Introduction: Solar wind ions and impacts of micrometeoroids are the leading processes that weather the surface of airless planetary bodies in the solar system. As a result, key diagnostic features of their spectra get altered. The most prominent changes in the silicate-rich bodies in the visible (VIS) and near-infrared (NIR) wavelengths are increase in the spectral slope, reduction of the albedo, and subduction of the mineral absorption bands (see, for example, Hapke 2001).
Our work aims at understanding what are the similarities and differences between the effect of the solar wind ions and micrometeoroid impacts on the final spectra of the silicate-rich bodies. Our study is based on laboratory simulations using planetary analogue materials.
Methods: We have used two different terrestrial minerals, olivine and pyroxene. Each material was ground and dry-sieved to sizes smaller than 106 μm. Subsequently, we created pressed pellets from potassium bromide, which served as a base, and 100 mg of the mineral, which created the top layer of the pellet.
Ion irradiations were conducted at two different laboratories. Hydrogen irradiations proceeded at the Accelerator Laboratory of the University of Helsinki, using 5 keV ions with varying fluences from 1014 to 1018 ions/cm2. Subsequent spectral measurements were done out of the vacuum chamber after surface passivation of the samples. Helium and argon irradiations were done using the INGMAR set-up (IAS-CSNSM, Orsay) with 20 and 40 keV ions and with fluences from 1015 to 1017 ions/cm2. Spectra were measured in the vacuum chamber, where we irradiated the samples.
Individual 100-fs laser pulses were shot into a square grid on the pellets’ surface to simulate the micrometeoroid impacts (as in Fazio et al. 2018). Various densities of the pulses per cm2 simulated different weathering stages. Spectral measurements were done outside of the vacuum chamber.
The spectral measurements covered, in all the set-ups, wavelengths from 0.54 to 13 μm, i.e. VIS to mid-infrared wavelengths. After the measurements, we evaluated the evolution of the spectral parameters estimated using the Modified Gaussian Model (Sunshine et al. 1990, 1999).
Results: Variation of the spectra in the VIS range was similar for H+- and laser-irradiated samples, but we have identified a difference in the NIR wavelength range. Laser irradiation caused greater changes in NIR than any of the ions we used, see Fig. 1. The reason for such difference in behaviour may be the different penetration depth of the irradiating ions and laser pulses. While laser penetrates approximately 100 μm under the surface of the pellet, our ions did not penetrate deeper than 150 nm. Spectra of the laser-irradiated samples thus bear information solely from the irradiated material, while spectra of the ion-irradiated samples are a mixture of the top-most altered layers and the unaltered underlying layers. The relative contribution of the irradiated material is then smaller in the ion case.
Otherwise, we found that the original mineralogy of the pellet is more determinative to the evolution of the spectral parameters than the space weathering agent (ions or laser pulses). While olivine and pyroxene showed albedo variations of a similar order, the evolution of pyroxene’s spectral slope was negligible when compared to olivine, see Fig. 2.
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)
Implications to the solar system studies: Evolution of the spectral parameters of our pyroxene samples agrees with the observed space weathering trends on asteroid (4) Vesta, which shows prominent albedo changes but the spectral slope is stable. Rapid changes of olivine’s spectral slope are in agreement with the high observed slopes in the A-type asteroid population. Our weathering trends also agree with the Q- to S-type asteroid transition.
The difference we found between the influence of the ion and laser irradiation on the NIR wavelengths may help us in estimating the surface exposure ages of different geomorphological features in the solar system bodies. Solar wind ions are known to alter the surface on shorter timescales than the micrometeoroid impacts. At the beginning of the surface’s evolution, the NIR wavelengths will thus not be much influenced and as the contribution of the micrometeoroid impacts will grow, the NIR wavelengths will start to evolve. Based on that we may give an estimate on the surface age by studying the NIR range.
As we have seen, olivine’s spectral slope evolves faster and significantly more than pyroxene’s. This has implications for olivine-pyroxene mixtures and their evolution. E.g. in the case of asteroid (433) Eros, the variation of the spectral slope is minor, but other spectral parameters show some variation. As the surface of Eros is old, we hypothesise that spectral slope changes induced by olivine alteration already saturated and the leading source of the spectral variation is pyroxene, which does not show large variations in the slope. In contrast asteroid (25143) Itokawa is younger and thus still shows variations in the spectral slope as it has not saturated yet.
Acknowledgements: This work was supported by the University of Helsinki Foundation and the Academy of Finland project nos 325805, 1335595 and 293975, and it was conducted with institutional support RVO 67985831 from the Institute of Geology of the Czech Academy of Sciences. The authors acknowledge funding from Charles University (Project Progres Q47). Part of the irradiation was performed using the INGMAR set-up, a joint IAS-CSNSM (Orsay, France) facility funded by the French Programme National de Planétologie (PNP), by the Faculté des Sciences d’Orsay, Université Paris-Sud (Attractivité 2012), by the French National Research Agency ANR (contract ANR-11-BS56-0026, OGRESSE), and by the P2IO LabEx (ANR-10-LABX-0038) in the framework Investissements d’Avenir (ANR-11-IDEX-0003-01).
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