2015
DOI: 10.1117/12.2176285
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Principal component analysis of thermographic data

Abstract: Principal Component Analysis (PCA) has been shown effective for reducing thermographic NDE data. While a reliable technique for enhancing the visibility of defects in thermal data, PCA can be computationally intense and time consuming when applied to the large data sets typical in thermography. Additionally, PCA can experience problems when very large defects are present (defects that dominate the field-of-view), since the calculation of the eigenvectors is now governed by the presence of the defect, not the "… Show more

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Cited by 19 publications
(14 citation statements)
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“…Hence, the characteristics of non-stationary monotonic signals as in PT or LPT may potentially be hindered [38]. The principal component analysis (PCA) is a multivariate signal processing technique that can be considered as an alternative to PFA and it is used to reduce the dimension of acquired thermal signals by projecting the original data onto a system of orthogonal components [39,40]. In this manner, desirable signal features can be extracted from the thermal image sequence and undesirable noise effects can be filtered out.…”
Section: Principal Component Analysis (Pca)mentioning
confidence: 99%
“…Hence, the characteristics of non-stationary monotonic signals as in PT or LPT may potentially be hindered [38]. The principal component analysis (PCA) is a multivariate signal processing technique that can be considered as an alternative to PFA and it is used to reduce the dimension of acquired thermal signals by projecting the original data onto a system of orthogonal components [39,40]. In this manner, desirable signal features can be extracted from the thermal image sequence and undesirable noise effects can be filtered out.…”
Section: Principal Component Analysis (Pca)mentioning
confidence: 99%
“…then a from the presence of large defects, an alternative method of PCA is being pursued where a fixed set of eigenvectors, generated from an analytic model of the thermal response of the material under examination, is used to process the thermal data from composite materials. Either a one-dimensional (1D) multilayer analytic model or a 2D finite element model is used and a set of eigenvectors are then numerically generated from this array of responses [7], [8] . Figure 3, discussed earlier, shows the results achieved using this model based analysis approach.…”
Section: Robotic Implementation Of Nde Inspectionsmentioning
confidence: 99%
“…However, the presence of noise and necessity to apply polynomial fitting, as well as finite duration of heating, may affect the accurate determination of derivative maximums or even add some “false” peaks in derivative evolution. Typical processing algorithms were comparatively analyzed elsewhere [ 11 , 12 ] to show that some improvements can be achieved by manipulating temperature evolutions in time or applying principal component analysis (PCA) [ 13 ]. However, the corresponding algorithms are often time-consuming or having no clear physical meaning; also, the results of applying such algorithms may be affected by a number of noise factors.…”
Section: Introductionmentioning
confidence: 99%