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semantic_scholare-Journal of Nondestructive Testing2026-08-01Cited by 0

Physics-Informed CycleGAN Framework Combining GNN and Transformer for Domain Adaptation

Shang-Jun Chen, Chuan-Chuan Hou, S. Mariani

TL;DR: Results obtained for concrete-filled steel tubular structures, based on seven-channel acceleration recordings sampled at 25 kHz, demonstrate that the proposed framework effectively enhances cross-domain stability in healthy–damage signal translation and suppresses abnormal frequency peaks.

In this study, a physics-informed Cycle-Consistent Generative Adversarial Network (CycleGAN) framework is proposed for vibration-based structural health monitoring of structures subjected to lateral impacts. The proposed method aims to translate vibration data between the healthy and damaged state domains. Within the CycleGAN, a Graph Neural Network block is employed to model the spatial topology of the sensor network: a weighted graph is constructed according to the physical distances between sensors using a Gaussian radial basis function. This enables the network to capture correlations and structural response propagation characteristics among the multi-channel sensor data. A Transformer block is also incorporated to model long-time sequence data, enhancing the ability to capture vibration decay patterns without altering the adversarial–cyclic training structure. During training, in addition to the adversarial, identity, and cycle-consistency losses, a multi-resolution Short-Time Fourier Transform spectral loss and an adaptive frequency-band regularization loss are integrated within the domain adaptation framework. These physics-based loss functions enforce coherence in both the time and frequency domains between generated and real structural responses. Results obtained for concrete-filled steel tubular (CFST) structures, based on seven-channel acceleration recordings sampled at 25 kHz, demonstrate that the proposed framework effectively enhances cross-domain stability in healthy–damage signal translation and suppresses abnormal frequency peaks.

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

Physics-Informed Neural Network for baseline-free damage diagnosis using Ultrasonic Guided Waves

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

Data-Guided Physics-Informed Neural Network with Fourier Features Enhancement for Euler-Bernoulli Beam Analysis

Hailong Liu, S. Hedayatrasa, Yunpeng Zhu, Ming Cao, Yushan Yu, Dehua Zhu, et al.

TL;DR: The results demonstrate that PINN achieves more accurate and stable full-field vibration reconstructions than conventional PINNs, particularly under conditions involving high-frequency modes, and highlights the potential of hybrid data-physics neural frameworks as an efficient and reliable approach for solving complex PDE-governed dynamical systems.

Physics-informed neural networks (PINNs) have emerged as a powerful paradigm in scientific machine learning by embedding governing physical laws into neural network training through loss functions. They have demonstrated remarkable success in solving various forward and inverse p…

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

Physics-Informed Machine Learning and Multi-Sensor Fusion for Structural Health Monitoring: A Bridge Case Study

Guga Gugaratshan, A. Halfpenny, F. Kihm, Cristina Barbosa, Sarah Miele, Andrew George

TL;DR: Results show that multi-year monitoring data can be reduced into compact fatigue-relevant features while preserving traceability to raw measurements, and a supervisory agentic layer coordinates data-quality checks, multi-sensor consistency review, and confidence-tagged substitution, creating an auditable workflow for engineering decision support.

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semantic_scholare-Journal of Nondestructive Testing2026-08-01

Physics-informed neural networks for modeling Lamb-wave excitation in an elastic waveguide

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A physics-informed neural network (PINN) is developed for modeling time-harmonic Lamb-wave excitation in a two-dimensional elastic waveguide under surface loading. The displacement and stress fields are represented by the network, and its trainable weights are determined by enfor…

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