Lunar and Planetary Science XLVIII (2017) 1729.pdf THERMOMECHANICAL BEHAVIOR OF ICE AND ICE-ROCK MIXTURES AT THE MINERAL GRAIN SCALE. J. L. Molaro and C. B. Phillips, NASA-Jet Propulsion Laboratory, California Institute of Technology (MS 183-205, 4800 Oak Grove drive, Pasadena, CA 91109; [email protected]) Introduction: A growing body of research suggests that thermally induced rock breakdown is an active process in the solar system, operating on the Moon, Mercury, Mars, Earth, and near-Earth (and possibly main belt) asteroids [1-8]. Diurnal, thermal stresses induced at macro- and microscopic scales serve to propagate microcracks and fractures in rocks on these surfaces, driving granular disintegration and boulder disaggregation over time. Models provide valuable insight into the amplitude of these induced stresses, as well as the spatiotemporal nature of stress fields. At macroscopic scales, stresses of varying magnitude are induced in different locations and at different times of day [e.g., 8, 9] within boulders, controlled by their size and shape. While these stresses contribute to the location and extent of induced damage, crack propagation itself is driven at microscopic scales. Molaro et al. (2015) [1] modeled heterogeneous mineral-grain microstructures composed of pyroxene and plagioclase (typical of basalt) on airless body surfaces, and found that the amplitude of stresses (Figure 1) is controlled by the diurnal temperature range and the elastic properties of the mineral constituents. Stress fields develop at heterogeneous grain boundaries that experience differential behavior during expansion and contraction. Stresses are also amplified in regions where these fields interact, suggesting that the path that a crack will take through the microstructure in order to relieve stress will be controlled by grain distribution. Stresses on the order of 100s of MPa are induced in basaltic microstructures on the Moon, increasing Figure 1. Peak tensile stress in a lunar microstructure of 75% pyroxene (lighter grains) and 25% plagioclase (darker grains), data from Molaro et al. (2015). with increased day length and decreased solar distance. The strength of materials at the grain scale and in vacuum environments is not well constrained [e.g., 1, 8], making it challenging to predict how thermally induced breakdown compares with other weathering processes (e.g., micrometeorite bombardment). However, research [1, 3, 8] suggests that even if only a small amount of crack propagation occurs each day, asteroids with rapid cycling rates may be particularly susceptible to this process. The work of Molaro et al. (2015) focused on rocky airless bodies, however their work also suggests thermally induced stresses may play a role on icy surfaces. In spite of their lower diurnal temperature range, surfaces composed of ice-rock mixtures can sustain significant grain-scale stresses (Figure 2) due to the orderof-magnitude difference in their coefficients of thermal expansion. Additionally, the thermal expansion coefficient of ice is strongly temperature dependent, and is negative below ~70 K [19], which may have important implications for the thermomechanical response of objects such as comets to changing indicent solar flux throughout their orbits. This is consistent with the findings of previous models, which suggest that thermal stresses drive the development cometary features, such as the surface fractures and loose regolith on comet 67P/ChuryumovGerasimenko [e.g., 10], and contribute to larger scale cometary splitting [e.g., 11, 12]. Recent work also suggests that cometary outbursts are the result of landslides rather than sublimation pressure [13], which may be triggered by the response of the landscape to thermal cycling. Observations from the Dawn mission have also revealed that the crust of Ceres is composed of an icerock mixture, leading to the formation of ice-related geomorphic features [e.g., 14], and fractures dominate the surfaces of icy moons such as Europa. Thermal stresses may also contribute to microcrack propagation and regolith production on these surfaces, and/or affect the bulk elastic properties of the near-surface, interacting with global and landscape-scale processes in the formation of larger scale features. Understanding the difference in thermomechanical behavior and bulk properties of ice, rock, and ice-rock mixtures is crucial to understanding the surface evolution of rocky and icy objects throughout the solar system. We present preliminary results of simulated temperatures and stresses in a microstructure composed of Lunar and Planetary Science XLVIII (2017) a mixture of ice and rock at the surface of Ceres. We compare the behavior of rock and ice-rock microstructures, and the amplitude of their stresses. Model: Following Molaro et al. (2015) [1], we used a 2-D finite-element modeling program (OOF2) [15] to model the diurnal temperatures and stresses of microstructures. We imposed solar and conductive fluxes (calculated from a 1D thermal model) on a microstructure over one solar day, and solved the heat and displacement equations. The boundary conditions are defined to simulate a microstructure embedded in an infinite half-space. Thus this model focuses on grain-scale processes only, and is suitable for investigating the thermoelastic behavior of large rock faces where the effects of size, shape, and surface curvature do not come into play. The microstructures are grids of hexagonal grains (360 µm in diameter) that are assigned properties of water ice and pyroxene. Preliminary Results: Figure 2 shows the maximum principal stress (where positive stresses are tensile) induced a heterogeneous microstructure composed of 75% water ice and 25% pyroxene. Results show that ice-rock microstructures on Ceres experience a peak tensile stress of ~9.5 MPa, an order of magnitude lower than in the rock microstructure composed of pyroxene and plagioclase (Figure 1). Regions where ice grains are contacting multiple pyroxene grains along surface-parallel boundaries (black arrows) show the highest tensile stresses. Additionally, regions where ice grains are contacting multiple pyroxene grains along surface-perpendicular boundaries (white arrows) show compressional stresses, as the strong contraction of the ice grains induces compression within pyroxene grains or grain clusters. A similar effect occurs during compressional states, leading to both tensile and compressional stresses within the microstructure at all times of day. In contrast, the rock microstructure experiences variations in either tension or Figure 2. Peak tensile stress in a microstructure of 75% water ice and 25% pyroxene, using the same hexagon distribution as in Figure 1. 1729.pdf compression, but not both simultaneously. In both microstructures, the highest stresses concentrate within the grains or regions that have the largest Young’s modulus (and thus are the “stiffest”). During the state of peak tension, the maximum stresses is in the rock microstructure ~2x the mean stress. However, the ice-rock microstructure has a much less uniform stress field, with a maximum stress that is ~7x the mean stress. The concentration of the highest stresses in fewer locations suggests that the thermomechanical behavior of ice-rock mixtures will strongly depend on relative grain volume and grain distribution. It also suggests that while the more uniform stresses in rock microstructures may lead to crack propagation throughout, ice-rock microstructures are more likely to concentrate propagation in specific locations forming fewer, larger-scale features. This has important implications for the rate and nature of breakdown on these surfaces, as well as the properties of disaggregated material. We will present results of simulated temperatures and stresses in microstructures with varying volumes of ice and rock grains, on the surface of Ceres, 67P/Churyumov-Gerasimenko, and Europa. We will compare the thermomechanical behavior of rocky and icy microstructures, and discuss implications for fracture propagation, boulder and landscape breakdown, and regolith production on their surfaces. Acknowledgement: This work was supported by an appointment to the NASA Postdoctoral Program at the Jet Propulsion Laboratory, California Institute of Technology, under contract with NASA, administered by the Universities Space Research Association through a contract with the NASA. References: [1] Molaro J. L. et al. (2015) J. of Geophys. Res. 120, 255-277. [2] Molaro J. L. and S. Byrne (2012) JGR, 117, E10011. [3] Delbo M. et al. (2014) Nature 508, 233–236 [4] Viles H. et al. (2010) Geoph. Res. Letters, 37, L18201. [5] Eppes, M.c. et al. (2015) Nature Comm. 6, 6712. [6] Dombard A. J. et al. (2010) Icarus, 210, 713-721. [7] Jewitt D. and Li J. (2010) The Astr. Journal, 140, 1519. [8] Molaro J. L. et al. (in review with Icarus). [9] Röttger, K. et al. (1994), Acta Crystallographica B 50.6, 644-648. [10] Gulkis S. et al. (2015) Science 347.6220, aaa0709. [11] Tambovtseva, L. V. and L. I. Shestakova (1999) Planetary and Space Sci 47.3, 319-326. [12] Alí-Lagoa V. (2015) The Astr. Journal Letters 810.2, L22. [13] Steckloff J. and H.J. Melosh (2016) AAS/DPS Meeting Abstracts, vol. 48. [14] Buczkowski, D. L., et al. (2016) Science 353.6303, aaf4332. [15] Langer et al. (2001) Computing in Sci. & Eng., 3, 15-23 (http://www.ctcms.nist.gov/oof/oof2/).
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