Experience-based noise model of infrared detectors for system dimensioning and simulation

• Spatial noise from infrared detector arrays is almost always assumed to be Gaussian. • In reality, infrared detector arrays often exhibit non-Gaussian spatial noise. • Failure to take non-Gaussianity into account prevents proper measurement of noise power. • Spatial noise can be modeled as a mixture of a Gaussian and a Student distribution. • This model should make it possible to compare infrared detectors noise objectively. We show that infrared detectors frequently exhibit non-Gaussian spatial noise, which makes it difficult to compare their performance. The power-law-like behavior we show can be very detrimental to certain detection missions, hence the need to characterize this noise. We demonstrate that a simple mixture of Gaussian and Student processes corresponds to the observed example, and that the parameter determination procedure described here reaches its theoretical limit.

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Publication Details

Journal
Infrared Physics & Technology
Published
2024-10-09
DOI
https://doi.org/10.1016/j.infrared.2024.105589
Citations
1
Primary Topic
Infrared Target Detection Methodologies
Type
article
Field-Weighted Citation Impact
1.30
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article

Experience-based noise model of infrared detectors for system dimensioning and simulation

Alain Kattnig, Christian Musso
1 citations
Infrared Physics & Technology
Infrared Target Detection Methodologies
1.30
article

Experience-based noise model of infrared detectors for system dimensioning and simulation

Alain Kattnig, Christian Musso
article en
1 citations

Abstract

• Spatial noise from infrared detector arrays is almost always assumed to be Gaussian. • In reality, infrared detector arrays often exhibit non-Gaussian spatial noise. • Failure to take non-Gaussianity into account prevents proper measurement of noise power. • Spatial noise can be modeled as a mixture of a Gaussian and a Student distribution. • This model should make it possible to compare infrared detectors noise objectively. We show that infrared detectors frequently exhibit non-Gaussian spatial noise, which makes it difficult to compare their performance. The power-law-like behavior we show can be very detrimental to certain detection missions, hence the need to characterize this noise. We demonstrate that a simple mixture of Gaussian and Student processes corresponds to the observed example, and that the parameter determination procedure described here reaches its theoretical limit.

Infrared Physics & TechnologyVol. 142
Université Paris-Saclay (FR), Office National d'Études et de Recherches Aérospatiales (FR), Centre Inria de Saclay (FR)
Affordable and clean energy
Openalex Percentile: Top 12%
Infrared Target Detection Methodologies
1.30
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