Lunar Calibration based on SELENE/SP data

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Presentation transcript:

Lunar Calibration based on SELENE/SP data Toru Kouyama (AIST) Matsunaga, Nakamura, Yamamoto, Yokota and Ishihara SELENE/SP Team ・SP lunar reflectance model ・Basic characteristics of SP model ・Our recent lunar calibration activities using SP model

Using Moon for Radiometric calibration Extremely Photometrical stable (1% change  1 Myr) [Kieffer, 1997] No atmospheric and aerosol absorption and scattering Earth “Photometrical properties” do not change in any Moon observation. Lunar calibration is one of ideal calibration methods Moon is an ideal target for radiometric calibration Reliable Lunar reflectance model is important, and SELENE/SP team has tried to develop such a reliable reflectance model.

SELENE(KAGUYA) and SP (Spectral Profiler) SELENE: ・Size: 2 x 2 x 5m, 14 science instruments ・Orbit: Polar orbit (non sun-synchronous) Altitude: 100 km Ground track repeat cycle: ~ 30 days ・Mission period: 2007 – 2009 (finished) Observing lunar surface with various solar incident and phase angle conditions.

SELENE(KAGUYA) and SP (Spectral Profiler) Sensor type: Spectrometer Point sensor Multi-band Imager Sensor type: Spectrometer Spectral range: 500-2600 nm Spectral resolution: 6 nm (VNIR 520-960 nm) 8 nm (NIR-SWIR > 900 nm) Observation swath 500 m Terrain Camera http://www.kaguya.jaxa.jp/en/equipment/tc_e.htm

MI image and SP footprints SELENE(KAGUYA) and SP (Spectral Profiler) SP Data MI image and SP footprints Wavelength During the mission, SP obtained this kind of data globally and repeatedly. http://global.jaxa.jp/press/2007/12/20071214_kaguya_e.html

SP Lunar Reflectance model (Yokota et al., 2011) Integrating 70 million observation data covering whole lunar surface with various phase angle conditions Reflectance map (758nm, i=30, e=0, α=30°) Spectral range: 512 – 1650 nm (160 channels) Δλ = 6 - 8 nm 1˚ x 1˚ grid interval: published 0.5˚ x 0.5˚: to be published Including incident, emission and phase angle dependencies using empirical functions Reflectance spectrum Including incident, emission and phase angle dependencies using empirical functions

Simulating Moon observations April 13, 2003 April 15 April 18

SELENE(KAGUYA) and SP Sensitivity stability of SP during mission Comparison of four observations of Apollo 16 landing site [Yamamoto et al., 2011] Nov. 19, 2007 Sensor stability during the mission Mar. 12, 2009 The degradation of SP was not significant over the mission period (variation: up to 1 %) [Yamamoto et al., 2011].

・SP model characteristics Comparing with actual Moon observation data Terra / ASTER

Observed Simulated* ASTER vs SELENE/SP ASTER/Band 2 (660 nm) [Kouyama et al., Inpress, Icarus] ASTER/Band 2 (660 nm) April 14, 2003 *Integrated with ASTER Band2 Spectral response function (SRF)

Correlation Coefficient Brightness Comparison: ASTER vs SELENE/SP Band 1 (520-600 nm) Band 2 (630-690nm) Band 3 (760-860nm) Correlation Coefficient 0.992 0.993 ・SP model describes lunar surface contrast very well Good for measuring sensitivity deviation among pixels and relative degradation of a sensor

Brightness Comparison: ASTER vs SELENE/SP Band 1 (520-600 nm) Band 2 (630-690nm) Band 3 (760-860nm) Correlation Coefficient 0.992 0.993 Mean ratio (= Bias): Observed / Simulated 1.27 1.01 0.95 Standard deviation of ratio (= Precision of each pixel) 0.05 0.04

SP calibration issue SP reflectance has a steeper profile (cf. Ohtake et al., 2010 & 2013) [Ohtake et al., 2013] SP’s reflectance In shorter wavelength region, SP model tends to describe lunar brightness darker than actual. This plot shows a comparison of observation results among many sensors at a same place SP reflectance shows a steeper profile than those As a result… In shorter wavelength region, SP tends to describe Moon reflectance darker. 感度偏差: sensitivity deviation ・More investigation for absolute accuracy of SP model is required for measuring absolute degradation

Brightness ratio of Band 1 Correction with other lunar reflectance model (ex. ROLO) SP calibration issue Ratio (ASTER/SP) Fitted curve as a correction curve for SP model Brightness ratio of Band 1 1.27 → 1.09 Lunar Irradiance [Kouyama et al., Inpress, Icarus] Good Solution? Measuring ROLO irradiance is from Kieffer and Stone, 2005

Lunar calibration for planetary explorers ©JAXA Hayabusa Hayabusa2

Simulation (Higher resolution) Observation Simulation (Higher resolution) Hayabusa (AMICA) 2004.05.17 observed mainly the far side of the Moon Visible band (~550nm) Hayabusa2 (ONC-T) 2015.12.05 Visible band (~550nm)

Irradiance comparison Hayabusa/AMICA vs SP model Corrected SP model with ROLO SP model Hayabusa/AMICA AMICA’s irradiance is measured with calibration parameters reported in Ishiguro et all., 2011.

Collaboration with ROLO/GIRO is very important. Summary Lunar reflectance model based on SELENE/SP hyper-spectral data has been developed. Using the model, we can simulate/predict any moon observation. SP model describes lunar surface contrast very well. The model can be used for evaluating relative degradations of sensors. However… Large brightness bias exists between SP model and actual Moon observations. Correction using other models may be a possible solution for improving absolute accuracy of SP model. We can simulate not only the near side of the Moon, but also the far side! 論理の飛躍: leap in logic Collaboration with ROLO/GIRO is very important.

Supplement slides

Reflectance map (i=30,e=0,α=30) Geometry data Incident angle Emission angle x Solar Irradiance Lunar radiance map Highland, mare and middle albedo region map Phase angle at observation time

Other Known calibration issues Model accuracy tends to be worse in high emission angle and high latitude regions ASTER Model Using this model requires estimating the location where each pixel looks at on the moon surface (=ray tracing calculation). => Error from uncertainty of pixel registration should be considered.

Deference of phase angle dependency: ROLO vs SP

[Kouyama et al., 2014, LPSC]

Definition of three albedo groups of Moon surface

ASTER@2003.04.14 vs Model (SELENE/SP) ASTER (Band 1) Large bias Observed radiance (W m-2 str-1 μm-1) Relative Frequency Modeled radiance (W m-2 str-1 μm-1) Observed / Model Mean (Observed/Model) = 1.27 SD = 0.05 SE (= SD/√Number of pixels used) = 0.0002

1.0 0.7 0.9 0.8 3000 Day since launch ASTER/VNIR degradation curves Band 1 Band 2 Band 3 1.0 0.7 0.9 0.8 3000 Day since launch

ASTER Moon observation: Moon observation conducted by ASTER is only once (April, 2003). We are proposing the second Moon observation by ASTER to NASA/Terra. 14 April, 2003 EOM ? Degradation ratio ? ? Time 2016 or 2017

Simulated hyperspectral images SRF convolution Simulated band image

XL: Empirical function of sun-light scattering i: incident, e: emission, α: phase anlge Fsun: Sun light Flux (W/m2/um) S: SRF Model equations r: reflectance using i=30, e=0, α=30 as the basis condition [Yokota et al.,2011] (11) From SP model XL: Empirical function of sun-light scattering f: Empirical function of phase angle dependencies

Reflectance to be calculated Model equations After Yokota et al., 2011, Eq (11) Reflectance to be calculated i: incident angle e: emission angle α: phase angle XL: Lunar lambert function c1=-0.019, c2=0.242x10-3, c3=-1.46x10-6 Correction terms for Limb darkening effect f: Empirical function of phase angle dependencies B: Shadow hiding opposition effect P: Regolith phase function h, c, g, B0: Model coefficients

Reflectance to be calculated Model equations After Yokota et al., 2011, Eq (11) Reflectance to be calculated i: incident angle e: emission angle α: phase angle XL: Lunar lambert function Correction terms for Limb darkening effect f: Empirical function of phase angle dependencies B: Shadow hiding opposition effect P: Regolith phase function h, c, g, B0: Model coefficients

Reflectance to be calculated Model equations After Yokota et al., 2011, Eq (11) Reflectance to be calculated i: incident angle e: emission angle α: phase angle XL: Lunar lambert function Correction terms for Limb darkening effect f: Empirical function of phase angle dependencies B: Shadow hiding opposition effect P: Regolith phase function h, c, g, B0: Model coefficients High land, mare and medium albedo

SELENE(KAGUYA) and SP http://l2db.selene.darts.isas.jaxa.jp/index.html.en

HISUI mission The hyperspectral imager: The multispectral imager: Panchromatic Stereo Camera ALOS-3 (JAXA) Hyperspectral Image “Cube” The hyperspectral imager: Contiguous and high resolution spectral information from visible to short-wave IR The multispectral imager: 4 Bands observation with a high spatial resolution by a wide swath

Hayabusa-2 Japanese satellite for exploring a small asteroid