IMPACT CRATERING: the EFFECTS of TARGET TOPOGRAPHY and HETEROGENEITY Submitted to NASA Research Announcement NNH15ZDA001N-SSW, Solar System Workings
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B. Anderson (Winona State University) Co-Investigator: Mark J. Cintala (NASA Johnson Space Center) Collaborator: Jeffrey Plescia (Johns Hopkins Applied Physics Lab) CONTENTS 1 SCIENTIFIC/TECHNICAL/MANAGEMENT 1.1 Introduction and Implications ……..………………………………………………………………………. 1 1.2 Objectives …………………………………………………………………………………………….……………… 2 1.3 Background ……..………………………………………………………………………………………….………. 2 1.4 Technical Approach & Methodology ……………………………….………….……………….……….. 4 1.4.1 Laboratory Techniques …………………………………………………………………….………. 5 1.4.2 Experiment Design ……………………………….………………………………………….………. 7 1.4.3 Task 1: Effects of Topography ………………….…………………………………………………. 8 1.4.4 Task 2: Effects of Target Heterogeneity …………………………………………………… 9 1.4.5 Dimensionless Scaling Relationships .…….………………………………………………… 11 1.4.6 Application to Lunar Crater Morphology ………….……………………………………… 12 1.4.7 Proof-of-Concept: Target Topography .…….…………..………………………………… 12 1.5 Relevance to NASA and the Solar System Workings Program ……………….……….……. 14 1.6 Work Plan and Schedule …..…………….………………………………………………………….………. 14 1.7 Roles and Responsibilities ………..……………………………………………….………………….……. 14 1.8 Data Management Plan ……………..………………………………………………………………….……. 15 2 REFERENCES ………………………………………………….…………………………………………………………………… 16 3 BIOGRAPHICAL SKETCHES …………………………………………………………………………………………………… 19 4 CURRENT AND PENDING SUPPORT ………………………………………………………………………………….… 23 5 LETTER OF SUPPORT FROM NASA … ………………………………………………………………………………… 26 6 FACILITIES AND EQUIPMENT …………………………………………………………………………………………….. 27 7 BUDGET JUSTIFICATION 7.1 Table of Personnel and Work Effort ……..………………………………………………………………. 28 7.2 Winona State University Budget Narrative and Details …….……………………………… 28 7.3 NASA Johnson Space Center Budget Narrative and Details ……….…………………….…. 31 IMPACT CRATERING: THE EFFECTS OF TARGET TOPOGRAPHY AND HETEROGENEITY – J.L.B. ANDERSON, PI 1 SCIENTIFIC/TECHNICAL/MANAGEMENT 1.1 Introduction and Implications Impact cratering is a fundamental physical process that has dominated the evolution and modification of every planetary surface in the Solar System. Impact craters act as probes of a planetary surface, excavating subsurface material and depositing it outside of the crater, generating and mixing the regolith on airless bodies, and launching future meteorites off a surface. In order to capitalize on the utility of impact craters as a means of probing a planet’s surface, it is important to improve our understanding of the impact-cratering process itself. High- speed accelerators have been used for decades to investigate the impact process in a controlled laboratory environment. New experimental methods allow more quantitative and higher- resolution studies than ever before, illuminating the dynamics of the excavation and modification of growing impact craters in real time [Cintala et al., 1999; Anderson et al., 2003; Barnouin-Jha et al., 2007]. The work proposed here seeks to expand our understanding of the impact cratering process by using these quantitative experimental methods to examine more realistic models of planetary surfaces in the laboratory. Well-defined scaling relationships [e.g., Chabai, 1965; Holsapple and Schmidt, 1982; Housen et al., 1983; Housen and Holsapple, 2011] can then be used to extrapolate the laboratory results to planetary surfaces allowing the application of experimental results to crater morphology on the Moon, Mercury, and asteroids. Current knowledge of the excavation and modification of impact craters from experiments and numerical models is limited primarily to cases of flat, homogeneous, and uniformly layered targets. The only experiments in granular material with any kind of topography known to us were intended to examine the effects of target curvature during very large impacts on spherical bodies [Schultz et al., 1986; Schultz, 1988]. Recently, the first preliminary report of numerically modeled impacts into sloped topography has concluded that the distribution of material ejected during impacts is significantly affected by topography [Elbeshausen and Wünnemann, 2011]. Impact crater morphology and morphometry have been linked to the thickness of a clastic layer (the regolith) on top of a more competent rock unit (typically basalts) on the lunar surface by Oberbeck and Quaide [1968]. Gault et al. [1968] experimentally investigated the effects of interbedded competent and incompetent strata on subsurface crater structure. Numerical simulations have explored layered targets [Senft & Stewart, 2007] and Bart et al. [2011] and Bart [2014] have tested these models using lunar craters. Schultz [2000, 2007] performed experiments into low-impedance layers on top of solid targets to investigate the extent to which such layers can minimize the damage in the underlying competent substrate; similar experiments were performed by Dohi et al. [2012]. Beyond these examples, the added complexities of heterogeneous targets or targets with regional surface topography have not yet been investigated with the goal of applying results to crater-scaling relationships. Thus, existing experimental data and numerical modeling results provide only first-order guidance when considering the effects of impact in a realistic planetary context: rough terrain that can be as heterogeneous in structure at depth as it is irregular at the surface. The goal of the proposed work is to take the next logical step in experimental cratering studies by investigating the effects of target topography and subsurface heterogeneity on the impact PAGE | 1 IMPACT CRATERING: THE EFFECTS OF TARGET TOPOGRAPHY AND HETEROGENEITY – J.L.B. ANDERSON, PI process. In particular, we will identify how these variables affect the excavation of material from a growing impact crater, the growth and modification of the crater shape, and the redistribution of ejected material. We will use a combination of laser illumination and high-speed photography of impact experiments in targets with topographic or subsurface structures similar to those expected on actual planetary surfaces to follow the excavation and modification of growing craters in real time. Experimental data will be used to establish criteria that will guide the interpretation of a cratered surface, specifically those on airless bodies such as the Moon, Mercury, and asteroids with topographic terrains and strength-layered substrates. 1.2 Objectives ¾ To design a variety of simple targets for use in impact experiments that more realistically approximate sloping topography and strength-layered subsurface heterogeneities as expected on planetary surfaces. ¾ To use these targets in impact experiments to examine the effects of topography and target heterogeneity on impact-crater excavation, growth, and modification through the use of a high-resolution ejecta-particle tracking system, a real-time crater-cavity profiling system, and three-dimensional measurements of final crater morphometries. ¾ To modify existing scaling relationships to accommodate the effects of regional topography and subsurface layering and to apply our findings to the interpretation of simple craters on planetary surfaces, specifically the Moon. 1.3 Background Studying the impact-cratering process is challenging for a number of reasons. The events in question are very large, energetic, and (luckily) not common in recent times on the Earth’s surface, so we have very little experience in observing the natural process itself. The Moon has been an enormous resource for morphological and morphometric data about impact craters and has guided our current best understanding of their formation. Field geology at terrestrial craters has allowed us to examine the three-dimensional structure of impact craters and further illuminate the cratering process. The use of accelerators in the laboratory has allowed variables affecting the impact-cratering process to be controlled and the mechanics of formation to be studied in detail at small scales. These experimental results can be scaled to planetary-sized impacts using well-developed, non-dimensional relationships. Mathematical models using first