Noise Analysis of Nonlinear Image Sensor Model with Application to SNR Estimation

위성용 카메라 비선형 모델의 잡음 특성 분석과 영상 신호-잡음비(Image SNR) 분포도 계산

  • Received : 2009.05.13
  • Accepted : 2009.07.01
  • Published : 2009.07.01

Abstract

The paper identifies noise characteristics of a nonliner image sensor model which reflects a saturation effect of each detector pixel and extends the result to estimate an image SNR (Signla-to-Noise Ratio) distribution over all the pixels in a detector. In particular, nonlinearity of a pixel is studied from two perspectives of including asymmetry of a noise PDF (Probability Distribution Function) and enhancing a pixel SNR value, in comparison to a linear model. It is noted that the proposed image SNR distribution function is useful to effectively select new optimal operation parameter values: an integration time and an pixel-summing number, even after a launch campaign, assuming sensor gain degradation in orbit or inevitable modification of some operation parameter values due to space contingency.

본 논문은 검출기의 포화과정을 반영한 비선형 모델의 잡음 특성을 분석하고, 그러한 분석결과를 영상 신호-잡음비(Image SNR)의 분포도를 계산하기위하여 적용한다. 특별히, 검출 화소의 비선형성은 잡음분포(PDF)의 비대칭성과 화소 신호-잡음비(Pixel SNR)의 증폭이라는 두 가지 관점에서 분석되며, 제안된 영상 신호-잡음비 분포도를 이용하여 위성의 발사 후에 카메라 이득의 변화나 기타 상황에서도, 궤도상에서 최적의 위성 카메라 운영 변수들(노출시간, 누적횟수)을 얻을 수 있음이 주요한 특징으로 강조된다.

Keywords

References

  1. Gelnn E. Healy, "Radiometric CCD Camera Calibration and Noise Estimation", IEEE Trans. on Pattern Analysis and Machine Intelligence, 제16권, 제3호, 1994, pp.267-276 https://doi.org/10.1109/34.276126
  2. Y. Matsushita and S. Lin, "Radiometric Calibration from Noise Distribution", Computer Vision and Pattern Recognition Conference Proceeding, 2007
  3. Ryan D. Gow et al., "A Comprehensive Tool for Modeling CMOS Image Sensor Noise Performance", IEEE Trans. on Electron Devices, 2007, 제54권, 제9호, pp.1321-1329 https://doi.org/10.1109/TED.2007.896718
  4. N. Famramarzpour, M. Jamel Deen, "An Apporcah to Improve the Signal-to-Noise Ratio of Active Pixel for Low-Light-Level Applications", 2006, IEEE Trans. on Electron Devices, 제53권, 제9호, pp.-2384-2391 https://doi.org/10.1109/TED.2006.881053
  5. Mary L. Boas, Mathematical Method in the Physical Science, Wiley, 1983, pp.701-703
  6. Carl W. Helsotrom, Probability and Stochastic Process for Engineers, Maxwell Macmillan, 1984, pp.203-207
  7. D. V. Hinkley, "On the ratio of two correlated normal random variables", Biometrika, 1964, 제56권, 제3호, pp.635-639