Abstract

Infrared thermography is a widely used technology that has been successfully applied to many and varied applications. These applications include the use as a non-destructive testing tool to assess the integrity state of materials. The current level of development of this application is high and its effectiveness is widely verified. There are application protocols and methodologies that have demonstrated a high capacity to extract relevant information from the captured thermal signals and guarantee the detection of anomalies in the inspected materials. However, there is still room for improvement in certain aspects, such as the increase of the detection capacity and the definition of a detailed characterization procedure of indications, that must be investigated further to reduce uncertainties and optimize this technology. In this work, an innovative thermographic data analysis methodology is proposed that extracts a greater amount of information from the recorded sequences by applying advanced processing techniques to the results. The extracted information is synthesized into three channels that may be represented through real color images and processed by quaternion algebra techniques to improve the detection level and facilitate the classification of defects. To validate the proposed methodology, synthetic data and actual experimental sequences have been analyzed. Seven different definitions of signal-to-noise ratio (SNR) have been used to assess the increment in the detection capacity, and a generalized application procedure has been proposed to extend their use to color images. The results verify the capacity of this methodology, showing significant increments in the SNR compared to conventional processing techniques in thermographic NDT.

Highlights

  • Infrared Thermography (IRT) is among the latest developed Non-destructive Testing (NDT) techniques that are currently undergoing significant advances and seem to still have a wide margin for improvement

  • The parameters used for Principal Component Analysis (PCA) and minimum noise fraction (MNF) are defined by the mathematical method itself

  • The results obtained after the dimensionality reduction process applied to the sequence of polynomial approximations have been processed with Quaternion Fourier Transform and Quaternion Principal Component Analysis

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Summary

Introduction

Infrared Thermography (IRT) is among the latest developed Non-destructive Testing (NDT) techniques that are currently undergoing significant advances and seem to still have a wide margin for improvement. It stands out for its great versatility and speed of inspection [1]. Thermographic signal reconstruction is a processing technique widely used in IRT NDT for enhancing detection of defects and filtering noise [22,23]. Ln(∆T) = an[ln(t)]n + an−1[ln(t)]n−1 + · · · + a1ln(t) + a0 (1) This processing algorithm consists of applying the Fourier Transform (FT) to the raw thermographic data sequence [24]. The IRT sequence is transformed from time to frequency domain by the relation (2), where Fn is the nth complex Fourier coefficient with Ren and Imn as real and imaginary parts respectively, T is the temperature value of each pixel and N is the total number of elements in the time sequence

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