1992
DOI: 10.1117/12.130755
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Exact ray-tracing computation of narcissus-equivalent temperature difference in scanning thermal imagers

Abstract: The formula for evaluation of narcissus equivalent temperature difference as a function of the scan angle in thermal imaging systems is made more meaningful by grouping the parameters in two factors: one depending on wavelength and temperature and the other, a function of the scan angle, depending on the geometry of the instrument. Exact ray tracing equations are used to evaluate the ratio of radiant energy reaching the detector from warm and cold areas of the instrument.

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Cited by 7 publications
(3 citation statements)
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“…(1). Suppose there are m i;j rays that meet the judgement criteria; the cold return of surface S j to field i can be obtained by [2] …”
Section: B Narcissus Calculation Of Single Surfacementioning
confidence: 99%
See 1 more Smart Citation
“…(1). Suppose there are m i;j rays that meet the judgement criteria; the cold return of surface S j to field i can be obtained by [2] …”
Section: B Narcissus Calculation Of Single Surfacementioning
confidence: 99%
“…Narcissus is a unique stray light effect of cryogenic infrared imaging systems caused by retro-reflection of optical lens surfaces [1][2][3]. So far there are two main methods for narcissus calculation:…”
Section: Introductionmentioning
confidence: 99%
“…๐œŽ is the surface cold return. This parameter, as defined by Akram [8] S.H.Ashlan [4] ๐œŽ = , is the ratio of the solid angle ฮฉ of the radiation reflected back on the detector by surface j, to the detector pixel i cold shield solid angle ฮฉ It is assumed that camera housing and scene radiate as blackbodies, so if M is the total number of rays traced outward starting from the detector pixel ๐‘– and m is the number of rays falling through the cold shield aperture back on to the cooled FPA surface after reflection from the lens surface j, the fraction of the solid angle for pixel i and surface j, ๐œŽ๐‘–๐‘— transferring cold energy from the cooled detector surface to the detector pixel is [13] ๐œŽ = m ๐‘€…”
mentioning
confidence: 99%