2016
DOI: 10.1016/j.infrared.2016.03.014
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Analysis of multi-band pyrometry for emissivity and temperature measurements of gray surfaces at ambient temperature

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Cited by 24 publications
(9 citation statements)
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“…Based on the theoretical analysis in this manuscript, the radiance variation can be discussed as follows. First, the lab (indoor) condition can be regarded as enclosed, and the downwelling radiance in the indoor condition, L dwrin (λ), can be confirmed as the radiance of the blackbody [38,39]. Then, the ambient temperature in the indoor condition is close to the sample temperature; therefore, L dwrin (λ) ≈ L bb (T S ,λ), so Equation (3) can be transformed as:…”
Section: The Potential Significance Of Emissivity Changes In the Fracmentioning
confidence: 99%
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“…Based on the theoretical analysis in this manuscript, the radiance variation can be discussed as follows. First, the lab (indoor) condition can be regarded as enclosed, and the downwelling radiance in the indoor condition, L dwrin (λ), can be confirmed as the radiance of the blackbody [38,39]. Then, the ambient temperature in the indoor condition is close to the sample temperature; therefore, L dwrin (λ) ≈ L bb (T S ,λ), so Equation (3) can be transformed as:…”
Section: The Potential Significance Of Emissivity Changes In the Fracmentioning
confidence: 99%
“…First, to investigate the emissivity regulation of different types of rocks and minerals, thermal infrared spectrum observation experiments in different lithologies [31][32][33], incline angles [34,35], and roughnesses [36,37] were performed and analyzed. Because of the relatively strong background radiation, emissivity under indoor conditions is easily submerged by the relatively strong background radiation [38,39]. The change in the roughness and observation angle can lead to a change in emissivity by observing the heated rock samples under lab conditions, thereby leading to radiance variation [40].…”
Section: Introductionmentioning
confidence: 99%
“…Basically, dualwavelength soot pyrometry is a technique for the measurement of the temperature and/or concentration of soot present in combustion flames. Based on equation (9), assuming that background radiation effects are ignored, and all incoming radiation is absorbed at discrete wavelengths λ i , for spectral channels i = 1 and 2,…”
Section: Soot Pyrometrymentioning
confidence: 99%
“…, n. If Planck's distribution ( 1) is used to model blackbody radiation, since the integrals over finite interval λ i -λ i have no analytical solution [6], the solutions for equations (34) and (35) have to be achieved numerically, e.g. using the secant rootfinding algorithm, along with the adaptive Simpson's method for numerical integration [7][8][9][10].…”
Section: Multi-band Pyrometrymentioning
confidence: 99%
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