1. Introduction
Origins, Spectral Interpretation, Resource Identification, and Security–Regolith Explorer (OSIRIS-REx) is a NASA New Frontiers mission to return a sample of near-Earth asteroid (101955) Bennu. The OSIRIS-REx spacecraft is equipped with a suite of scientific instruments [1], including the OSIRIS-REx Camera Suite (OCAMS) and the OSIRIS-REx Visible and InfraRed Spectrometer (OVIRS), among others. OCAMS’s high-spatial-resolution images of Bennu’s surface facilitate the identification of regions of interest, characterization of surface morphology, and mapping of relative surface albedo [2]. OVIRS is a point spectrometer that measures surface composition [3]. The OVIRS footprint during the Reconnaissance phase of the mission [1] had an observational field of view with diameters between 5 to 9 m.
We search for and distinguish organics and carbonates on the surface of Bennu by studying the shape of the 3.4-micron feature, as observed by the OVIRS spectrometer during reconnaissance of candidate sampling sites [4]. Aliphatic organics have vibrational stretching bands at 3.4 microns, and the CO32- anion in carbonate minerals has an overtone of a fundamental asymmetric vibrational stretch, also at 3.4 microns. Organics on asteroids are hypothesized to be related to the organic materials delivered to Earth during the early bombardment phase of Earth’s development [5]. Carbonates record evidence of aqueous processes on Bennu [6], and together the organics and carbonates provide evidence for Bennu’s alteration history.
We present the results of a search for Bennu spectral matches to specific laboratory carbonate spectra and meteoritic aliphatic organic spectra, in the wavelength range from 3.2 to 3.6 microns. The carbonate spectra were obtained from the RELAB facility at Brown University [7], and the insoluble organic material (IOM) spectra were obtained from [8]. For the carbonates, we test ~10 representative spectra each of calcite, dolomite, and magnesite. For the organic IOM, we test spectra such as Tagish Lake, Cold Bokkeveld, Mighei, Murchison, and Orgueil.
2 Data collection and preparation
2.1 Spectrum preparation
To prepare laboratory and OVIRS spectra for band-match testing, we first divide every spectrum by a continuum, defined as a second order polynomial. The parabola is constrained using reflectance values at the wavelengths 2.95, 3.24, 3.6 microns. We then “stretch” the band by normalizing each spectrum such that the band minimum occurs at 0.0 and the maximum occurs at 1.0. Thus, we are only comparing the band shapes, as all other quantitative information has been removed by the continuum normalization and the band stretching.
2.2 K-S parameter test
We apply a Kolmogorov-Smirnov (K-S) parameter test to find which laboratory spectra best fit the OVIRS spectra. We compare each laboratory spectrum to the entire OVIRS data set. The K-S parameter is an evaluation of the maximum discrepancy between two cumulative distribution functions (Figure 1). That is, we calculate the cumulative sum of the laboratory and OVIRS spectra and find the points of maximum discrepancy. The smaller the discrepancy, the better the fit.
3 Results
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)
Figure 1 shows an example match between an OVIRS spectrum from Bennu and a laboratory spectrum of calcite. Because the K-S parameter has a very low value (<0.013), we consider this a strong calcite detection. We perform the same test for the different types of carbonates and detect calcite more frequently than dolomite or magnesite. We perform the K-S test for all different types of IOM in our spectral library, and we find good matches on Bennu for the IOM in the Tagish Lake, Cold Bokkeveld, Mighei, Murchison, and Orgueil meteorites.
We will present maps of where carbonate and organic material is detected on Bennu and discuss our search for associations or correlations with boulders or other surface properties.
Acknowledgements
This material is based upon work supported by NASA under Contract NNM10AA11C issued through the New Frontiers Program. INAF participation was supported by Italian Space Agency grant agreement n. 2017-37-H.0. We are grateful to the entire OSIRIS-REx Team for making the encounter with Bennu possible.
References
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