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Example of sensitivity analysis Sophie Lachérade, Bertrand Fougnie

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Presentation on theme: "Example of sensitivity analysis Sophie Lachérade, Bertrand Fougnie"— Presentation transcript:

1 Example of sensitivity analysis Sophie Lachérade, Bertrand Fougnie
CNES Ouahid Aznay CS-SI Lunar WS – 3rd December 2014, Darmstadt

2 Sensitivity tree Data source, Measurement technique Non-linearity
Source of degradation: Out of band rejection On-orbit degradation Non-linearity Spectral response Dark signal correction Oversampling Integration step Absolute calibration Data source Sensitivity study parameters ΔSRF ΔI Δ(x,y,z) SRF Sensor Irradiances Satellite position GIRO inputs GIRO

3 Sensitivity tree Data source, Measurement technique Non-linearity
Source of degradation: Out of band rejection On-orbit degradation Non-linearity Spectral response Dark signal correction Oversampling Integration step Absolute calibration Data source Sensitivity study parameters ΔSRF ΔI Δ(x,y,z) SRF Sensor Irradiances Satellite position GIRO inputs GIRO

4 Summary Oversampling Dark Signal ROLO inputs

5 Oversampling Inputs of the oversampling study: Questions:
2012_02_14_17_58_56_B2 2012_02_14_17_58_56_B2 + 90° 2012_02_14_18_49_30_B2 Questions: - What is the impact of a resampling error on the integrated irradiances ? - Is it the same impact whatever the orientation of the Moon in the image ?

6 Oversampling Oversampling errors introduced in the image:
Resampling grids used to simulate an resampling error in the lunar processings

7 Oversampling Reference image

8 Oversampling

9 Dark signal correction

10 Dark signal correction
1% of IPHR when g=90° 0.1% of IPHR when g=3° IPHR= IPHR+5x10-6 (w/m²/sr/µm)

11 Dark signal correction
2.5% of IPHR when g=90° 0.2% of IPHR when g=3° IPHR= IPHR+1x10-5 (w/m²/sr/µm)

12 Dark signal correction
5% of IPHR when g=90° 0.4% of IPHR when g=3° IPHR= IPHR+2x10-5 (w/m²/sr/µm)

13 ROLO inputs ROLO → Impact of a bias (±1°) in the librations components: - satellite latitude - satellite longitude - sun longitude → Impact of a bias (±1°) in the lunar phase angle

14 Satellite position Impact of a bias in the satellite latitude

15 Satellite position Impact of a bias in the satellite longitude

16 Satellite position Impact of a bias in the sun longitude

17 ROLO inputs Impact of a bias in the lunar phase angle

18 Conclusions: just an example !
Data source, Measurement technique Source of degradation: Out of band rejection On-orbit degradation Non-linearity Spectral response Dark signal correction Oversampling Integration step Absolute calibration Data source Sensitivity study parameters ΔSRF ΔI Δ(x,y,z) SRF Sensor Irradiances Satellite position GIRO inputs GIRO

19 Conclusions Lunar sensitivity analysis very useful to
Better understanding the lunar calibration processing chain Determining the more sensitive component of the chain - depending of the system - depending of the observed lunar phase angle Associating uncertainties to each step of the processing chain


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