Generalized Virtual-Wave Theory for Photothermal Coherence Tomography under Arbitrary Excitation Toward Non-Contact Industrial Inspection of Composite Materials
Pengfei Zhu, Julien Lecompagnon, Philipp Daniel Hirsch, Mathias Ziegler

TL;DR
This paper introduces a generalized virtual-wave framework for photothermal tomography that transforms diffusive heat signals into wave-like fields under arbitrary excitations, improving subsurface imaging of composite materials.
Contribution
It extends virtual-wave theory to arbitrary boundary excitations, enabling non-contact, non-destructive subsurface imaging with enhanced depth resolution.
Findings
Converted blurred thermal responses into wave-like fields with clear wavefronts.
Demonstrated improved depth localization and tomographic reconstruction.
Showed enhanced contrast and sharper boundaries in experimental defect detection.
Abstract
Photothermal imaging is a powerful noncontact and nondestructive technique for subsurface inspection of composite materials, yet its performance is fundamentally limited by the diffusive and irreversible nature of heat transport, leading to severe image blurring and ambiguous depth interpretation. The concept of virtual waves provides a route to overcome this limitation by linking diffusion fields to propagating wave fields, but existing approaches are largely restricted to idealized impulsive excitation. Here, we propose a generalized virtual-wave photothermal tomography framework that extends the diffusion-to-wave transformation to arbitrary boundary excitations, including pulsed, harmonic, and chirped waveforms. Starting from the heat equation with a general source term, we derive a Fredholm integral mapping between the measured diffusion field and a virtual wave field governed by a…
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