Advanced Non-Destructive Testing Simulation and Modeling Approaches for Fiber-Reinforced Polymer Pipes: A Review
Abstract
:1. Introduction
2. Overview of Non-Destructive Testing (NDT)
2.1. Conventional NDT Techniques and Their Applications
- Ultrasonic testing (UT): High-frequency sound waves are transmitted to a material to detect internal flaws, characterize thickness, or evaluate bonding quality [18,19,20,21]. UT is effective for metallic and some composite materials, but may face limitations in highly attenuative or anisotropic materials such as FRP [22].
- Magnetic particle testing (MT): Detects surface and near-surface discontinuities in ferromagnetic materials by applying magnetic fields and ferrous particles. MT is inapplicable to nonmagnetic materials, such as FRP.
- Visual inspection (VI): The simplest form of NDT that relies on direct observation to detect visible defects. However, it is inherently limited to surface-level defects and is highly subjective.
2.2. Challenges of Conventional NDT on Composite Structures
- Anisotropic and heterogeneous nature: FRP materials consist of fiber and resin matrices with directional properties, making wave propagation unpredictable in UT and other wave-based methods.
- Complex defect modes: FRP structures exhibit unique failure mechanisms, such as delamination, fiber breakage, matrix cracking, and void formation, many of which are difficult to detect using surface-focused methods such as PT or VI.
- Low density and low contrast: RT struggles to differentiate between the matrix and fiber in FRP materials owing to the low X-ray absorption contrast compared to metallic materials.
- Human interpretation dependency: Many NDT results, especially from AET and UT, rely heavily on the expertise of the inspector, leading to inconsistencies and subjectivity in defect characterization [44].
- Limited depth resolution: Techniques such as IRT and PT are constrained to detect surface or near-surface anomalies, which may not capture the critical subsurface damage in thick-walled FRP structures.
- Inspection time and cost: Traditional methods may require multiple setups, manual scanning, and subjective interpretation, leading to increased inspection times and costs, particularly for large or complex FRP installations.
2.3. The Need for Advanced NDT Approaches
- Advanced imaging and sensing technologies: such as X-ray computed tomography (XCT) [61,62,63,64], phased array ultrasonic testing (PAUT) [65,66,67,68,69], eddy current testing (ECT) [70,71,72], high-frequency eddy current testing (HF-ECT) [73,74,75], and thermographic methods optimized through simulation [76,77,78].
3. Fiber-Reinforced Polymer/Plastic
3.1. Types of Fiber-Reinforced Polymer
- Carbon fiber-reinforced polymer (CFRP): CFRP composites employ carbon fibers as reinforcements with a noteworthy strength-to-weight ratio and stiffness. Apart from typical carbon material attributes such as high-temperature resistance, friction resistance, and corrosion resistance, CFRP possesses exceptional specific strength, specific modulus, and fatigue resistance [83,84]. CFRPs can be used as CFRP materials in aerospace, automotive, sporting goods, and structural engineering applications [85].
- Aramid fiber-reinforced polymer (AFRP): AFRP composites incorporate aramid fibers, such as Kevlar, for reinforcement. These fibers impart high tensile strength, impact resistance, and flame resistance to the composite materials [86]. AFRP is commonly used in body armor, protective gears, and structural applications where high strength and durability are critical [87,88].
- Natural fiber-reinforced polymer (NFRP): NFRP composites incorporate natural fibers, such as jute, hemp, or flax, as reinforcements and are valued for their environmental friendliness, nonhomogeneous composition, and diverse applications in automotive interiors, furniture, and construction [93,94,95]. Natural fibers have gained significant attention in recent years owing to their numerous advantages including cost-effectiveness, low density, exceptional flexibility, recyclability, and sustainability. However, their widespread use is limited by their relatively low impact strength and hydrophilicity [96].
- Hybrid fiber-reinforced polymer (HFRP): HFRP composites are formulated by combining various fiber types, including natural/synthetic hybrid fibers, to achieve a comprehensive balance of properties such as strength, stiffness, and cost-effectiveness [97,98,99]. These composites were designed to satisfy the specific requirements of applications that require a combination of attributes [100,101,102,103].
Thermoplastic Resins in FRP Manufacturing
3.2. Manufacturing Method
- Pultrusion process: Pultruded FRP composites are fabricated by pulling continuous fibers through a resin bath and then through a shaping die. This process created continuous profiles with consistent cross-sectional shapes. Pultruded FRP is used in structural applications, such as beams, tubes, and rods [137].
- Filament-wound process: Filament-wound FRP composites are created by winding continuous fibers, typically glass or carbon, around a rotating mandrel and impregnating them with resin. This method produces cylindrical or tubular shapes and is commonly used in pressure vessels and pipes [138].
- Hand lay-up process: Hand lay-up FRP involves manually applying layers of fiber and resin to a mold. This is a versatile method for creating custom FRP products or for small-area repair of FRP products. However, they may exhibit variations in their quality and consistency [139].
- Spray-up process: Spray-up FRP involves spraying a mixture of chopped fibers and resin onto a mold. This is a fast and cost-effective method to obtain large and simple shapes [140].
3.2.1. Vacuum- and Pressure-Assisted Resin Infusion Methods
3.2.2. Materials and Manufacturing Technologies for FRP Pipe Production
3.3. Common Defects in FRP Materials During Manufacturing
- Voids: Voids are areas within composite materials that contain air pockets that weaken their structure and reduce their strength [158]. The formation of voids can be attributed to several factors including incomplete resin wetting, entrapped air bubbles during lay-up or infusion, and resin shrinkage. To prevent the formation of voids, it is crucial to ensure thorough mixing of the resin and proper wetting of the fibers [159]. Additionally, vacuum- or pressure-assisted resin infusion should be implemented to reduce air entrapment, and the curing conditions should be controlled to minimize resin shrinkage [160].
- Delamination: Delamination is a phenomenon that occurs when the layers of reinforcement fibers separate, leading to a reduction in the material’s integrity and expansion during service while increasing the stress and impact [161]. The formation of delamination can be attributed to several factors, including poor bonding, inadequate pressure during curing, and repeated thermal stress. To prevent delamination, it is crucial to ensure that adequate pressure is applied during curing and good surface preparation. Additionally, the design components should be minimized to reduce the thermal cycling stress and prevent delamination [162,163,164].
- Fiber misalignment: Improper fiber alignment can result in the creation of weak points or anisotropy in the composite material. This may be caused by inadequate equipment maintenance, incorrect positioning during the lay-up process, or inadequate training of personnel. Regular equipment maintenance and personnel training are essential for preventing fiber misalignment [165,166].
- Resin-rich or resin-poor areas: An inconsistent distribution of resin or uneven fiber distribution can result in areas with either excessive or inadequate resin content, which can negatively impact the structural integrity [158]. This is caused by improper resin application during the lay-up process, and the resin flow within the mold may not be consistent. To prevent the need for careful control of resin application, it is vital to ensure even coverage and consistent resin flow.
- Surface imperfections: The presence of cracks, bubbles, or other irregularities on the surfaces of FRP components can negatively affect their aesthetic appearance and functionality. The appearance of these imperfections can be attributed to several factors, including defects or damage to the mold, contaminants, or foreign particles present during the lay-up process, and variations in the curing process. To prevent the formation of surface imperfections, it is recommended to regularly inspect and maintain the molds, ensure a clean and controlled environment during the lay-up process, and monitor and control curing conditions to ensure consistency.
Geometric Deformation Defects
- Spring-in: Spring-in manifests as an angular deviation in the curved or angled parts when they relax after demolding. This defect is commonly observed in elbows, flanges, and pipe fittings, where the final angle exceeds the intended dimensions, leading to assembly and alignment complications. The root causes of spring-in include residual stresses within the composite, differential thermal contraction between the fiber and resin matrix, and uneven curing shrinkage. To mitigate spring-in, manufacturers can optimize tooling design and cure schedules, implement symmetric fiber layups to balance stresses, and utilize process simulations to predict and compensate for the expected deformations. Additionally, post-curing treatments or mechanical trimming can be employed to restore dimensional tolerances [167].
- Warpage: Warpage occurs when a component is distorted out of the plane, resulting in dimensional instability or surface waviness. In FRP pipes, warpage can affect the roundness, straightness, and flange flatness of the product, thereby complicating sealing and joint integrity. The factors contributing to warpage include asymmetric layups, uneven curing, thermal gradients, and tooling design limitations [168]. To prevent warpage, it is essential to design symmetric fiber layups, control curing conditions to ensure uniformity, and optimize tooling to minimize the thermal gradients. Advanced process simulations can also be used to predict and compensate for warpage tendencies, while post-processing steps, such as controlled cooling and mechanical straightening, can help restore dimensional accuracy [169,170].
- Shrinkage: Shrinkage is another critical geometric deformation defect that occurs during the curing or cooling of FRP components. As the resin cures and cools, it contracts, potentially leading to dimensional reductions in pipe diameter or thickness [171]. Excessive shrinkage can cause fitment issues and compromise the pressure containment capability of the pipes. The primary causes of shrinkage include the inherent volumetric contraction of the resin during curing and the differential cooling rates between the composite and mold [172,173]. To mitigate shrinkage, manufacturers can select low-shrinkage resin formulations, optimize curing cycles to control cooling rates, and employ shrinkage-compensating tooling designs. Additionally, incorporating reinforcing fibers with appropriate coefficients of thermal expansion can help reduce shrinkage-related deformation [174,175].
4. Using Digital Technologies to Enhance NDT Performance
4.1. Numerical Modeling and Simulation: Purpose and Classification of Methods
- To categorize the leading numerical methods applied in NDT, including FEM, BEM, finite integration technique (FIT), Monte Carlo simulation, and semi-analytical models.
- To demonstrate their practical applications across various NDT techniques, they were supported by findings from recent literature.
- To summarize their comparative advantages, limitations, and reported performance metrics to assist practitioners and researchers in selecting appropriate methods for specific NDT scenarios.
4.1.1. Finite Element Method Applications in NDT
- Acharjee and Bandyopadhyay [179] applied FEM to assess the structural integrity of fire-damaged reinforced concrete members, demonstrating how temperature load impacts structural responses and validating their computational predictions with experimental results.
- Munalli et al. [180] combined FIT and FEM to simulate microwave-based NDT to detect damage in CFRP materials. Their study analyzed scattering parameters (S-parameters) to differentiate between healthy and damaged regions, showing a good correlation with experimental data.
- Evans et al. [181] integrated the FEM with experimental validation to predict the type, location, and extent of impact damage in CFRP laminates subjected to low-velocity impacts. Their hybrid modeling-experimental approach provided a comprehensive understanding of the damage mechanisms.
- Feito et al. [182] used FEM to simulate the mechanical behavior of open-hole CFRP laminates under tensile and fatigue loading and achieved close agreement with the experimental strain distribution and crack progression results.
- Fang and Maldague [40] utilized the FEM to model the thermal response of CFRP specimens with controlled defects. Their simulation data were subsequently used to train a gated recurrent unit (GRU) deep learning model, which successfully quantified the defect depth from thermal signals.
- Ratsakou et al. [183] validated a semi-analytical truncated region eigenfunction expansion (TREE) model by comparing it with FEM-based COMSOL simulations for the IRT of delaminated planar structures, confirming FEM’s role as a validation benchmark.
- Notebaert et al. [184] demonstrated the use of COMSOL Multiphysics FEM simulations to model the active thermographic inspections of additively manufactured composite parts, achieving a high degree of agreement between the simulated and experimental results.
- Kim et al. [185] focused on modeling and simulating IRT to detect subsurface defects in hydroelectric penstocks. The study used ANSYS version 19.2.0 to build a 3D penstock model and simulate lock-in infrared thermography.
4.1.2. Boundary Element Method (BEM) and Semi-Analytical Models
- Baskaran et al. [189] developed a BEM-based framework to model the eddy current responses for flaw detection in conductive materials. Their study integrated BEM results with Gaussian statistical models to improve POD estimation, demonstrating that BEM could accurately compute impedance changes with less than 5% error compared to the experimental data.
- Apostol et al. [72] proposed analytical and numerical models based on Maxwell’s equations to enhance ECT signal interpretation. Their approach validated the numerical results using semi-analytical solutions, reinforcing the reliability of the BEM in electromagnetic NDT.
- Hachi et al. [190] employed a hybrid 3D FEM and magnetic vector potential formulation to simulate the eddy current density distribution in CFRP composites. Their work highlighted the anisotropic electrical behavior of CFRP, demonstrating BEM’s applicability in complex material characterizations.
- Ratsakou et al. [183] developed a TREE semi-analytical model to simulate heat propagation in delaminated structures. Their results showed strong agreement with the FEM-based COMSOL simulations, validating the efficiency and accuracy of their approach for infrared thermography applications.
- Apostol et al. [72] further demonstrated the usefulness of analytical modeling in eddy current analysis, providing closed-form solutions for magnetic vector potentials in layered media.
- Hachi et al. [190] validated their numerical results using analytical solutions for unidirectional CFRP plates, ensuring the consistency and reliability of their computational models.
4.1.3. Finite Integration Technique (FIT), Monte Carlo Methods, and Other Numerical Approaches
Finite Integration Technique
- Munalli et al. [180] combined FIT and FEM to simulate the use of microwave NDT techniques for damage detection in CFRP. Their study demonstrated that variations in S-parameters could effectively distinguish between healthy and defective areas. FIT simulations correlated well with experimental measurements, confirming their value for electromagnetic wave-based NDT applications.
Monte Carlo Simulation Methods
- Mousa et al. [195] used the GEANT4 GATE toolkit to simulate computed radiography testing (CRT) of carbon steel plates and pipes, demonstrating improved image quality and system optimization without the need for extensive physical trials.
- Sari et al. [196] applied Monte Carlo simulations to model gamma-ray backscatter for detecting voids in concrete, validating the method using experimental data to ensure accurate calibration.
- Kumar et al. [197] optimized the radiographic parameters for inspecting nuclear fuel reprocessing tanks using aRTist, a radiography simulation software, and achieved good alignment with experimental observations.
Other Numerical Techniques and Hybrid Approaches
- Osipov et al. [198] introduced a high-performance algorithm for simulating digital radiography testing (DRT) of large, complex industrial components, enabling realistic image generation without extensive experimental testing.
- Rodat et al. [199] presented a metamodeling simulator that integrates human factors into MAPOD studies, allowing a realistic simulation of human-influenced inspection outcomes.
- Lei et al. [200] used SimSUNDT software for a fully simulation-based POD study of PAUT, demonstrating the feasibility of generating reliable POD curves without extensive physical experiments.
4.1.4. Analytical Insights and Selection Considerations
- Type of NDT technique being modeled (ultrasonic, radiographic, electromagnetic, thermal, etc.).
- Complexity of component geometry (simple plate versus complex 3D structure).
- Nature of materials (isotropic metals vs. anisotropic composites).
- Computational resources and time constraints.
- Required output accuracy and validation requirements.
- FEM is the most versatile and widely validated method, particularly for multiphysics problems in complex composite structures.
- The BEM and semi-analytical models offer faster computations for specific electromagnetic and thermal applications, making them ideal for iterative design studies or POD evaluations.
- Monte Carlo methods are used in radiography optimization to reduce experimental exposure requirements and radiation safety risks.
- Hybrid and meta-modeling approaches provide a realistic simulation of human and environmental variability, making them valuable for risk-based decision-making frameworks, such as MAPOD.
4.2. Machine Learning and Deep Learning in NDT
4.2.1. Overview of Machine Learning Models for NDT
- Support vector machines (SVM): Owing to their high classification accuracy, SVMs have been effectively applied in defect classification tasks such as identifying crack-like and pore-like defects in ultrasonic phased array images. The Poly-SVM variant demonstrated classification accuracies of up to 93%, outperforming several competing models [201,202,203].
- Decision trees (CART): The CART models offer high interpretability, allowing inspectors to trace the decision-making process. However, their performance may be lower than that of other models on complex datasets, owing to overfitting risks.
4.2.2. Overview of Deep Learning in NDT
4.2.3. Practical Integration of ML and DL into NDT Workflows
- 1.
- Virtual inspection planning using simulationNumerical methods such as FEM, BEM, or FIT are used to simulate defect responses and optimize inspection parameters before physical testing.
- 2.
- Physical Data AcquisitionStandard NDT techniques, such as PAUT, IRT, XCT, and ECT, are employed to collect raw inspection data, including ultrasonic waveforms, thermal images, and radiographic projections.
- 3.
- Data Preprocessing and Feature ExtractionRaw signals or images are pre-processed to extract relevant features such as amplitude, frequency content, temperature gradients, or geometric descriptors.
- 4.
- Machine Learning-Based Defect ClassificationThe pre-processed features are fed into ML models such as SVM, KNN, CART, or Naïve Bayes to automatically classify the type, location, and severity of detected defects. This step significantly reduces human interpretation efforts and standardizes defect assessments.
- 5.
- Model Validation and Performance TuningML models are trained and validated using historical datasets or synthetic data generated from simulations to ensure robustness and generalizability to real-world inspections.
- 6.
- Integration with digital twin and predictive maintenance platformsAdvanced workflows may further integrate ML outputs with digital twin models or IoT sensor networks, thereby enabling real-time monitoring, predictive maintenance, and lifecycle management.
4.2.4. Deployment Considerations, Data Management, and Industrial Integration
4.2.5. Advantages and Challenges of ML and DL Integration in NDT
5. Summary and Discussion
5.1. Comparative Performance Analysis
5.2. Key Observations and Industrial Implications
- Simulation-based techniques (e.g., FEM, BEM, and Monte Carlo) offer reliable pre-inspection planning tools, enabling the optimization of sensor configuration, parameter tuning, and MAPOD evaluation.
- ML methods provide effective solutions for feature-based defect classification, particularly when well-labeled data are available.
- DL approaches are effective in handling large and complex datasets, achieving state-of-the-art performance in classification and segmentation, particularly in imaging-based NDT (e.g., radiography, infrared, and ultrasonic C-scan).
- The combination of simulation and AI methods allows for synergistic workflows such as training ML models on synthetic defect data generated from simulations.
- These approaches are increasingly compatible with Industry 4.0, offering opportunities for real-time monitoring, predictive maintenance, and digital twin integration.
6. Conclusions
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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FRP Composite Type | Reinforcement | Key Properties | Typical Applications | Typical Mechanical Properties |
---|---|---|---|---|
GFRP (Glass Fiber-Reinforced Polymer) | Glass fibers | High strength, corrosion resistance, electrical insulation | Construction, automotive, marine | Tensile Strength: 500–900 MPa, Modulus: 35–55 GPa, Density: 1.8–2.0 g/cm3 |
CFRP (Carbon Fiber-Reinforced Polymer) | Carbon fibers | High strength-to-weight ratio, high stiffness, corrosion resistance | Aerospace, automotive, sporting goods, structural engineering | Tensile Strength: 600–3500 MPa, Modulus: 70–250 GPa, Density: 1.5–1.6 g/cm3 |
AFRP (Aramid Fiber-Reinforced Polymer) | Aramid fibers (e.g., Kevlar) | High tensile strength, impact resistance, flame resistance | Body armor, protective gear, structural applications | Tensile Strength: 3000–3600 MPa, Modulus: 60–125 GPa, Density: 1.44 g/cm3 |
BFRP (Basalt Fiber-Reinforced Polymer) | Basalt fibers | High-temperature resistance | Construction, infrastructure repair and reinforcement | Tensile Strength: 2000–4840 MPa, Modulus: 89–93 GPa, Density: 2.7 g/cm3 |
NFRP (Natural Fiber-Reinforced Polymer) | Natural fibers (e.g., jute, hemp, flax) | Environmental friendliness, low density, flexibility, cost-effectiveness | Automotive interiors, furniture, construction | Tensile Strength: 200–900 MPa, Modulus: 10–30 GPa, Density: 1.2–1.5 g/cm3 |
HFRP (Hybrid Fiber-Reinforced Polymer) | Combination of various fiber types | Balanced properties (strength, stiffness, cost-effectiveness) | Wide range of applications | Varies based on fiber combination |
Resin Type | Advantages | Disadvantages | Typical Properties |
---|---|---|---|
Polyester | Low cost, good chemical resistance, easy to process | Lower mechanical strength, poor elongation | Tensile Strength: 40–100 MPa, Tg: 70–80 °C, Low viscosity |
Epoxy | High strength, excellent adhesion, good mechanical properties | Higher cost, sensitive to curing conditions | Tensile Strength: 70–150 MPa, Tg: 120–180 °C, Moderate viscosity |
Vinyl Ester | High chemical resistance, good mechanical properties, good toughness | More expensive than polyester, handling precautions required | Tensile Strength: 80–130 MPa, Tg: 90–140 °C, Moderate viscosity |
Thermoplastic Resin | Key Properties | Advantages | Limitations | Example Applications |
---|---|---|---|---|
Polypropylene (PP) | Low density, good chemical resistance | Lightweight, cost-effective, corrosion-resistant | Low thermal stability, limited mechanical strength | Chemical pipelines, water systems |
Polyethylene Terephthalate (PET) | Good mechanical strength, chemical resistance, recyclable | High impact resistance, good environmental profile | Moisture sensitivity, thermal limitations | Water treatment, automotive parts |
Polyetheretherketone (PEEK) | High mechanical and thermal performance | Excellent chemical and thermal resistance, high strength-to-weight | High cost, requires high processing temperature | Aerospace, oil and gas piping |
Polyamide (Nylon) | High toughness, moderate moisture absorption | Good impact resistance, flexible processing | Moisture sensitivity, lower chemical resistance than PEEK | Automotive, industrial piping |
Modeling Method | Strengths | Limitations | Typical Applications | Reported Performance |
---|---|---|---|---|
Finite Element Method (FEM) | Handles complex geometries, multi-physics, anisotropic materials | High computational cost, especially for 3D or high-frequency simulations | Thermal, ultrasonic, mechanical simulations in CFRP and composites | Up to 95% agreement with experimental results [40,182] |
Boundary Element Method (BEM) | Efficient for open-boundary electromagnetic problems | Limited to linear, simpler geometries | Eddy current testing (ECT), POD modeling | <5% impedance error compared to experiments [189] |
Finite Integration Technique (FIT) | Suitable for high-frequency electromagnetic wave simulation | Limited multi-physics capabilities | Microwave and millimeter-wave NDT in CFRP | High correlation in S-parameter analysis [180] |
Monte Carlo Methods | Accurate stochastic modeling for radiation transport and scattering | Computationally intensive, requires validation | Radiography testing (DRT, CRT), gamma backscatter | Improved image quality, validated by experiments [195,196,197] |
Semi-Analytical Models | Rapid computation for specific scenarios, validation benchmarking | Limited flexibility for complex geometries | Infrared thermography, Eddy current analysis | <10% deviation from FEM/computational models [72,183] |
Hybrid and Meta-Modeling Approaches | Integrates simulation, human factors, and data-driven analysis | Method-specific limitations | MAPOD, human-influenced inspection simulation | Effective simulation of human variability and POD [199,200] |
ML Model | Description |
---|---|
Support Vector Machine (SVM) | -Supervised learning algorithm for classification and regression. -Identifies the optimal hyperplane that maximizes class separation margin. -In this study, a polynomial kernel SVM (Poly-SVM) achieved the highest accuracy (93%) in classifying crack-like and pore-like defects in TFM images. |
CART Decision Tree | -A tree-based supervised learning algorithm that partitions data based on feature splits. -Produces easily interpretable classification paths. -May underperform on complex datasets compared to advanced algorithms. |
K-Nearest Neighbors (KNN) | -Non-parametric algorithm that classifies based on the nearest neighbors in feature space. -Highly dependent on distance metrics (e.g., Euclidean) and the choice of k-value. -Computationally intensive on large datasets. |
Naive Bayes | -Probabilistic classifier based on Bayes’ Theorem. -Assumes feature independence, which may not hold true in real applications. -Offers fast training but can lack accuracy on complex or correlated data. |
Software Frameworks | Hardware Platforms |
---|---|
TensorFlow: An open-source machine learning library developed by Google is widely used to build and deploy deep learning models. | Graphics processing units (GPUs): Deep learning models are computationally intensive, and GPUs with parallel processing capabilities are widely used to accelerate the training and inference of deep neural networks. |
PyTorch: An open-source machine-learning library developed by Facebook’s AI Research Lab is known for its flexibility and ease of use. | CPU-based systems: For small-scale or less computationally demanding applications, deep learning models can also be deployed on regular CPU-based systems, especially for inference. |
Keras: A high-level neural network API that runs on top of TensorFlow, providing a user-friendly interface for building deep-learning models. | Cloud-based services: Major cloud providers (e.g., AWS, Google Cloud, Microsoft Azure) offer GPU-accelerated virtual machines and managed services for training and deploying deep-learning models. |
Caffe/Caffe2: Open-source deep learning frameworks often used for computer vision applications. | Edge devices: Deep learning inference can be performed on edge devices, such as embedded systems, mobile phones, and IoT devices, leveraging specialized hardware, such as tensor processing units (TPUs) or edge AI chips. |
MXNet: A flexible and efficient library for deep learning that supports multiple programming languages. |
NDT Technique | Digital Enhancement Method | Reported Performance Metric | Reference |
---|---|---|---|
Phased Array Ultrasonic Testing (PAUT) | FEM-based simulation and MAPOD | 90% probability of detecting defects ≥1 mm at 95% confidence | [200] |
Microwave NDT (MWNDT) | FIT and FEM simulation | Accurate S-parameter variation correlated with damage states in CFRP | [180] |
Infrared Thermography (IRT) | FEM and GRU Deep Learning | >90% defect depth quantification accuracy | [40] |
Eddy Current Testing (ECT) | BEM with Gaussian modeling | Impedance prediction with <5% error | [189] |
Radiography Testing (DRT/CRT) | Monte Carlo simulation (GATE Toolkit) | Improved image quality and 30% reduction in exposure time | [195,196] |
Ultrasonic TFM Imaging | Poly-SVM ML classification | 93% accuracy in classifying crack-like and pore-like defects | [226] |
Thermographic Damage Detection | Cube SVM ML classification | 78.7–93.5% accuracy in CFRP damage detection | [210] |
Radiographic Weld Inspection | MSVM ML classification | High precision in multi-class weld defect detection | [208] |
Composite Damage Detection | CNN (AlexNet) DL classification | 87–96% accuracy in damage type and severity classification | [216] |
Pulsed Thermography | DL instance segmentation | Data reduction with maintained segmentation performance | [218] |
Ultrasonic Flaw Detection | DL with virtual flaw data augmentation | Human-level performance in flaw detection | [219] |
UT C-scan Defect Localization | Semantic segmentation DL models | Superior defect localization compared to traditional ML | [220] |
XCT Image Analysis | U-Net and V-Net DL segmentation | Enhanced POD curve estimation and defect detection limits | [221] |
Impact Damage in CFRP | DL models on midwave and longwave IRT data | F1-scores of 92.7% (midwave) and 87.4% (longwave) | [222] |
Acoustic Emission Analysis | InceptionTime DL classification | ~99% accuracy in fiber breakage, matrix cracking, and delamination detection | [223] |
Casting Defect Detection | FPN and RoIAlign DL models | 23.6% improvement over Faster R-CNN in small defect localization | [224] |
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Tai, J.L.; Sultan, M.T.H.; Łukaszewicz, A.; Józwik, J.; Oksiuta, Z.; Shahar, F.S. Advanced Non-Destructive Testing Simulation and Modeling Approaches for Fiber-Reinforced Polymer Pipes: A Review. Materials 2025, 18, 2466. https://doi.org/10.3390/ma18112466
Tai JL, Sultan MTH, Łukaszewicz A, Józwik J, Oksiuta Z, Shahar FS. Advanced Non-Destructive Testing Simulation and Modeling Approaches for Fiber-Reinforced Polymer Pipes: A Review. Materials. 2025; 18(11):2466. https://doi.org/10.3390/ma18112466
Chicago/Turabian StyleTai, Jan Lean, Mohamed Thariq Hameed Sultan, Andrzej Łukaszewicz, Jerzy Józwik, Zbigniew Oksiuta, and Farah Syazwani Shahar. 2025. "Advanced Non-Destructive Testing Simulation and Modeling Approaches for Fiber-Reinforced Polymer Pipes: A Review" Materials 18, no. 11: 2466. https://doi.org/10.3390/ma18112466
APA StyleTai, J. L., Sultan, M. T. H., Łukaszewicz, A., Józwik, J., Oksiuta, Z., & Shahar, F. S. (2025). Advanced Non-Destructive Testing Simulation and Modeling Approaches for Fiber-Reinforced Polymer Pipes: A Review. Materials, 18(11), 2466. https://doi.org/10.3390/ma18112466