A method to assess event magnitude and target water depth for marine-target impacts. Part 1: Granulometry of resurge deposits

Jens Ormö, Sean S.P. Gulick,Michael T. Whalen, David T. King Jr.,Erik Sturkell,Joanna Morgan

crossref(2020)

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摘要
<p><strong>&#160;The rim wall of water formed from even a modestly-sized marine impact may be kilometers in height. The portion that collapses inwards may generate a resurge flow with tremendous transport energy. We compare deposits generated by this ocean resurge inside one of the largest marine-target craters on Earth, the 200-km wide Chicxulub crater, with those from five other marine-target craters. Examination of the wide range of target water depths (H) relative to projectile diameters (d) reveals a high correlation between location at the crater, average clast frequency (<N>) and d/H from which any of these variables can be estimated if the others are known.</strong></p> <p><strong>Introduction, aim and methods</strong></p> <p>&#160;Here we compare data on the resurge deposits recovered by International Ocean Discovery Program (IODP)- International Continental Drilling Program (ICDP) Expedition 364 Site M0077 located on the Chicxulub peak ring, a ~500-m topographic high, with resurge deposits in eight drill cores from five other marine-target craters. At Site M0077 (21.45&#176;N, 89.95&#176;W), core between 505.70 and 1334.73 mbsf (meters below sea floor) was recovered. The core shows, from top down, a sequence that begins with ~ 110 m of post-impact hemipelagic and pelagic Paleogene sedimentary rocks, which are followed downwards by ~ 130 m of a graded, polymict suevite (impact melt-bearing breccia) of which ~90 m are interpreted as a deposit from a single, forceful resurge [1, this study]. This sequence, in turn, overlies mainly impact melt rock and felsic basement rocks [1]. Here we estimate the effect of the oceanic resurge on deposition of the graded suevite. We apply the drill core line-logging method previously used in studies of resurge deposits at other impact craters formed at various relative water depths [e.g., 2, 3]. We compare the granulometric information of the M0077A core with previously obtained data on Lockne, Tv&#228;ren, Chesapeake Bay Impact Structure (CBIS), Wetumpka, and Flynn Creek [cf., 2, 3, 4, 5].</p> <p>&#160;To allow the transport in a suspension flow capable of generating the thick, single graded sequence observed in M0077A the amount of available water must also have been large. Factors that would influence the amount of water in the transported medium are: i) the relative target-water depth (vs. diameter of impactor), and ii) the type of target. It seems logical that a small crater formed in deep water has a more water-rich resurge than a much larger crater at the same water depth when considering the differences in the amount of debris from ejecta and rip-up. Likewise, it may be that an impact into poorly consolidated target sediments has a greater in-flux of debris than for a hard rock target. To investigate these factors, we looked at the relation between impactor diameter (d) and target water depth (H) as a way to relate the water depth to the magnitude of the event, and the average clast frequency per meter (here <N>) as well as the average of the mean clast size per meter (here <&#966;>) for the whole of the resurge deposits in the core. Critically, we also note the sedimentology, interpreted flow character, and location of the relevant cores to place these values in context.</p> <p>&#160;</p> <p><strong>Results and discussion</strong></p> <p>&#160;For essentially the same <&#966;>, a high <N> is considered to indicate a water-rich flow, whereas a low indicates a high matrix content. A high mud content despite the normal grading indicates a deposition from a hyperconcentrated flow [e.g., 2].</p> <p>&#160;The advantage of having applied the same method at each of the investigated craters is that it allows direct comparisons. Intriguingly, when all ratios of d/H are plotted against <N>, two seemingly linear trends are clearly discernable (Fig. 1). The Lockne crater (especially the Lockne-1 core) with its relatively high water content and consolidated seafloor target rocks is at one end of the scale (with suspension deposits), whereas the Chesapeake Bay impact structure, despite having had a target water depth in the order of 200-500 m [6], is affected by its larger size in combination with a great thickness of poorly consolidated target sediments providing a relatively higher amount of material to the flow. A similar target situation is also known for the Wetumpka crater [7]. In the latter two craters, the resurge sediments are in the form of debris and mudflow deposits [3, 4].</p> <p>&#160;Notably, the location of Site M0077 on top of the peak ring here can be compared to the situation of the Lockne-1 drill core, which due to the prolonged &#8216;washing&#8217; of the resurge deposits at the inner flank of the crater rim obtained a relatively high clast frequency [cf. 2, 8].</p> <p>&#160;Thus, one trend line seems to be for cores in deep crater locations such as annular troughs of complex craters or the center of simple craters. The other trend is for cores located proximal to elevated locations (e.g., Lockne-1 and Chicxulub M0077A). The exception is the CBIS Eyreville A core, which was drilled in the basement crater moat [e.g., 9], but plots along the trend line for elevated locations. Possibly, the in Eyreville A encountered 500 m thick granitic slab and other material from the mega-block slumping preceding the resurge created a topography affecting the flow dynamics. In the absence of any other common factor between the cores on the trend lines than the relative positions within the respective craters we suggest that depositional setting is the controlling factor between the two trend lines.</p> <p>&#160;Furthermore, the two seemingly linear relations between mean clast frequencies of the resurge deposits and the d/H ratios for the craters provide an additional utility. The equations for the linear trends allow any of the four variables (i.e., location, clast frequency, projectile diameter, and target water depth) to be estimated if the three others are known. The physics behind these relations are analyzed by Herreros and Orm&#246; [10].</p> <p><img src="data:image/png;base64, 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" alt="" /></p> <p>&#160;</p> <p><img src="data:image/png;base64, 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" 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" 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