals to detect and localize the induced damages [31]. Moreover, the conventional method requires extra skills for the professionals to extract the important features for pattern recognition, and most of conventional methods will fail to detect the damage in case a new pattern is introduced [32]. The current advancement of artificial intelligence (AI) comes with a need for a solution in the field of SHM, particularly deep learning, which needs a large volume of data and a complex algorithm to deal with those abovementioned complexities. As aforementioned, the classical machine learning algorithms were not powerful enough to analyze the complexities relying on the large dataset, but with deep learning, the complex relationship between healthy and damaged signal features can be easily mapped and classified [33,34].
Much research has been conducted on applying deep learning based on vibration signals for SHM of structures, and many related review papers have been reported. However, review papers related to research applying Lamb wave signals to deep learning have not been reported. This review paper is going to focus on the application of Lamb waves in SHM, with an emphasis on delamination and matrix crack identification of composite materials. Moreover, this paper is going to explore the current findings of deep learning algorithms applied to structure health monitoring to assist in detecting and localizing the damages.
The cited references in this work were gathered from Scopus and Web of Science databases, covering the period from 2018 to 2024, using the following search criteria: ((“Structural health monitoring”) AND (“Damage detection” OR “Damage localization” OR “Damage quantification”) AND (“Delamination” OR “Matrix crack”) AND (“Composite materials” OR “Composite plate” OR “CFRP”) AND (“Machine learning” OR “Deep learning”) AND (“Lamb waves” OR “Guided waves”)). Fig. 1 shows a steady increase in the number of published articles over the past six years, indicating the growing appeal of SHM to researchers. To analyze the co-occurrence of keywords and identify patterns among frequently used terms, VOSviewer was utilized. This analysis highlights areas of intensive research activity. A bibliometric map was generated with a minimum threshold of 15 occurrences per keyword. Out of 3,906 keywords, only 43 met this threshold. The keyword co-occurrence map, shown in Fig. 2, comprises 6 clusters and 1,384 links between keywords. The dominant keywords for each cluster are ‘structural health monitoring’, ‘machine learning’, ‘damage identification’, ‘acoustic emission’, ‘deep learning’, and ‘composite materials’, respectively.

2 Fundamentals of Lamb Wave

Lamb waves are a special type of ultrasonic guided wave, and they are often generated in a thin plate structure with traction-free boundaries. Based on the vibration displacement of ultrasonic particles, Lamb waves have two distinct propagation modes, namely symmetric (Sn) and antisymmetric (An) as shown in Figs. 3(a) and 3(b) respectively [35]. The propagation of Lamb waves is highly dispersive, and their phase velocity changes with frequency and material thickness [36]. Apart from the dispersive curve, another important characteristic of Lamb wave is the group velocity curve. The group velocity comes in handy when examining the wave-packets travel [37,38]. Fig. 4 clearly illustrates that as the value of (f.h) product increase, both the phase and group velocities asymptotically approach the wave propagation velocity of Lamb wave. In addition, the first propagation wave modes (S0 and A0) can be obtained at low frequencies, and the symmetric mode (S0) has a higher group velocity than the antisymmetric mode (A0). To understand clearly the existing modes, Sn and An, the analytical dispersion curves and group velocities are presented as follow [39]:
(1)
tan(qh)tan(ph)+4k2qp(k2-q2)2=0
(2)
tan(qh)tan(ph)+(k2-q2)24k2qp=0
with
(3)
p2=ω2CL2-k2q2=ω2CT2-k2k=2πλ
p and q are placeholder variables, ω, h, CL, CT, λ, k are the wave angular frequency, plate half thickness, longitudinal velocity, transverse velocity, wavelength, and wave number, respectively.
The longitudinal and transversal velocities usually depend on the properties of material and are given by:
(4)
CL=E(1-v)ρ(1+v)(1-2v)
(5)
CT=E2ρ(1+v)
Where, E and v represent the young’s modulus and Poisson’s ratio, and ρ is the density of the material.
The conceptual diagram of Lamb wave based SHM is shown in Fig. 5. Lamb wave-based SHM was proven to be effective in terms of damage detection due to its actuation simplicity, ability to travel larger areas with small attenuation, and sensitivity to minor damages [24,40,41]. The Lamb wave signals obtained via the stated methods in Table 1, can be further processed under feature extraction to identify, localize, and quantify the material’s damage. Different classical damage detection algorithms for SHM are provided in Table 2 [4252].

3 A Succinct Explanation of Deep Learning

AI is mainly concerned with building systems that can imitate human behavior. Under artificial intelligence, machine learning as a subfield is also mostly known for its capacity to make the computer learn from the data and decide without being explicitly programmed. From Fig. 6, at the core of AI, there is deep learning, which is also subset of machine learning and deep learning is currently the most powerful and practical model among others for its self-learning capabilities.
Machine learning technique is aimed at developing algorithms that can learn from experimentally recorded or simulated data to predict the system’s future performance [53,54]. Machine learning is mostly used in different applications such as text mining, image classification, matching news items, and object identification, to name a few. Machine learning is usually divided into three categories namely supervised learning, unsupervised learning and reinforcement learning. Due to the lack of ability to analyze raw natural and complex data of classical machine learning techniques, a deep learning method has been introduced to solve the reliance on manual feature extraction in classical machine learning models.
Deep learning is a subfield of machine learning that can extract important features immediately from raw data without human intervention. Moreover, deep learning can be interpreted as a representation learning method with multiple levels of representation by which the data is fed through stacked layers of a deep neural network (DNN), and each layer is capable of extracting features gradually and inputting them to the next layer without human intervention [5558]. There are three major classifications of deep learning techniques: supervised, unsupervised, and reinforcement learning. The supervised deep learning-based SHM uses the labeled data to train the model. This technique requires a collection of inputs with their corresponding outputs (xi, yi) [59]. Contrary to the supervised deep learning, the unsupervised deep learning algorithm uses unlabeled data and learns the recurring patterns. The training dataset of unsupervised model contains only xi variables and its main objective is to find the data with common features and classify them under groups or clusters. Also, it has the ability of labelling the data based on the fundamental algorithm structure [57,58,60]. Finally, reinforcement learning learns the optimal behavior in an environment to get the utmost reward. The reward is maximized by a trial-and-error search. As we mentioned before, traditional machine learning has computational limitations when dealing with a large dataset and that issue can be overcome by deep learning. Deep learning-based SHM data are collected and analyzed either as 1D time-series datasets or 2D data such as images [6163]. The only key challenge for the researchers in deep learning is the substantial computational resources and larger data required to train the model effectively. A detailed configuration of the deep learning structure for both types of datasets is illustrated in Fig. 7. Convolutional Neural Network (CNN) relies on the concept of mathematical principles for convolution, rectified linear step, the pooling step, flattening step and the full connected layer.

3.1 Convolution Process

The convolution operator is considered as the core of CNN. It consists of a sliding filter known as kernel with small number of columns and rows that convolve over the input image to reduce the image’s size by extracting its high-level local features in the form of feature maps. Normally, every kernel works as a features extractor and shares its weight with all the hidden neurons. To achieve the convolutional process, some parameters such as kernel size, stride, and padding need to be addressed and well defined [64,65]. Suppose a 2D image input denoted as I, the 2D kernel filter K with size m × n, and the 2D feature map represented by I *K. Fig. 8, illustrates the execution of convolution layer. The blue square represents 3 × 3 kernel, the light red square represents the similar size as kernel for input image. both are multiplied and summed together to give the output feature map represented by green color. The convolutional operation will be conducted as I *K, and it is mathematical denoted as [66] :
(6)
F(i,j)=(I*K)(i,j)=ΣmΣnA(m,n)K(i-m,j-n)
Through the commutative nature of convolution operation, the above equation can be written as:
(7)
F(i,j)=(I*K)(i,j)=ΣmΣnI(i-m,j-n)K(m,n)

3.2 Activation Function

After each convolution process, a non-linear activation function is applied element-wisely to bring the non-linearity to the network. The activation function layer is made by an activation function that takes the feature map produced by the convolutional layer and produces the activation map as its output. Additionally, the activation layers offer CNN the capability to compute complex things; the activation functions have also the ability to choose the most significant feature [59]. Different activate functions with their respective mathematical principles are mentioned in Table 3 [64].

3.3 Pooling Layer

The pooling layer, also known as down-sampling layer is an essential step in convolutional neural network, usually used to reduce the spatial size of the input and thus reducing the number of parameters in the network [67]. Before pooling operation, convolution, kernel, and stride operations are first executed. To improve the generalization of the model, pooling layer can help to introduce the spatial invariance into the network. The most commonly used pooling methods are maximum pooling, average pooling, and global average pooling. The max pooling and average pooling can be represented mathematically as follows:
(8)
ykij=max(p,q)Rijxkpq
(9)
ykij=1|Rij|Σ(p,q)Rijxkpq
where, ykij represents the output of kth feature map of element xkpq within pooling region Rij. The operation process for these methods is summarized in Fig. 9 [68].

3.4 Fully Connected Layer

Convolutional neural network is divided into two stages: features extraction step and classification step. In features extraction step, convolutional and pooling layers process are conducted while the classification stage is composed by one or more fully connected layers followed by SoftMax function [66]. The last convolutional and pooling layer is transformed into a one-dimensional array vector after flattening and input into fully connected layers. Finally, the output of fully connected layer represents the final CNN output [59]. For a given input vector xRn the output of fully connected layer with an activation f is derived as [69]:

4 Interlaminar Damage Detection and Localization

As mentioned earlier, interlaminar delamination is a common type of damage in laminated composite materials. The basic concepts of interlaminar damage and intralaminar damage in laminated composites are presented in Fig. 10. Its presence has a direct impact on the stiffness and strength of the material, which may lead to catastrophic failure in the absence of earlier detection. The initiation and evolution of interlaminar and intralaminar damages was studied by [7072]. Most of the reviewed papers in this section have used a data-driven approach rather than physics-based approach for delamination assessment due to the availability of high-performance computational equipment and powerful machine learning algorithms such as deep learning to process the big data. Asif Khan et al. [73] proposed a synthetic data augmentation strategy to cope with the issue of scarce data for deep learning assessment of delamination in stuck laminated composites. Gao et al. [74] suggested a damage localization method based on Lamb wave and modular artificial neural network (M-ANN) and the proposed model exhibited a lower MSE, MAPE, MAE and high R2. The pre-augmented and augmented datasets were trained via transfer learning, and the customized deep learning training accuracy for augmented data outperformed the k-nearest neighbor (KNN), linear discriminant analysis (LDA), and SVM classifiers trained on the original dataset. In SHM procedures, collecting data for all damaged scenarios is very cumbersome and time-consuming. Rautela et al. [75] proposed two different approaches for unsupervised learning where the data were trained based on the baseline situations only. On the one hand, they proposed a combination of dimension reduction techniques, principal component analysis, and one-class support vector machines (PCA and ocSVM) and on the other hand, they utilized a deep learning-based deep convolutional autoencoder (CAE) to train the unsupervised data for delamination detection. The deep learning-based approach has demonstrated higher accuracy than the machine learning-based approach. Despite its high accuracy in detecting delamination, the machine learning-based method requires less computational time and a smaller amount of data than the deep learning method. Wu et al. [76] suggested a novel method for detecting and localizing the internal delamination of carbon fiber reinforced plastic (CFRP) through a deep convolutional neural network and continuous wavelet transform. The trained data was collected via lead zirconate titanate (PZT) sensor arrays, and the test data was obtained using X-ray to validate the data. The proposed method achieved high accuracy under a low actuation frequency of 150 kHz, and it was able to diagnose the damage through automatic feature extraction. However, as the number of cycles increased, the proposed method was not able to locate all the sensing paths.
Naturally, CNN was built to deal with complex dataset such 2D and 3D images without a lot of transformation, which can cause the loss of temporal information, and most literatures has proven that 2D-CNN has a significant advantage in terms of generalization and robustness over 1D-CNN. Sikdar et al [77] designed a deep learning architecture that uses CNN to automatically extract the discrete image features. The raw guided wave signals were converted into images of time-frequency scalograms using the continuous wavelet transform. For achieving efficient data compression while conserving important information, Liao et al. [78] proposed a novel diagnosis method, integrating guided wave-based SHM with gramian angular field (GAF) image, and convolutional neural network. The proposed method performed well on damage localization than other compared methods. However, the authors are not sure whether the proposed model will perform well if environmental factors are considered. Moreover, the model’s performance was based on single damage rather than multiple damages.
Apart from using sensors embedded in structures for detecting damages and localizing a delamination, a pixel-wise segmentation model based on a fully convolutional neural network (FCN) was proposed [32]. The proposed method was capable of being trained end-to-end and pixel-to-pixel without a feature extraction process. In addition, pixel-wise segmentation was introduced to allow the shape precision and size estimation of the defect. The performance of the FCN method was compared to the conventional approach, which is based on wavenumber filtering using intersection-over-union, as shown in Fig. 11. Although the full wavefield using FCN can successively detect delamination and its size estimation, the time required to generate the data is unbearable, and since the full wavefield data is generated by Scanning Laser Doppler Vibrometer (SLDV), the proposed method is more suitable in the NDT field than SHM. Also, Ullah et al. [79] proposed an end-to-end deep learning model of many-to-one sequence prediction to perform pixel-wise image segmentation. The proposed model was able to predict a single delamination but poorly performed on multi-delaminated CFRP. In addition, the SLDV method showed its incapability of sensing damage that is situated far away from the bottom side of the specimen. Mechanoluminescent (ML) sensors respond to mechanical deformation by emitting light and providing the entire visual information of the entire structure, as proposed by Park et al. [80]. To detect the delamination from the images emitted via ML sensor, a convolutional autoencoder was used, and its performance was compared to the edge detection method. The authors highlighted the limitations of ML sensors such as environmental factors which might interfere with the emitted light and hinder its performance. Schackmann et al. [81] proposed a unified CNN method to detect damage and identify damage severity for broadband ultrasonic guided waves signals. Zhuojun et al. [82] evaluated the performance of transfer learning method for localization of damage areas in CFRP plate. Ijjeh et al. utilized a scanning laser doppler vibrometer to collect the datasets [83]. The collected data was used in a comparative study to detect and localize delamination in composite materials via deep learning models such as UNet, VGG16, encoder-decoder, FCNdenseNet, PSPNet, and Global Convolutional Network (GCN). The proposed model was claimed to perform well on detecting delamination. However, the authors are not sure whether their method will perform well on experimental dataset. Moreover, the dataset was collected under a single low excitation frequency of 50 kHz.
Most of the literature articles were focused on top-down approaches, where the collected data from the experiment is used for damage detection and localization. Rautela et al. [84] adopted a bottom-up approach where they used a parallel implementation of a reduced-order spectral finite element model (SFEM) to solve the forward problem. To mimic the data as closely as the real scenario, the simulated datasets were corrupted with Gaussian random noise. In this work, damage prediction based on deep learning has surpassed the predictions of conventional machine learning algorithms. From the most peer-reviewed journal about SHM, the excitation frequency used was in the range of Hz to kHz. However, the earlier minor delamination that is hidden inside the composite material is hardly detected through ultrasonic-guided waves. Xu et al. [85] have adopted a novel technique called Terahertz (THz) to detect hidden delamination features with high resolution. The authors proposed a powerful approach called unsupervised CNN based on a deep adversarial adaptation strategy (CNN-DADA) to localize THz delamination. The overall architecture of the proposed framework is shown in Fig. 12 and the CNN-DADA method outperforms the traditional DL in reconstructing the input images. Lamb waves are usually processed either as time-series or imaging data. However, the performance of data-based imaging processing techniques is prone to deterioration, with several artefacts and unsatisfactory accuracy. Yu et al. [86] proposed a weighted delay-and-sum (DAS) imaging method based on denoising autoencoder (DAE) learning for complex composite materials to obtain better damage imaging of Lamb waves in both noisy and noise-free conditions. The proposed technique, DAE-DAS achieved high damage localization accuracy, but the timeconsuming nature of this method was the big issue addressed by the authors. Deep learning has been proven to be more efficient in damage detection and localization than conventional machine learning. However, the huge amount of data required to train a deep learning model was a challenge addressed by a lot of researchers. Different methods have been proposed to train a deep learning model based on small amounts of data. Tong et al. [87] proposed a deep learning inversion with supervision intended to reduce the scale of trained data. In addition, transfer learning techniques were adopted in different works to train a small-scale dataset [35,88]. Jin et al. [89] proposed a damage spatial imaging method to reconstruct the Lamb wave response signal under strong noise and realize the spatial localization of damage.
Usually, the model trained on experimental dataset, experienced low accuracy when applied to the actual dataset where environmental factors are presented. Zhang et al. [90] used a semi-supervised model integrating variational auto-encoder and Bayesian neural network (BNN) to predict damage and quantify uncertainties in composite plate. Wang et al. [91] Proposed a deep learning-assisted delamination evaluation technique by using guided wave time-space images. Wang et al. [92] developed an adaptive damage monitoring technique based on transfer features and 95, 93% accuracy were achieved for both damage detection and damage localization respectively. Azad et al. [93] compared different transfer learning models to classify the damages in composite laminates. The proposed EfficientNet-based lightweight TL model achieved higher accuracy compared to other TL models. Azad et al. [94] proposed an interpretable deep learning model based on explainable vision transformer (X-ViT). The proposed ViT achieved an accuracy of 98.8% in classifying damages. The articles mentioned about interlaminar damage detection are summarized in Table 4.

5 Intralaminar Damage Detection and Localization

Apart from delamination, which is the most common interlaminar damage, matrix cracking and fibre-matrix splitting are categorized as intralaminar damage and the initiation of intralaminar damage triggers other types of damage such as delamination [95]. In this section, current research about detection and localization through deep learning for matrix cracking and fibre pullout was highlighted and summarized in Table 5. Sampath et al. [96] proposed a hybrid method that combines long short-term memory and trispectrum (LSTM-TS) based on a deep learning model to accurately detect earlier fatigue cracks in structures in a noisier environment. The proposed method outperformed other methods by providing low values of mean absolute error (MAE), mean absolute percentage error (MAPE), and root mean square error (RMSE) and exhibiting a high signal-to-noise ratio (SNR). Nguyen et al. [97] identified multiple cracks in a structure using wavelet analysis based on displacement signals. They used deep learning to combine two independent algorithms in wavelet analysis of deflected static and dynamic elements signals. However, the authors did not clearly explain the benefit of dynamic load over static load in detecting cracks. A well-structured and understandable article about microscale and macroscale damages was conducted in [98]. In their study, they proposed various transfer learning algorithms for the quantitative assessment of visual detectability of both in-service aircraft and wind turbines. However, none of the models was capable of classifying the damage from low-impact energy. Usually, the evolution of matrix cracking leads to delamination under applied fatigue load. An automated and robust damage detection technique using a deep autoencoder was proposed by [99] with the aim of detecting and classifying fatigue damage in CFRP structures. In this work, only one dominant feature was classified as matrix cracking, while others were categorized as intact and delaminated features. Miorelli et al. [100] proposed a DNN architecture to automatically invert defect position and size based on guided wave images (GWI) images obtained through simulations. Zhao et al. [101] conducted simulations and experimental studies for early crack detection using nonlinear output frequency response functions (NOFRFs) and CNN-LSTM methods. Among NDT techniques, the data-driven method has proven to be effective for damage detection in composite materials. However, the serious issue with this technique has been the larger dataset collection and its quality. Dabetwar et al. [102] improved damage diagnostics of complex materials by developing a data fusion technique along with data augmentation via a deep neural network. Also, a deep neural network was combined with an existing technique, such as unsupervised dimensionality reduction, that projects very high dimensional data into two- or three-dimensional space. The improved technique by CNN was able to effectively cluster any incoming unknown samples [103]. Lee et al. [104] proposed real-time self-sensing data using electromechanical behavior data images and CNN architecture. They were aiming to solve the issue encountered in their previous research, where a huge number of embedded electrodes were used to sense the damage on a small scale.
Deep learning algorithms have proven to detect damage with higher accuracy than conventional machine learning, despite their need for larger datasets and high computational cost. Most researchers are interested in knowing how a deep learning model classifies test data as normal or unhealthy based on critical feature contributions. Zhang et al. [105] come up with a method, namely attention-based interpretable prototypical networks for deep learning models trained on a small dataset. The proposed method is illustrated in Fig. 13. They introduced an attention channel module to extract the highly important features and disregard the non-relatable features to alleviate the overfitting issues of scarce datasets. Saveeth et al. [106] proposed a modified crow deep neural network (McrowDNN) and this approach helped to choose the most appropriate weights and prejudices. McrowDNN provides higher accuracy for crack detection than ANN and RNN. However, a larger amount of image datasets with different types of defects should be used to confirm the efficiency of the proposed model. To judge whether the deep learning model did not cheat on the trained data, a physical local interpretable and explainable algorithm namely Local Interpretable Model-Agnostic Explanation (LIME) was performed. Moreover, LIME was adopted to interpret a 1D-CNN model in terms of damage feature contributions and find the interpretation corresponds to damage signature [107]. Guo et al. [108] developed ultrasonic guided HMC network and its lightweight version to detect different type of defects such as pinhole, crack and corrosion.
During crack detection in sandwich material, different vision-based technics have been used to identify superficial damages from the scanned images. Manujesh et al. [109] compared classical machine learnings with DCNN performance for damage detection and classification on sandwiched composites. The trained dataset was collected via scanning electron microscope (SEM) images and processed with different techniques such as grey scaling before feature extractions. A deep neural networks-based on seismic-wave for crack detection inside a composite plate was proposed by [110]. Moreover, Gao et al. [111] applied deep learning to process the nano computed tomography (CT) scan images to obtain complex 3D composite features with the help of image segmentation using ORS dragonfly software. With the help of CNN, the damaged features such as matrix cracks, pull-out fibres and holes were accurately detected at the macro-scale, mesoscale and micro-scale level. Most of the works cited above were mostly offline conducted. A real-time damage detection of additive manufacturing was conducted for ensuring the quality of a fabricated CFRP composite [112]. In this work, a deep learning model was used to detect, classify and evaluate the defect in real time with high accuracy. To improve the prediction accuracy of SHM in real-time, Du et al. [113] proposed an end-to-end SHM approach employing acoustic emission technique and a deep learning model with attention mechanism.

6 Discussion

Lamb wave-based damage detection has proven to be efficient in damage detection with great advantages such as actuation simplicity, long travel with low attenuation, and higher sensitivity to minor damages. Despite all those potentials, SHM based on Lamb waves still faces several challenges and limitations that need attention from the researchers. The relevant challenge issues with their respective future prospect have been identified as follow:
Data-driven structural health monitoring approach uses Lamb wave signals, mostly acquired from a transmitter through the composite surface up to the receiver. The dispersive nature and mode conversion of Lamb waves and boundary reflections of material complicate the analysis of acquired Lamb wave signals, which impose hindrance and may lead to false damage prediction. Mode conversion and wave scattering result when incident waves interact with damage, and this phenomenon can complicate the detection of the presence damage [114]. Based on the complexity of the generated signal, smart and trustworthy preprocessing techniques should be developed to avoid poor performance in the damage identification process.
Lamb wave propagation is highly affected by environmental factors such as humidity, external noise, vibration, temperature, and loading conditions. Gorgin et al [115], presented a deep review about environmental and operational conditions effects on Lamb waves, and they mentioned that temperature has been the most significant factors while others were mostly ignored. However, the effects of other environmental factors on Lamb waves in real application are unavoidable. In addition, temperature can affect the propagation of the Lamb wave in two distinctive manners, which are the effect on material parameters and the influence on the thermal stress of PZT [116]. The variation of environmental factors during data collection can lead to changes in wave velocity, signal attenuation, or amplification, which can give false negatives or positives damage detection. For collecting accurate data and reliable damage detection and localization, environmental factors should be taken into consideration.
Gathering data in a real-world environment for structure health management applications is not an easy task since it requires testing the structure up to costly failures, it takes a long time and is almost impossible for some application areas. In addition, a larger number of sensors installed on the structures to capture all the necessary sensing paths is not desired where weight is an issue. Moreover, the large dataset collected by sensor arrays imposes high computational challenges and expensive hardware. There is still room for researchers to develop real-time data processing techniques that are efficient and light-weighted algorithms for real-time processing data.
In less than two decades, deep learning was introduced with feature learning ability as an advantage compared to traditional methods. Moreover, the features extracted by deep learning models can be used by traditional machine learning for classification tasks. Despite the benefit offered by deep learning in structural health monitoring, its shortcomings are also undeniable. For high accuracy expectancy, most deep learning models rely on larger and balanced datasets to train the data, which may inhibit its applicability.
To alleviate the issue of data scarcity when training a deep learning model, different methods such as transfer learning [117,118], generative models [119121] and data augmentation [73] have been addressed. However, all the methods tried to enhance the trained data which still requires long training hours and powerful hardware. Researchers should focus more on developing lightweight and powerful deep learning models that are able to train small, balanced datasets with clear interpretability and explainability of the model’s prediction accuracy without an overfitting issue. In addition, digital twin technology can enable intelligent decision-making based on rich digital data and real-time updates from the physical world [122].

7 Conclusions

This review explored a larger number of the latest studies related to the application of Lamb waves and deep learning to detect and localize both intralaminar and interlaminar damages in composite materials. Traditional machine learning techniques have shown some unbearable weaknesses as they require experts in statistics and signal processing before training the models. However, it offers lower complexity and a faster processing time than deep learning. Deep learning application is overtaking traditional machine learning in structure health monitoring due to their self-feature learning capability, and it has proven its effectiveness in detecting damages with higher accuracy than conventional machine learning. Although deep learning offers great advantages over conventional machine learning techniques, its shortcomings, such as larger dataset dependence, complexity, and legion hyperparameters of the trained model make it difficult to optimize. Finally, scholars should aim to develop deep learning models that can also perform well on small datasets without relying on data augmentation techniques.

Declarations

Conflict of interest

The authors declare no conflict of interest.

Funding

This work was supported by the National Research Foundation of Korea (NRF) grant funded by the Korea government (Ministry of Science and ICT, MSIT) (No. 2023R1A2C1007973).

Fig. 1
Number of articles published between 2018 to 2024
ijpem-st-2024-00185f1.jpg
Fig. 2
Frequent keywords map from literature review
ijpem-st-2024-00185f2.jpg
Fig. 3
Modes of Lamb wave
ijpem-st-2024-00185f3.jpg
Fig. 4
Schematic diagram of dispersion curves of the first three Lamb wave modes of an isotropic plate
ijpem-st-2024-00185f4.jpg
Fig. 5
Lamb wave-based SHM concept diagram
ijpem-st-2024-00185f5.jpg
Fig. 6
The concept of Artificial intelligence with its subsets
ijpem-st-2024-00185f6.jpg
Fig. 7
Deep learning architectures for both 1D and 2D input data
ijpem-st-2024-00185f7.jpg
Fig. 8
Dot product between input image and kernel filter
ijpem-st-2024-00185f8.jpg
Fig. 9
Different pooling operation
ijpem-st-2024-00185f9.jpg
Fig. 10
Concept diagram for interlaminar and intralaminar delamination
ijpem-st-2024-00185f10.jpg
Fig. 11
Signal processing strategy for FCN (left side) compared to wavenumber filtering method (right side)
ijpem-st-2024-00185f11.jpg
Fig. 12
Framework of the unsupervised CNN-DADA network
ijpem-st-2024-00185f12.jpg
Fig. 13
Attention-based interpretable prototypical network framework
ijpem-st-2024-00185f13.jpg
Table 1
Various Non-Destructive Testing (NDT) techniques for delamination detection
Ref. Detection method Description Monitored materials Applications
[21] Strain-based This approach utilizes strain measurements from selected positions on a composite sandwich structure to detect damage based on ANN classifier algorithm. GFRP Beam-type structures and aerospace sandwich structures
[22] Acoustic emission The authors aimed to investigate and comprehensively define the AE characteristics for damage detection. CFRP composite tube Reinforcement concreate beam
[23] Vibration-based The Authors explored the full capabilities and limitations of vibrational testing to detect delamination based on natural frequency, mode shape and model curvature. T300/934 graphite epoxy Beam-type and Plate-type in mechanical and civil engineering
[24] Guided wave The study was conducted on CFRP laminates material to attempt and evaluate the damage impact caused by broadband chirp excitation signal. Woven CFRP plate Pipelines, storage tanks, aircraft skins, pressure vessels and railways
[25] Thermography This work discussed a data processing technique to detect and provide images for the damage growth under cyclic loading. Stiffened composite panel skin (with 12 stuck plies) Medical imaging, chemical imaging, defect between cables
[26] Machine vision They introduced near-infrared (NIR) HSI-based inspection camera for CFRP conditions assessment and quality control. CFRP+CFRP/CFRP + Al Surface inspection, conveyor belt, civil infrastructures

(Adapted from Refs. 21, 22, 24, 25 on the basis of OA)

Table 2
Classical damage detection algorithms for SHM
Ref. Damage identification algorithm Advantages Shortcomings
[42], [43] Probability-based imaging Good performance in damage localization, and the algorithm is relatively simple. Needs larger number of actuator-sensor paths
[44]-[46] Artificial intelligence (Neural Network) Require less amount of data, it is computational efficient and low sensitive to undersized and evolutional damage. Overfitting issues and needs human assistance for feature extractions.
[47], [48] Time reversal For a small damage where weak signal is inherent, TR is used to compensate wave dispersion. It performs poorly on broadband input signals.
[49], [50] Lamb wave tomography No need for wave velocity. Multimode propagation and modelling characteristics of the material are not required by the algorithm. Needs larger number of actuator-sensor paths. The rapid damage assessment is not applicable. And it requires the damage to be in the array vicinity and on the direct sensing path.
[51], [52] Phased array A broad region of structure can be examined. It requires identification of wave mode and group velocity.

(Adapted from Refs. 4243, 4446, 4951 on the basis of OA)

Table 3
Activation functions
Functions φ(x) φ′(x)
Sigmoid S(x)=11+e-x φ(x)(1−φ(x))
ReLu R(x)={0forx<0xforx0 {0forx<01forx0
Hyperbolic tangent tanh(x)=ex-e-xex+e-x 1 φ(x)2
Heaviside function H(x)={0forx<01forx0 δ(x)
Signum function sgn(x)={-1forx<00forx=01forx>0 2δ(x)
Table 4
List of literatures for interlaminar damage detection
Ref AI models Damage type Performance Damage detection Damage localization
[73] Transfer learning (AlexNet, GoogleLeNet, SqueezeNet, and VGG16). CNN model Mid-ply delamination Extracted features from original dataset were classified using KNN, SVM, LDA and none has achieved a score of 90% in terms of accuracy and ROC. After data augmentation, 95, 95.36 and 93.64% accuracy was achieved by CNN, AlexNet, and GoogleNet. O ×
[75] PCA-ocSVM, ICA-ocSVM and one DL-based CAE Delamination CAE outperformed other models with an accuracy of 100% on the first two datasets and above 85% on the third data. O ×
[76] DCNN-CWT Delamination DCNN-based CWT was proposed to detect and localize damage in 12 specimens. The highest accuracy of 99.17, 99.28% were obtained from coupon 1 (L1S11) and L1S12 respectively. O O
[77] CNN Stiffened composite panels (SCPs CNN model was trained on both SCPs raw and filtered dataset. A training accuracy of 97.39 and 98.99% score from 10 validation were obtained for raw and filtered data. The testing accuracy from unseen dataset was 85.6 and 92.85% for raw and filtered data respectively. O ×
[78] GAF-CNN-CBAM Artificial damage Mean Relative Error (MRE) of 3.59% as the best localization score and a validation accuracy of 97.27% was obtained from the proposed model. O O
[79] Conv-LSTM and AE delamination Two deep learning models were developed, and the second model-II showed better (IoU) performance than model-I and previously developed model-based on RMS of input images to detect multiple delamination. O O
[81] CNN Delamination An accuracy score of 99.7% and a minimum regression of 262 mm2 were achieved after parameters optimization. O ×
[82] Transfer learning Artificial damages Component Regression for Damage Localization Model (CRDM) model achieved the lowest MSE od 1 mm for coordinate location, and the highest MSE localization of 17 mm. × O
[83] UNet, VGG16, encoder-decoder, FCN-DenseNet, PSPNet, and GCN Delamination A comparative study of six deep learning models-based segmentation was performed based on IoU metric. The best score was achieved by GCN with an IoU = 0.723 and an improvement in delamination detection of 22.47% the current models compare to previous. O ×
[84] LSTM, 1DCNNand 2DCNN models Delamination MSE, MAE, and R2 metrics were used to compare the models. For time-history dataset, LSTM achieves a bit lower MSE, and MAE compared to 1DCNN. 2DCNN was trained on time-frequency data and better metrics were achieved compared to LSTM and 1DCNN. O O
[85] CNN-DADA network Delamination CNN-DADA achieved an average accuracy of over 99% and a F1-score of over 92% for all four types of datasets compare to other CNN without DADA. O O
[86] DAE-DAS Artificial damage Average Relative distance error (RDE) of 9.9, 15.69, 15.97, and 22.60/mm were obtained for proposed DAE-DAS, weighted DA, modified DAS and conventional DAS respectively for multi-damage localization. O O
[87] DLIS Artificial damage using plasticene The reconstruction accuracy of different models was evaluated using MSE metric. The model was trained on simulated, double defect and triple defect datasets and DLIS showed a lower MSE of 0.015 and 0.0084 on double and triple defects. FIT model performs well on simulated data, while DLIS showed robustness on experimental datasets. O ×
[88] TL and pre-trained model. Interface debonding, fiber pullout, matrix cracking and fiber breakage. The classification accuracy was performed based on two types of features extractions (handcrafted and autonomous features). Using handcrafted features, none of the classifiers has achieved a validation accuracy and ROC area of 90%. By using autonomous features extracted from pretrained-models and SVM classier, a higher validation and test accuracy of 90% and above were achieved. O ×
[89] CNN Artificial delamination The damage localization error was reduced by 2.64 mm for damage set 2 and the CNN model achieved high accuracy in identifying the depth of the damage. O O
[90] VAE-BNN Delamination The proposed model predicted the uncertainty with confidence interval of 95%. O ×
[91] CNN Delamination Mean Absolute Percentage Error (MAPE) of 1% was achieved by the proposed model. × O
Table 5
List of literatures for intralaminar damage detection
Ref AI models Damage type Performance Damage detection Damage localization
[96] LSTM Crack MAE, MAPE and RMSE of LSTM-TS were reduced by 1.654, 0.48, and 1.367 respectively compared to LSTM and TS. O ×
[97] Deep learning Multiple-cracked structure The proposed model achieved high accuracy in detecting the quantity, location, and crack growth rate compared to previous models in terms of error rate. O ×
[98] AlexNet/ResNet-50 Impact damage, erosion, matrix cracking, fibre breakage For small image dataset, AlexNet performed with high accuracy of (87–96%) to identify damage severity. O ×
[99] DAE Matrix crack/delamination RMSE was used as reconstruction error metrics and the proposed DAE showed a RMSE of 1.44e-2 and 5.88e-2 for unoptimized training and validation dataset. After optimized the model, RMSE of 1.57e-2 and 4.81e-2 was obtained for training and validation. O O
[100] CNN Through-hole damage The performance of the proposed model was evaluated on simulated and experimental data using MAE, RMSE, and R2. For both data, the localization error of 10mm and sizing error of 0.5 mm were estimated. O O
[102] Deep neural network Notched specimen CNN with data fusion technique predicts the damage with accuracy of 0.52, 0.43% for L1S11 and L1S12 specimen respectively. by applying augmentation technique, the accuracy was improved significantly to 0.91 and 0.90% for L1S11 and L1S12 respectively. O ×
[103] DNN Various type of damages UMAP and t-SNE extended with DNN outperformed traditional methods such as PCA in clustering the incoming unknown samples. O ×
[104] CNN Cyclic bending The proposed model as able to detect the damage in CFRP with an accuracy of over 90%. O O
[105] Attention based interpretable prototypical network Pinhole, crack, corrosion The proposed model outperformed SVM and CNN with an accuracy of 97.92% O O
[106] Mcrow DNN Crack The proposed model performed with over 90% for accuracy, precision, recall, and F-1. O ×
[109] SVM, KNN, DCNN Crack DNN model classified the damages with over 90% in accuracy, precision, recall and F-score with none of the SVM nor K-NN has reached an accuracy of 90%. O ×
[110] Pretrained models Crack 1D-DenseNet-Resize outperformed other models with Accuracy of 88.6, IoU of 78.6, DSC of 87.9, and precision of 87.7%. O ×

(Adapted from Refs. 7577, 81, 88, 98, 100, 103,104, 106, 110 on the basis of OA)

References

1. Hasan, M., Zhao, J. & Jiang, Z. (2019). Micromanufacturing of composite materials: A review. International Journal of Extreme Manufacturing, 1(1), 012004..
crossref pdf
2. Rajak, D. K., Pagar, D. D., Kumar, R. & Pruncu, C. I. (2019). Recent progress of reinforcement materials: A comprehensive overview of composite materials. Journal of Material Research and Technology, 8(6), 6354–6374.
crossref
3. Daniel, I. M. & Ishai, O. (2006). Engineering mechanics of composite materials, Oxford University Press Inc.

4. Caggiano, A., (2018). Machining of fibre reinforced plastic composite materials. Materials, 11(3), 442.
crossref pmid pmc
5. Zhou, Y., Liu, D., Li, D., Zhao, Y., Zhang, M. & Zhang, W. (2020). Review on structural health monitoring in metal aviation based on fiber Bragg grating sensing technology. Proceedings of the 2020 Prognostics and Health Management Conference (PHM-Besançon) (pp. 97–102.
crossref
6. Philibert, M., Yao, K., Gresil, M. & Soutis, C. (2022). Lamb waves-based technologies for structural health monitoring of composite structures for aircraft applications. European Journal of Materials, 2(1), 436–474.
crossref
7. Johnson, M. S., Evans, R., Mistry, P. J., Li, S., Bruni, S., Bernacosni, A. & Cervello, S. (2022). Structural analysis for the design of a lightweight composite railway axle. Composite Structures, 290, 115544.
crossref
8. Singh, H., Brar, G. S., Kumar, H. & Aggarwal, V. (2020). A review on metal matrix composite for automobile applications. Materials Today Proceedings, 43(1), 320–325.
crossref
9. Salama, A., & El-Sakhawy, M. (2024). Polysaccharides/propolis composite as promising materials with biomedical and packaging applications: A review. Biomass Conversion and Biorefinery, 14(4), 4555–4565.
crossref pdf
10. Chi, H., He, W., Zhao, D., Ma, R., Zhang, Y. & Jiang, Z. (2022). Recent progress of dielectric polymer composites for bionics. Science China Materials, 66, 22–34.
crossref pdf
11. Laria, J. G., Gaggino, R., Kreiker, J., Peisino, L. E., Positieri, M. & Cappelletti, A. (2020). Mechanical and processing properties of recycled PET and LDPE-HDPE composite materials for building components. Journal of Thermoplastic Composite Materials, 36(1), 418–431.
crossref pdf
12. Kong, K., Dyer, K., Payne, C., Hamerton, I. & Weaver, P. M. (2023). Progress and trends in damage detection methods, maintenance, and data-driven monitoring of wind turbine blades-A review. Renewable Energy Focus, 44, 390–412.
crossref
13. Chen, J., Yu, Z. & Jin, H. (2022). Nondestructive testing and evaluation techniques of defects in fiber-reinforced polymer composites: A review. Frontiers in Materials, 9, 986645.
crossref
14. Wang, B., He, P., Kang, Y., Jia, J., Liu, X. & Li, N. (2022). Ultrasonic testing of carbon fiber-reinforced polymer composites. Journal of Sensors, 2022(1), 5462237.
crossref pdf
15. Saeedifar, M., & Zarouchas, D. (2020). Damage characterization of laminated composites using acoustic emission: A review. Composites Part B: Engineering, 195, 108039.
crossref
16. Suriani, M. J., Rapi, H. Z., Ilyas, R. A., Petrů, M. & Sapuan, S. M. (2021). Delamination and manufacturing defects in natural fiber-reinforced hybrid composite: A review. Polymers, 13(8), 1323.
crossref pmid pmc
17. Aveen, K. P., Londe, N. V., Amin, G. G. & Shaikh, I. S. (2021). A review on the effects of input parameters & filler composition on delamination during machining of FRP composites. Materials Today Proceedings, 46(7), 2607–2611.
crossref
18. Ma, Y., Wu, L., Yu, L., Elbadry, E. A., Yang, W., Huang, X., Yan, X. & Cao, H. (2021). Effect of fiber breakage position on the mechanical performance of unidirectional carbon fiber/epoxy composites. Reviews on Advanced Materials Science, 60(1), 352–364.
crossref
19. Kidangan, R. T., Krishnamurthy, C. V. & Balasubramaniam, K. (2021). Identification of the fiber breakage orientation in carbon fiber reinforced polymer composites using induction thermography. NDT & E International, 122, 102498..
crossref
20. Mardanshahi, A., Shokrieh, M. M. & Kazemirad, S. (2022). Simulated Lamb wave propagation method for nondestructive monitoring of matrix cracking in laminated composites. Structural Health Monitoring, 21(2), 695–709.
crossref pdf
21. Bergmayr, T., Höll, S., Kralovec, C. & Schagerl, M. (2022). A framework for physics-driven generation of feature data for strain-based damage detection in aerospace sandwich structures. Journal of Composite Materials, 56(27), 4081–4099.
crossref pdf
22. Šofer, M., Cienciala, J., Fusek, M., PavlíCek, P. & Moravec, R. (2021). Damage analysis of composite CFRP tubes using acoustic emission monitoring and pattern recognition approach. Materials, 14(4), 786.
crossref pmid pmc
23. Jacobs, E. W., Yang, C., Demir, K. G. & Gu, G. X. (2020). Vibrational detection of delamination in composites using a combined finite element analysis and machine learning approach. Journal of Applied Physics, 128(12), 125104.
crossref pdf
24. Tan, L., Saito, O., Yu, F., Okabe, Y., Kondoh, T., Tezuka, S. & Chiba, A. (2022). Impact damage detection using chirp ultrasonic guided waves for development of health monitoring system for CFRP mobility structures. Sensors, 22(3), 789.
crossref pmid pmc
25. Zalameda, J. N., & Winfree, W. P. (2021). Passive thermography measurement of damage depth during composites load testing. Frontiers in Mechanical Engineering, 7, 651149.
crossref
26. Yan, Y., Ren, J., Zhao, H., Windmill, J. F. C., Ijomah, W., de Wit, J. & von Freeden, J. (2022). Non-destructive testing of composite fiber materials with hyperspectral imaging - Evaluative studies in the EU H2020 FibreEUse Project. IEEE Transactions on Instrumentation and Measurement, 71, 6002213.
crossref
27. Sun, F., Wang, N., He, J., Guan, X. & Yang, J. (2017). Lamb wave damage quantification using GA-based LS-SVM. Materials, 10(6), 648.
crossref pmid pmc
28. Eremin, A., Golub, M., Glushkov, E. & Glushkova, N. (2018). Identification of delamination based on the Lamb wave scattering resonance frequencies. NDT & E International, 103, 145–153.
crossref
29. Nicassio, F., Carrino, S. & Scarselli, G. (2020). Non-linear Lamb waves for locating defects in single-lap joints. Frontiers in Built Environment, 6, 45.
crossref
30. Prajapati, K. K., Rai, A. & Mitra, M. (2022). Lamb wave-based damage detection using artificial neural network and automated feature extraction. Transactions of the Indian National Academy of Engineering, 7(3), 1009–1016.
crossref pdf
31. Melville, J., Alguri, K., Deemer, S. C. & Harley, J. B. (2018). Structural damage detection using deep learning of ultrasonic guided waves. AIP Conference Proceedings, 1949(1), 230004.
crossref
32. Ijjeh, A. A., Ullah, S. & Kudela, P. (2021). Full wavefield processing by using FCN for delamination detection. Mechanical Systems and Signal Processing, 153, 107537.
crossref
33. Nazarko, P., & Ziemianski, L. (2016). Damage detection in aluminum and composite elements using neural networks for Lamb waves signal processing. Engineering Failure Analysis, 69, 97–107.
crossref
34. Pathirage, C. S., Li, N. J., Li, L., Hao, H., Liu, W. & Wang, R. (2019). Development and application of a deep learning-based sparse autoencoder framework for structural damage identification. Structural Health Monitoring, 18(1), 103–122.
crossref pdf
35. Zhou, Q., Chen, Z. & Xu, J. (2022). Autonomous damage recognition of C/SiC composite based on transfer learning. Materials Express, 12(2), 327–336.
crossref
36. Fathi, H., Kazemirad, S. & Nasir, V. (2021). Lamb wave propagation method for nondestructive characterization of the elastic properties of wood. Applied Acoustics, 171, 107565.
crossref
37. Willberg, C., Duczek, S., Vivar-Perez, J. M. & Ahmad, A. B. (2015). Simulation methods for guided wave-based structural health monitoring: A review. Applied Mechanics Reviews, 67(1), 010803.
crossref pdf
38. Jingpin, J., Xiangji, M., Cunfu, H. & Bin, W. (2015). Nonlinear Lamb wave-mixing technique for micro-crack detection in plates. NDT & E International, 85, 63–71.
crossref
39. Ramalho, G. M. F., Lopes, A. M. & da Silva, L. F. M. (2022). Structural health monitoring of adhesive joints using Lamb waves: A review. Structural Control and Health Monitoring, 29, e2849..
crossref pdf
40. Yang, Z. L., Elgamal, H. M. & Wang, Y. (2014). Damage detection using Lamb waves (Review). Advanced Materials Research, 1028, 161–166.
crossref
41. Zhang, Z., Pan, H., Wang, X. & Lin, Z. (2020). Machine learning-enriched Lamb qave approaches for automated damage detection. Sensors, 20(6), 1790.
crossref pmid pmc
42. Guo, J., Zeng, X., Liu, Q. & Qing, X. (2022). Lamb wave-based damage localization and quantification in composites using probabilistic imaging algorithm and statistical method. Sensors, 22(13), 4810.
crossref pmid pmc
43. Duan, Q., Ye, B., Zou, Y., Hua, R., Feng, J. & Shi, X. (2023). Probability-based diagnostic imaging of fatigue damage in carbon fiber composites using sparse representation of Lamb waves. Electronics, 12(5), 1148.
crossref
44. Ramalho, G. M. F., Lopes, A. M., Carbas, R. J. C. & Da Silva, L. F. M. (2023). Identifying weak adhesion in single-lap joints using Lamb wave data and artificial intelligence algorithms. Applied Sciences, 13(4), 2642.
crossref
45. Patro, S., Mahapatra, T. R.Dash, S. & Murty, V. K. (2021). Artificial intelligence techniques for fault assessment in laminated composite structure: a review. In: E3S Web of Conferences, 309, 3rd International Conference on Design and Manufacturing Aspects for Sustainable Energy; pp 01083..
crossref
46. Perfetto, D., De Luca, A., Perfetto, M., Lamanna, G. & Caputo, F. (2021). Damage detection in flat panels by guided waves based artificial neural network trained through finite element method. Materials, 14(24), 7602.
crossref pmid pmc
47. Jia, L., Gao, S., Jiang, J. & Zhang, M. (2022). Research on damage monitoring of sandwich armor composite structure based on time reversal principle. Journal of Physics: Conference Series, 2nd International Conference on Industrial Manufacturing and Structural Materials, 2262(1), 012009.
crossref pdf
48. Du, F., Xu, C., Wu, G. & Zhang, J. (2018). Preload monitoring of bolted L-shaped lap joints using virtual time reversal method. Sensors, 18(6), 1928.
crossref pmid pmc
49. Su, C., Jiang, M., Liang, J., Tian, A., Sun, L., Zhang, L., Zhang, F. & Sui, Q. (2020). Damage localization of composites based on difference signal and Lamb wave tomography. Materials, 13(1), 218.
crossref pmid pmc
50. Zielińska, M., & Rucka, M. (2021). Imaging of increasing damage in steel plates using Lamb waves and ultrasound computed tomography. Materials, 14(17), 5114.
crossref pmid pmc
51. Taheri, H., & Hassen, A. A. (2019). Nondestructive ultrasonic inspection of composite materials: A comparative advantage of phased array ultrasonic. Applied Sciences, 9(8), 1628.
crossref
52. Huan, Q., Chen, M., Su, Z. & Li, F. (2019). A high-resolution structural health monitoring system based on SH wave piezoelectric transducers phased array. Ultrasonics, 97, 29–37.
crossref pmid
53. Azimi, M., Eslamlou, A. D. & Pekcan, G. (2020). Data-driven structural health monitoring and damage detection through deep learning: State-of-the-art review. Sensors, 20(10), 2778.
crossref pmid pmc
54. Qing, X., Liao, Y., Wang, Y., Chen, B., Zhang, F. & Wang, Y. (2022). Machine learning based quantitative damage monitoring of composite structure. International Journal of Smart and Nano Materials, 13(2), 167–202.
crossref
55. Zhou, L., Zhang, C., Liu, F., Qiu, Z. & He, Y. (2019). Application of deep learning in food: A review. Comprehensive Reviews in Food Science and Food Safety, 18(6), 1793–1811.
crossref pmid pdf
56. LeCun, Y., Bengio, Y. & Hinton, G. (2015). Deep learning. Nature, 521(7553), 436–444.
crossref pmid pdf
57. Mathew, A., Amudha, P. & Sivakumari, S. (2020). Deep learning techniques: An overview. Advanced Machine Learning Technologies and Applications, 1141, 599–608.
crossref
58. Hassani, S., Mousavi, M. & Gandomi, A. H. (2022). Structural health monitoring in composite structures: A comprehensive review. Sensors, 22(1), 1–45.
crossref pmid pmc
59. Alzubaidi, L., Zhang, J., Humaidi, A. J., Al-Dujaili, A., Duan, Y., Al-Shamma, O., Santamaría, J., Fadhel, M. A., Al-Amidie, M. & Farhan, L. (2021). Review of deep learning: concepts, CNN architectures, challenges, applications, future directions. Journal of Big Data, 8(1), 53.
crossref pmid pmc pdf
60. Díaz-Ramírez, J., (2021). Machine learning and deep learning. Ingeniería, 29(2), 182–183.

61. Yang, F., Zhang, W., Tao, L. & Ma, J. (2020). Transfer learning strategies for deep learning-based PHM algorithms. Applied Sciences, 10(7), 2361.
crossref
62. Escottá, Á. T., Beccaro, W. & Ramírez, M. A. (2022). Evaluation of 1D and 2D deep convolutional neural networks for driving event recognition. Sensors, 22(11), 4226.
crossref pmid pmc
63. Zhang, L., Lin, J., Liu, B., Zhang, Z., Yan, X. & Wei, M. (2019). A review on deep learning applications in prognostics and health management. IEEE Access, 7, 162415–162438.
crossref
64. Emmert-Streib, F., Yang, Z., Feng, H., Tripathi, S. & Dehmer, M. (2020). An introductory review of deep learning for prediction models with big data. Frontiers in Artificial Intelligence, 3, 1–23.
crossref pmid pmc
65. Abdel-Jaber, H., Devassy, D., Al Salam, A., Hidaytallah, L. & El-Amir, M. (2022). A review of deep learning algorithms and their applications in healthcare. Algorithms, 15(2), 71.
crossref
66. Wani, M. A., Bhat, F. A., Afzal, S. & Khan, A. I. (2019). Advances in deep learning. Springer Link.

67. Vakalopoulou, M.Christodoulidis, S.Burgos, N.Colliot, O. & Lepetit, V. (2023). Deep learning: basics and convolutional neural networks (CNNs). Neuromethods, Machine Learning for Brain Disorders, In O.. Colliot (Ed.), Humana.
crossref pmid
68. Taye, M. M., (2023). Theoretical understanding of convolutional neural network: concepts, architectures, applications, future directions. Computation, 11(3), 52.
crossref
69. Teuwen, J. & Moriakov, N. (2019). Chapter 20 - convolutional neural networks. handbook of medical image computing and computer assisted intervention. Handbook of Medical Image Computing and Computer Assisted Intervention, In S.. Kevin Zhou, D.. Rueckert & G.. Fichtinger (Eds.), Academic Press.

70. Saeedifar, M., & Toudeshky, H. H. (2023). The effect of interlaminar and intralaminar damage mechanisms on the quasistatic indentation strength of composite laminates. Applied Composite Materials, 30(3), 871–886.
crossref pdf
71. Huang, M., Yang, H., Zou, C., Zang, M. & Chen, S. (2023). Effects of interlaminar failure on the scratch damage of automotive coatings: cohesive zone modeling. Polymers, 15(3), 0737.
crossref pmid pmc
72. Carreras, L., Bak, B. L. V., Jensen, S. M., Lequesne, C., Xiong, H. & Lindgaard, E. (2022). Benchmark test for mode I fatigue-driven delamination in GFRP composite laminates: Experimental results and simulation with the inter-laminar damage model implemented in SAMCEF. Composites Part B: Engineering, 253, 110529.
crossref
73. Khan, A., Raouf, I., Noh, Y.R., Lee, D., Sohn, J. W. & Kim, H. S. (2022). Autonomous assessment of delamination in laminated composites using deep learning and data augmentation. Composite Structures, 290, 11550.
crossref
74. Gao, Y., Sun, L., Song, R., Peng, C., Wu, X., Wei, J., Jiang, M., Sui, Q. & Zhang, L. (2024). Damage localization in composite structures based on Lamb wave and modular artificial neural network. Sensors and Actuators A: Physical, 377, 115644..
crossref
75. Rautela, M., Senthilnath, J., Monaco, E. & Gopalakrishnan, S. (2022). Delamination prediction in composite panels using unsupervised-feature learning methods with wavelet-enhanced guided wave representations. Composite Structures, 291, 115579..
crossref
76. Wu, J., Xu, X., Liu, C., Deng, C. & Shao, X. (2021). Lamb wave-based damage detection of composite structures using deep convolutional neural network and continuous wavelet transform. Composite Structures, 276, 114590.
crossref
77. Sikdar, S., Ostachowicz, W. & Kundu, A. (2023). Deep learning for automatic assessment of breathing-debonds in stiffened composite panels using non-linear guided wave signals. Composite Structures, 312, 11687.
crossref
78. Liao, Y., Qing, X., Wang, Y. & Zhang, F. (2023). Damage localization for composite structure using guided wave signals with Gramian angular field image coding and convolutional neural networks. Composite Structures, 312, 116871.
crossref
79. Ullah, S., Ijjeh, A. A. & Kudela, P. (2022). Deep learning approach for delamination identification using animation of Lamb waves. Engineering Applications of Artificial Intelligence, 117, 105520.
crossref
80. Park, S., Song, J., Kim, H. S. & Ryu, D. (2022). Non-contact detection of delamination in composite laminates coated with a mechanoluminescent sensor using convolutional autoencoder. Mathematics, 10(22), 4254.
crossref
81. Schackmann, O., Memmolo, V. & Moll, J. (2024). A unified CNN approach for guided wave-based damage detection, damage size estimation and reliability assessment demonstrated on a complex composite structure. Smart Materials and Structures, 33(10), 105034.
crossref pdf
82. Zhuojun, X., Hao, L., Jianbo, Y. & Jingwen, Y. (2024). A transfer learning approach for data-driven localization of damage areas in plate-like structures of CFRP materials. Engineering Structures, 314, 118352.
crossref
83. Ijjeh, A. A., & Kudela, P. (2022). Deep learning-based segmentation using full wavefield processing for delamination identification: A comparative study. Mechanical Systems and Signal Processing, 168, 108671.
crossref
84. Rautela, M., & Gopalakrishnan, S. (2021). Ultrasonic guided wave based structural damage detection and localization using model assisted convolutional and recurrent neural networks. Expert Systems with Applications, 167, 114189.
crossref
85. Xu, Y., Lian, G., Zhou, H., Hou, Y., Zhang, H., Zhang, L., Yan, R. & Chen, X. (2023). Terahertz transfer characterization for composite delamination under variable conditions based on deep adversarial domain adaptation. Composites Science and Technology, 232, 109853.
crossref
86. Yu, Y., Liu, X., Wang, Y., Wang, Y. & Qing, X. (2023). Lamb wave-based damage imaging of CFRP composite structures using autoencoder and delay-and-sum. Composite Structures, 303, 116263.
crossref
87. Tong, J., Lin, M., Wang, X., Li, J., Ren, J., Liang, L. & Liu, Y. (2021). Deep learning inversion with supervision: A rapid and cascaded imaging technique. Ultrasonics, 122, 106686.
crossref pmid
88. Khan, A., Khalid, S., Raouf, I., Sohn, J.-W. & Kim, H.-S. (2021). Autonomous assessment of delamination using scarce raw structural vibration and transfer learning. Sensors, 21(18), 6239.
crossref pmid pmc
89. Jin, Z., Zhou, Q., Pei, Z. & Chen, G. (2024). Research on spatial localization method of composite damage under strong noise. Ultrasonics, 140, 107301.
crossref pmid
90. Zhang, C., Liu, X., Wei, D. & Bo, L. (2024). Predicting damage and quantifying uncertainty in composite plates with semi-supervised VAE-BNN model. Measurement, 236, 115069.
crossref
91. Wang, J., Schmitz, M., Jacobs, L. J. & Qu, J. (2024). Deep learning-assisted locating and sizing of a coating delamination using ultrasonic guided waves. Ultrasonics, 141, 107351.
crossref pmid
92. Wang, Y., Cui, X., Liu, Q., Zhao, B., Liao, Y. & Qing, X. (2024). An adaptive damage monitoring method based on transfer features mapped for advanced composite structures. Composite Structures, 329, 117742.
crossref
93. Azad, M. M., Raouf, I., Sohail, M. & Kim, H. S. (2024). Structural health monitoring of laminated composites using lightweight transfer learning. Machines, 12(9), 589.
crossref
94. Azad, M. M., & Kim, H. S. (2024). An explainable artificial intelligence-based approach for reliable damage detection in polymer composite structures using deep learning. Polymer Composites (pp. 1–16.
crossref
95. Forghani, A.Shahbazi, M.Zobeiry, N.Poursartip, A. & Vaziri, R. (2015). An overview of continuum damage models used to simulate intralaminar failure mechanisms in advanced composite materials. Numerical Modelling of Failure in Advanced Composite Materials, In P.. Camanho & S. R.. Hallett (Eds.), Elsevier.
crossref
96. Sampath, S., Jang, J. & Sohn, H. (2022). Ultrasonic Lamb wave mixing based fatigue crack detection using a deep learning model and higher-order spectral analysis. International Journal of Fatigue, 163, 107028.
crossref
97. Nguyen, T. Q., Vuong, L. C., Le, C. M., Ngo, N. K. & Nguyen-Xuan, H. (2020). A data-driven approach based on wavelet analysis and deep learning for identification of multiple-cracked beam structures under moving load. Measurement, 162, 107862.
crossref
98. Fotouhi, S., Pashmforoush, F., Bodaghi, M. & Fotouhi, M. (2021). Autonomous damage recognition in visual inspection of laminated composite structures using deep learning. Composite Structures, 268, 113960.
crossref
99. Lee, H., Lim, H. J., Skinner, T., Chattopadhyay, A. & Hall, A. (2020). Automated fatigue damage detection and classification technique for composite structures using Lamb waves and deep autoencoder. Mechanical Systems and Signal Processing, 163, 108148.
crossref
100. Miorelli, R., Fisher, C., Kulakovskyi, A., Chapuis, B., Mesnil, O. & D’Almeida, O. (2021). Defect sizing in guided wave imaging structural health monitoring using convolutional neural networks. NDT & E International, 122, 102480.
crossref
101. Zhao, B., Cheng, C., Peng, Z., Dong, X. & Meng, G. (2020). Detecting the early damages in structures with nonlinear output frequency response functions and the CNN-LSTM model. IEEE Transactions on Instrumentation and Measurement, 69(12), 9557–9567.
crossref
102. Dabetwar, S., Ekwaro-Osire, S. & Dias, J. P. (2022). Fatigue damage diagnostics of composites using data fusion and data augmentation with deep neural networks. ASME Journal of Nondestructive Evaluation, diagnostics and Prognostics of Engineering Systems, 5(2), 021004.
crossref pdf
103. Rahbari, A., Rébillat, M., Mechbal, N. & Canu, S. (2021). Unsupervised damage clustering in complex aeronautical composite structures monitored by Lamb waves: An inductive approach. Engineering Applications of Artificial Intelligence, 97, 104099.
crossref
104. Lee, I. Y., Jang, J. & Park, Y. B. (2022). Advanced structural health monitoring in carbon fiber-reinforced plastic using real-time self-sensing data and convolutional neural network architectures. Materials & Design, 224, 11348.
crossref
105. Zhang, H., Lin, J., Hua, J., Zhang, T. & Tong, T. (2023). Attention-based interpretable prototypical network towards small-sample damage identification using ultrasonic guided waves. Mechanical Systems and Signal Processing, 188, 109990.
crossref
106. Saveeth, R., & Maheswari, S. U. (2022). Crack detection in Composite Materials Using McrowDNN. Intelligent Automation and Soft Computing, 34(2), 983–1000.
crossref
107. Pandey, P., Rai, A. & Mitra, M. (2021). Explainable 1-D convolutional neural network for damage detection using Lamb wave. Mechanical Systems and Signal Processing, 164, 108220.
crossref
108. Guo, Z., Zhou, R., Gao, Y., Fu, W. & Yu, Q. (2024). Towards ultrasonic guided wave fine-grained damage detection on hierarchical multi-label classification network. Mechanical Systems and Signal Processing, 218, 111582.
crossref
109. Manujesh, B. J., & Prajna, M. R. (2022). Damage detection and classification for sandwich composites using machine learning. Materials Today Proceedings, 52(3), 702–709.
crossref
110. Moreh, F., Lyu, H., Rizvi, Z. H. & Wuttke, F. (2024). Deep neural networks for crack detection inside structures. Scientific Reports, 14, 4439.
crossref pmid pmc pdf
111. Gao, X., Lei, B., Zhang, Y., Zhang, D., Wei, C., Cheng, L., Zhang, L., Li, X. & Ding, H. (2023). Identification of microstructures and damages in silicon carbide ceramic matrix composites by deep learning. Materials Characterization, 196, 112608.
crossref
112. Lu, L., Hou, J., Yuan, S., Yao, X., Li, Y. & Zhu, J. (2022). Deep learning-assisted real-time defect detection and closed-loop adjustment for additive manufacturing of continuous fiber-reinforced polymer composites. Robotics and Computer-Integrated Manufacturing, 79, 102431.
crossref
113. Du, J., Zeng, J., Chen, C., Ni, M., Guo, C., Zhang, S., Wang, H. & Ding, H. (2025). Acoustic emission monitoring for damage diagnosis in composite laminates based on deep learning with attention mechanism. Mechanical Systems and Signal Processing, 222, 111770.
crossref
114. De Luca, A., Perfetto, D., Lamanna, G., Aversano, A. & Caputo, F. (2022). Numerical investigation on guided waves dispersion and scattering phenomena in stiffened panels. Materials, 15(1), 0074.

115. Gorgin, R., Luo, Y. & Wu, Z. (2020). Environmental and operational conditions effects on Lamb wave based structural health monitoring systems: A review. Ultrasonics, 105, 106114.
crossref pmid
116. Yang, X., Xue, Z., Zheng, H., Qiu, L. & Xiong, K. (2022). Mechanic-electric-thermal directly coupling simulation method of Lamb wave under temperature effect. Sensors, 22(17), 6647.
crossref pmid pmc
117. Alguri, K. S., (2019). Transfer learning of ultrasonic guided waves for damage. Ph.D. Thesis. The University of Utah.

118. Zhang, B., Hong, X. & Liu, Y. (2020). Multi-task deep transfer learning method for guided wave-based integrated health monitoring using piezoelectric transducers. IEEE Sensors Journal, 20(23), 14391–14400.
crossref
119. Wang, L., Liu, G., Zhang, C., Yang, Y. & Qiu, J. (2023). FEM simulation-based adversarial domain adaptation for fatigue crack detection using Lamb wave. Sensors, 23(4), 1943.
crossref pmid pmc
120. Sampath, V., Maurtua, I., Aguilar Martín, J., Iriondo, A. & Lluvia, I. (2023). Intraclass image augmentation for defect detection using generative adversarial neural networks. Sensors, 23(4), 1861.
crossref
121. Luo, Y., Guo, X., Wang, L.-K., Zheng, J.-L., Liu, J.-L. & Liao, F. Y. (2023). Unsupervised structural damage detection based on an improved generative adversarial network and cloud model. Journal of Low Frequency Noise, Vibration and Active Control, 42(3), 1501–1518.
crossref pdf
122. Azad, M. M., Cheon, Y., Raouf, I., Khalid, S. & Kim, H. S. (2024). Intelligent computational methods for damage detection of laminated composite structures for mobility applications: a comprehensive review. Archives of Computational Methods in Engineering (pp. 1–29.
crossref pdf

Biography

ijpem-st-2024-00185i1.jpg
Olivier Munyaneza is a Ph.D. candidate in the Department of Mechanical Engineering at Kumoh National Institute of Technology, Gumi, South Korea. He holds a master’s degree in Mechanical Engineering from Kumoh National Institute of Technology and a bachelor’s degree in Mechanical Engineering from the University of Rwanda. His research interests include the design and control of smart systems and structural health monitoring (SHM) based on machine learning and deep learning.

Biography

ijpem-st-2024-00185i2.jpg
Do-Gyeong Yuk is a Ph.D. candidate in the Department of Mechanical Engineering at Kumoh National Institute of Technology, Gumi, South Korea. He holds a master’s degree in Mechanical Engineering from Kumoh National Institute of Technology and a bachelor’s degree in Mechanical Design Engineering from Kumoh National Institute of Technology. His research interest is applications of reinforcement learning and deep learning algorithms.

Biography

ijpem-st-2024-00185i3.jpg
Jung Woo Sohn received his Ph.D degree in the Department of Mechanical Engineering from Inha University in 2008. He is now working as a professor in the School of Mechanical System Engineering of Kumoh National Institute of Technology. He has interests on the design and control of smart systems using smart materials, vibration analysis and control of structures, smart human robot interaction system and vibration-based prognostics and health management (PHM).
Editorial Office
12F, SKY1004 bldg., 50-1, Jungnim-ro, Jung-gu, Seoul 04508, Republic of Korea
TEL : +82-2-518-2928   E-mail : ijpem.st@kspe.or.kr
Developed in M2PI
Copyright © Korean Society for Precision Engineering.
Close layer
prev next