Magnitude of marine impacts: Size segregation patterns as an observational assessment.

<p><strong>1. Introduction</strong></p> <p>Previous studies of resurge sediments from several marine-target impact craters indicate a relationship between the sedimentology, <N>, the target water depth, H, and the magnitude of the event, d. This offers a valuable opportunity to obtain one of these variables if the other two are known. However, the mechanisms controlling this relationship have not been unraveled yet. During the cratering process fragments from the solid target are mixed with the seawater and, after an initial turbulent phase, they get deposited inside the seafloor crater when filled up by the resurging water. We present a mathematical model for the aquatic settling process of the resurge material as a feasible explanation for the observational data.</p> <p><strong>2. Methods</strong></p> <p><strong>2.1. Fractal model for particle settling </strong></p> <p>The impact-related sediments considered here are formed from primary fragmented material, giving rise to a distribution of particles and aggregates that can be interpreted as a cumulative function. Thus, for the study of the particle settling a fractal model is considered [1][2].</p> <p>In this study, we assume that size segregation is correlated to the concentration of the solid particles [3][4] giving rise to the different settling patterns observed in the core samples. The density and viscosity of the solid/water mixture depend on the solid concentration causing a different settling velocity of the particles. For low concentrations, velocities of coarse particles are higher and fine particles are excluded from the lower part of the sediment, while for high values of the concentration the settling of the coarse clasts become hindered by the higher concentration of fine grains in the solid/water mixture, thus reducing the packing of coarse fragments at the bottom of the sediment column.</p> <p>In order to analyze the size segregation effect, Herreros and Orm&#246; [5] proposed a fractal model in two steps, considering the settling process of two types of particles: (1) Fine particles, s; and (2) coarse particles, p, with radius R_p&#160;> R_s, taking the settling time for the coarse particles in pure water as a time reference (t_max):</p> <p><em>Step 1: Settling of fine particles in pure water. </em>The suspended mass fraction of fine particles, s, in pure water is calculated. At this step, the settling of the fine particles is considered independent on the solid/water concentrations.</p> <p><em>Step 2: Settling of coarse particles in a solid/water mixture. </em>In this case, the coarse particles, p, are assumed to be immersed in a fluid mixture whose viscosity and density are both functions of the volumetric concentrations.</p> <p>According to [5], the number of settled coarse particles per unit length, i.e. the mean clast frequency , can be approximated by:&#160;</p> <p>&#160;<img src="data:image/jpeg;base64, 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alt="" width="166" height="53" /></p> <p>where R_m is the average size of the coarse particles and l_ds and l_dp are the heights of an equivalent cylindrical volume of deposited mass.</p> <p><img src="data:image/jpeg;base64, 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M2bvfPfNew6HoVh4a0qDTNMtls7C3BWG3jJ2RKSTtUE/KozgKOFGAAAAKTQ9B0/w1p62OmWqWlsHeQqmSWd2LO7MeWZmJYsSSSSSSaAPlzQvCln4q+CPwluUk8V6PqGl6E86eKvCsTzz2VwfLSaCWBFd5hJJu3IqscxHO0ZNbs/ibxd/wz1rXhrxP4b1zU/EuraFrDR6hpmgskc+WeOAzwxZMVxN5iv5YXjLFtpDY+htH0DT/D6XSadapZx3Nw91LHFkIZXOXYL0UscscYyxZjySToUAeR/s4+Ip/wDhXnhTwtd+HfEGk3mkeHNPE91qmmyWsDSiPy3hQyYYyI0ZyNoGCpBIINeT/tUw/EGw8YeJJfCw8ay2l94UiFgvh2S+kiTUkvkLECElYn8gc527hkfMSQfrSigD418Sap48t/i1rGraUPiEdEXxR4fe2h+yao1t9ieF/wC0MQsmDHu+8u3CnGADiq+qaP4r8SXUttqFt49uNIs/iks/zDVUddIaPCPEww5iWRCQUJ8vg/KGBP2lRQB88eFrHVbH4keJn1qTxRqOh3Om6jNNPrEt3DZW0TSrsikhkLWzkIreW9uVYR5EsYY7j3P7Mf27/hn3wB/aPmfaf7Ig/wBb97y9v7vP/ANvXn1r0DXNDsfEmlXGmanbrd2Fyuya3cnZKuclWAPKnoVPBBIIIJFXI41ijVEUIijCqowAPQUAOooooAKKKKACvP8A4Bf8ke8L/wDXsf8A0Nq9Arz/AOAX/JHvC/8A17H/ANDagD0CiiigAooooAK+e/ClrqXwk/aA+Jmqa9o+sajpPi5rK60zV9K0241BV8qMxtbSiFXaIqWBUsAmM/MOlfQlFAHzJ8Ul+IafEiAaBZeIdOhaLS30K100OLCKQ3bHUReeUTBnySP9cSOvlktzXPWuoeO5PiB4xne0+INv4fv9E1yNUvPtsjLdxXH+jNB5QCxFk/1fkquVIG6RgWr68ooA+VtN8J+KJvgv4U1m78QfEBdfu7K0OrafdtqJAkt4ZVdXSDZdwmRnALxbi7RxMySLu3QXdv8AFHUvGngayF/4n8MaKmgafNayTWdzqshvkkHnw3ssMsUe90ChmugUwWICP0+sKKAPAP2stXvNLm+GsdvqWvWFte+IDa3kfh65uYri4hNtMxjC25DucopAUFhj5ea8oj1D4uRWfw3mvbTx4dd06LR5NTkX7Q9pLC93IsyyRRACSUQ+X5vm+YwyMKmGZvrTxZ8PtC8bX2hXmsWktzc6HeDUNPeO7mh8mcDAciN1D8EjDZGCRjBNdFQB8kzeDfFnjDw/8bG/tP4gW13pupalL4esXur63ivIZLQoiR+YAZo/N3Mqq2FKrjCthqWjR+OfDN9pll4OtvGUbH4ZyRW0OqxajJZxa0CrIrfaQY45AFcKGwANq9Cqn7DooA+RPFVjfXnw58A3tpYfEPUpG8YaPql9Y69p97eXGn+UAbnaGjaURgjdyShLHyzjgaXhWz+J+qeKPH1xruu+J9NuUbUrSLT7DR7h0e2cj7HPazyzi1LoNuBFGshy/mH+JfqmigDyn9nm21Wy0LXrbVE1pzFqZSG71i4vZFuVEMQLwJek3EUe4N8js43FyjspBrwz4p61rOhaH8aLsapqOl65H420hUm0u4kgnFi62qRBSjAlWQyjb0J3dT0+ya43x18IPCXxJD/8JBpTXTSCJZJLe6mtXkEUnmRBmhdC2x8suSdpJxjJyAfPvh0eKFk+FY1T+1vt/wDwn2o/2T/bXm/2h/Y3kXP+t8797jZj/WfNjZnnFeq/G5rlPiB8HTI+zRf+EkcXR7eebScWwP1fIHvtr09vD+nvrkWsParJqcNubWK5kJZo4ywZlXJ+XcQu4jltq5ztGF1zQdP8TabJYanapeWjsrmN8jDKwZHUjlWVgGDAgggEEEUAfM+oeE/EOgeP7fUfBK+KNKm1bxD5+p+EdV043miXEIusS3kc+3ZasQpnGXEhIGE5GbnxC8T3vij45fBzxFb+DfF0Fholzrcd752hXBMe6HyYnJRWULI6HaSw+UhjtBzX03RQBi6BrA8aeEbXUG0/U9GXUbbebLUEa1vLfcPuuFbMbj2OQehr4s8K3XxPttHurTV4/iSb6PwJqlo8jR6q+dXW8drYo65zJ5YXEinDKQNxGRX3bRQB8M3V78TIfhp8RLFP+FjSao2h+H7nSJPI1Q3H27ylF6I5Au4HcRvjBC53fLwa7iPwvr2oePPi1fRy+NdIk1b+yG0q/ih1ExG2MaPMvliSPADhlZY2SeNWcJtJIP1dRQB8wW/9qfZfgaJbbWLXW/8AhLLzaus3U9xdtZmK7Mrb7hVmERQphZlDquwNlgCfp+s99A0+TXYtZe1STU4oGtorl8s0cbMGZUzwu4hd2MFtq5ztGNCgAooooAKKKKAOC+Pn/JEfHn/YEvP/AES1fdFfC/x8/wCSI+PP+wJef+iWr7ooAKKKKACiiigAooooAK8a/a+/5IFrX/YQ0n/052tey141+19/yQLWv+whpP8A6c7WgDzmiiigAooooAKKKKACiiigAooooAKKK4HxX8dPCHgvxQ3h3VJ9WGsLam9+z2eg393mAY3ShoYHUquQCQcKTg4NAHfUVleFfFWkeN/D9jrmhX8OqaTex+bb3Vucq69PqCCCCDyCCDgitOSRIY3kkdY40BZmY4AA6kn0oAdRWB4m8feHvBvhC48U6xq9tZ+HoIVnfUN2+Mo2NpXbnfuyMBck5GM5qPwB8RPDnxS8NQeIPCuqw6xpMzMi3EIZSGHVWVgGVhx8rAHketAHR0V5z4N/aH+H3xC8c6j4P8PeIP7T8Q6eJTdWsdlcKsYicI58xoxGQGIGQxznjNejUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFef/AL/kj3hf8A69j/AOhtXoFef/AL/kj3hf8A69j/AOhtQB6BRRRQAUUUUAFFFFABRRRQAUUUUAFFFZviTxFZeE9DvdY1IzrYWcZlna2tpbh1QdSI4lZ2x1OAcAE9BQBpUV594O+Pngfx5q2naZpOq3H23UrY3lhHqGmXdiL2EAEvA08SCUAHPyE8c9K7y6uobG2luLiWO3t4UMkksrBURQMliTwAB3NAEtFMhnjuYUmhkWWKRQySIQVYHoQR1FcN43+O3gH4b+KNJ8O+JfE1npGs6pg2ttMHOQW2hnYKVjUnIBcqDg46GgDvKK5z4g/ETw78K/C9z4i8U6kulaNbsiSXLRPLhnYKoCorMSSR0B9aPh/8Q9A+KXha18R+GL5tS0W6Z1humt5Yd5RirYWRVbAYEZx2oA6OiiigAooooAKKKKACiiigAooooAKKKKACiiigDgvj5/yRHx5/2BLz/wBEtX3RXwv8fP8AkiPjz/sCXn/olq+6KACiiigAooooAKKKKACvGv2vv+SBa1/2ENJ/9OdrXsteNftff8kC1r/sIaT/AOnO1oA85ooooAKKKKACiiigAooooAKKKKACvlr48aL4u8RftBWLeDZta0XUIfCt1ZQ6tHoss1g9y8qSJbSztC0ao6KwLqylDj5gflP1LRQB4D8JPHiaD4f+H+hWnh9fAGlSIdNuPD+rWcy30V9ndti82RGkhYCUiZVlyeW27Xx2Xjz4b6nrfiQayBY+LNOVUC+GNdkkjtUZcfvIyu6Mvkbh5sLnd92SMV6ZRQBynjXxVD4T8FNr1z4b1XVprVFmh0fTLE3t55pGFREi3AMMkFgdo5+bFeX/AAZ8XWWh+FzHpnw38caENd1u7kn+3aOtvOtzIhnkuJIi5WGDO2OMknlQp6bj73RQB88fs7eGNc0PWLaTS/EHju78HmzkivNF+IdkY7qyuFKeUIJCi7lwXGI90YA+9nArz3x1cePLX4xa/NZyfEJdDTxhpaItjBqctr/Zr2sgvjGqqymPzAvKg7TgpgkGvsmigD4Yvrj4l3ngfwKhf4krqEfh/wAQxXzRQapHM9wgkOn+dtUEyEhdrH5m4BJBxXsf7LuqeLbzXfFK+JG8VPBJp+kXETeI7O6hQXRtcXgh85FA/ejlU4BOQMV9CUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5/8AAL/kj3hf/r2P/obV6BXn/wAAv+SPeF/+vY/+htQB6BRRRQAUUUUAFFFFABRRRQAUUUUAFcv8Upzb/DfxOVt7q6d9OniSCytZLmZ3eMqoWONWZjkjoOOp4BrqKKAPi34M6f4o8CzeANQ8R6Hrmt20XhprDRb6+0K4WTwvfiNVmguII44yYJMLidxnCkeZtLPXtn7PHxi1z4reDb3VNTg07U7iG1tLlJNCjMMLyTWyyva4kmcebExCsS4HzLkLzXr2oWMWqWNzZ3AcwXEbRSCORo22sCDhlIZTg9QQR2qp4Z8N6d4O8O6doekQNbaXp0CW1rA0rymONBhV3OSxwAByT0oA4TwP8ONU0nxV/bpWz8I6cyvv8M6HJJJbzM2f3kxbbEHJO4+VCjbhzLIOK5L9o7xRou+38Kaj8N/GPjK0vZre/vZvDWgNcxFoZFaKN5yVUElAGKliEBHG4Ee90UAeC/GXVU8c6bb6deWHxO8L/wBka0kf9reD7El/M+zsfOUoryS22JGQsiZLDBGKu61p/jbS/wBmXxTa6hqmr614pisbxdMv9Pgkh1KYZb7IxSD5llI2Z28/3gDuA9tooA+IPDepfEix8ZaX5snxIks01nw7OFurLUpIWhks8akJC0ZGwSEbkY7VYZUDms6+m+JMWo3gWb4oJZzX/ieA+VBqz7bfyUbTSnyEr+8J2OOeCCduRX3hRQByvwqvNR1D4ZeFLjV1u11aTS7Y3gv4Xin8/wApfM8xHAYNuznIrqqKKACiiigAooooAKKKKACiiigAooooA4L4+f8AJEfHn/YEvP8A0S1fdFfC/wAfP+SI+PP+wJef+iWr7ooAKKKKACiiigAooooAK8Z/a+0a28QfAnU7C7NwtvPqujo/2W5lt3wdUtQcPGysOCehFezV5N+1J/yRu7/7C+i/+nW0oA5P/hk34e/3vGH/AIXeu/8AybR/wyb8Pf73jD/wu9d/+Ta9iooA8d/4ZN+Hv97xh/4Xeu//ACbR/wAMm/D3+94w/wDC713/AOTa9iooA8d/4ZN+Hv8Ae8Yf+F3rv/ybR/wyb8Pf73jD/wALvXf/AJNr2KigDx3/AIZN+Hv97xh/4Xeu/wDybR/wyb8Pf73jD/wu9d/+Ta9iooA8d/4ZN+Hv97xh/wCF3rv/AMm0f8Mm/D3+94w/8LvXf/k2vYqKAPHf+GTfh7/e8Yf+F3rv/wAm0f8ADJvw9/veMP8Awu9d/wDk2vYq86+JXjLXbHxNofhLwxe6RpOu6tZXuoxahrtpJd2qpatbh4/KjmhYs32gHcHwoRjtbpQBhf8ADJvw9/veMP8Awu9d/wDk2j/hk34e/wB7xh/4Xeu//JtReF/j1qerW/w3Oo+Hrez/AOEmtg19dLdTGG0mJKxiMrA6mOVlby3meEPujCeYzFRi+J/Bvx3uvHF9daP4n+z+HHvC9vb/APCR2EW2DdwvlN4cmccfwm4c/wC33oA3/wDhk34e/wB7xh/4Xeu//JtZ3iL9nH4T+EdFutX13V/Eei6TaqGuL/UfiHrVvBCCQAXke+CqMkDk9SK9zrk/if488K/DLwpL4k8X31jp+mWMitFNfyRxgznIRY2kIAc5IHI6nJAyaAPFte+HP7PXhXSdI1XWvH9zo+l6xGZtNvb/AOKeqwQ3qAKS0LvqAWRcMpypI+YetbMPwE+Ddx4ih0CLxDrkuuzWY1CPS0+I+sm6e1JwJ1iF9uMeeN4GM96b4Dh8Ov8AAaHSfC2p6XrUOvajPpzXehzCe1BvLuSa6jtpgAskcCTT4K8fuTwCCo4XxZbSXHxA1LwzpMix/EZvHJ1y3hJVLhdO/snyVulPU24T9xv5USEx53cUAegeH/2ffhB4sbUF0PXdf1ltOunsr0af8RtZnNrcL96GTZfHY4yMq2CM9K1v+GTfh7/e8Yf+F3rv/wAm1xv7M82m6p4s0+fw3tOmaT4G0vQtWWMBGt9RhklP2WdRjbPEGk3oQGTzRkDcK+lKAPHf+GTfh7/e8Yf+F3rv/wAm0f8ADJvw9/veMP8Awu9d/wDk2vYqKAPHf+GTfh7/AHvGH/hd67/8m0f8Mm/D3+94w/8AC713/wCTa9iooA8d/wCGTfh7/e8Yf+F3rv8A8m0f8Mm/D3+94w/8LvXf/k2vYqKAPHf+GTfh7/e8Yf8Ahd67/wDJtH/DJvw9/veMP/C713/5Nr2KigDx3/hk34e/3vGH/hd67/8AJtH/AAyb8Pf73jD/AMLvXf8A5Nr2KigDx3/hk34e/wB7xh/4Xeu//Jted/s8/sx+Bdd+C/hS/u28VfaJ7Us/2fxprMCZ3sOEju1VfoAK+pq8u/Zh/wCSB+DP+vM/+jHoAzv+GTfh7/e8Yf8Ahd67/wDJtH/DJvw9/veMP/C713/5Nr2KigDx3/hk34e/3vGH/hd67/8AJtH/AAyb8Pf73jD/AMLvXf8A5Nr2KigDx3/hk34e/wB7xh/4Xeu//JtH/DJvw9/veMP/AAu9d/8Ak2vYqKAPHf8Ahk34e/3vGH/hd67/APJtH/DJvw9/veMP/C713/5Nr2KigDx3/hk34e/3vGH/AIXeu/8AybR/wyb8Pf73jD/wu9d/+Ta9iooA8d/4ZN+Hv97xh/4Xeu//ACbR/wAMm/D3+94w/wDC713/AOTa9ipGbapJ6AZoA8e/4ZN+Hv8Ae8Yf+F3rv/ybR/wyb8Pf73jD/wALvXf/AJNrI8CfG7xTr2peF9WvE0O/8JeLdCuNasLbT4ngvtK8pI5BHcyvM8cqkOUMoWEI4UEHdkaE3inx18X/AISx33hER+FPFaX5hurVdT+ytbhM7kZ7zSZ2BIKMA1qpZWVlbaQWAJ/+GTfh7/e8Yf8Ahd67/wDJtH/DJvw9/veMP/C713/5NrY+Cmh/EXQ7PVV+IWrf2rcSSRm0b+1La+2KAdwzDpdgFyccFZM+q9D6VQB4BqHwK+C+k+KNP8NX3iXWrLxHqKGSy0e4+JOsR3d0ozlo4Tfb3A2tyoP3T6VQ0n4U/APXvFF74a0zxtfaj4jsvMF1o9p8UNWlu4PLOJN8K35ddp4bIGD1rU+OPjr4ayeMtB8Fax4k8P6T4gXVdP164iuLuJL3NvMj26RRD95LNKyrGqKM+W0h/uq83x20efxT4e8f2mm2k08Wj+GpLFbewi3vKbkiS5hVADufyIYcKBz52O9AGOPhL8Bj4NbxePGmoHwmrbDr3/Cz9W+wht/l48/7fszv+Xr14611Ef7KXw6mjWSOXxc8bAMrL4810gg9CD9tryNfE3hn/haz/EY6pp4+Ef8Awkcci64ssZ0v7UNFa289pPuKgYi38zIHmgJndxXu/wCzfpV9onwL8GWOoW8tnPDp6hLaYbXhhJJhjI/hKxlF2npjHagDG/4ZN+Hv97xh/wCF3rv/AMm0f8Mm/D3+94w/8LvXf/k2vYqKAPHf+GTfh7/e8Yf+F3rv/wAm0f8ADJvw9/veMP8Awu9d/wDk2vYqKAPHf+GTfh7/AHvGH/hd67/8m0f8Mm/D3+94w/8AC713/wCTa9iooA8d/wCGTfh7/e8Yf+F3rv8A8m0f8Mm/D3+94w/8LvXf/k2vYqKAPHf+GTfh7/e8Yf8Ahd67/wDJtH/DJvw9/veMP/C713/5Nr2KigDx3/hk34e/3vGH/hd67/8AJtH/AAyb8Pf73jD/AMLvXf8A5Nr2KigD5a/aK/Zk8DaD8BPiHqVm3ir7VaaDezxfaPGmszx7lhYjdHJdsjjI+6wIPcGvsSCFbeGOJCxWNQoMjl2wBjliSSfcnJrxD9qT/k234of9i3f/APoh69zoAKKKKACiiigAooooAK8m/ak/5I3d/wDYX0X/ANOtpXrNeTftSf8AJG7v/sL6L/6dbSgDtqKKKACiiigAooooAKKKKACiiigArgvHHwb0H4j+MtE1jxJYadrum6ZYXdmNH1SwjuoZHnltZBKd+QChtRj5c/PnIxz3tYK/EDwu3jBvCa+JNIPilYftDaGL6L7cIsZ3mDdv245zjFAEmoeCPDur6tpGqX2gaXe6no+46be3FnHJNZbhhvJcrujyAAdpGRW1RXn2qfHLw5pGuT6TPpvjCS6hm8hpLXwTrNxbls4ys8do0TL/ALasV75oA9BoorC8eaxqXh/wTruqaPa2t7qllZTXFvb30zQwO6IWAd1VmA47Kf60AbtFeA698cPGEvg/wve6BZaP/asvg9vGWqrfQzNDJHHHCxtINsg8p5WkfErlxGI+Y5M8dGvxB8Yjx54InVNGvPBHi0yRwWkNtMmo2WLR7mOeScy+XIreWUaMRKVMifO+DkA9boryr4L/ABC8T+Mta8VWXiy3j0PU9PmjaPw5NpJtrqzt5DIYpGuVu54bxHC4EsQjAaKQFQwKr6rQAUUUUAFFFFABRRRQAUUUUAFFFFABXl37MP8AyQPwZ/15n/0Y9eo15d+zD/yQPwZ/15n/ANGPQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFNlUvG6qQrEEAkZAp1Z/iDxFpXhPR7rVtb1Oz0bSrVd9xfahcJBBCucbndyFUZI5J70Acj8I/gt4a+EPhOw0rTNK0z+0U0+2sdQ1e30+K3n1MwxLGJJioyxIHRmbGcZrqPC/hHQvA+kJpXhzRNO8P6WjtItjpdpHbQKzHLMEQBQSTknHJqxoevaZ4o0i11XRtRtNW0u7TzLe+sZ1mgmQ9GR1JVh7g1S8X+MLDwPpI1HUbfVLm3MixbNH0i71ObJzg+TbRSSbeOW24HGTyKANuiua8E/ELS/H8N1Lplrrlqtsyq41vQL/SmJIJGxbuGIuOOSoIHGcZFdLQAUV5/4y8da34e+K3w+8PW1lp8mheIHvY7u7llc3MckNs8qLGgAXadvLFiewXncOI8N/Gbxj4i8SWUMdtokOmeKBqsfh3zIJxLZvZTCPfdHfidZU3yhUWLZtCbn3eYoB7vRXgd58VPidpvw/8AFn/Eitdd8UaBrx0uTUtB0l57Z7QQx3Bu10+S8SWQqknlGGOdnLgld/3a9j8GawPEHhHRNUXUrTWBe2UNwNQsIGgt7negbzI42d2RWzkKzsQDgk9aANmiiigAooooAKKKKACiiigAooooAKKKKAPL/wBqT/k234of9i3f/wDoh69zrwz9qT/k234of9i3f/8Aoh69zoAKKKKACiiigAooooAK8m/ak/5I3d/9hfRf/TraV6zXk37Un/JG7v8A7C+i/wDp1tKAO2ooooAKKKKACiiigAooooAKKKKACvm34Y+C/EHj66tbnUbXSY/D+h+ONc1ez1dbqV9TeRdQvYhCIjFsSMq2DIJW3R/JsH3h9JUUAeDeEv2WdK8KeM4b2Cx8OLoEFwzx2UejRCYRRz/arJA+PlaG4lnIYdVWIYyCa7jVP2efhXreuT61qPwz8H3+sXE32ibULrQbSS4klznzGkaMsWzzuJzXoNFABWP4y0e78ReE9Z0qwvIdPvL6zltorq4tzcRxM6FQzRh0LgZzgOufUVsVU1bVrHQdLu9S1O9t9O060iae4vLuVYoYY1GWd3YgKoAJJJwMUAeN3X7POtT+CfDGjxeMbe01LT9Afwtqd/BpDCO/05wit5cRuCYJ1ES7JS8iqWkJjYMAuzYfC/xnpnjyPVLbxdoMPhu2hSysdLHhuVru0tEA/cJcteFcOyxmRvJ3OEUArtUr6TpOuadr2j22raZqFrqOl3UQngvrSZZYJYyMh0dSVZSOcg4rCHxY8EHwa3i8eMfD58Jq2w69/akH2ENv8vHn79md/wAvXrx1oAh8D+Edc0nUNQ1jxRrdjrmv3kUVqZdL06TT7SOCJpGRVheedt26WQsxkOflAAxz2FUptb063ubC3lv7WO41AsLOJ5lD3O1S7eWM5fCgscZwBnpV2gAooooAKKKKACiiigAooooAKKKKACvLv2Yf+SB+DP8ArzP/AKMevUa8u/Zh/wCSB+DP+vM/+jHoA9RooooAKKKKACiiigAooooAKKKKACvJPj3ca3DrXwsHh+C0vNUPid2js9QuXt7ecLpd+22SREkZBkD5tj4badpr1uigDwC9/ZasPEPg+ztdVsdCXVH1e+1G5t/sgubS3gv9yXtrbl1VgCj7w+1d0qByoBKjs/DfwJ8NN4BTQPGHhvwz4mkuJ1vtRSTRYPslxdLGsay+SyldyxoiBsZwvbpXplFAHNeCfhl4O+GsN1D4Q8J6H4Viu2V7iPRNNhs1mZQQpcRqu4gE4z0ya6WiigDgfHHw91jxR8QvAfiKw1yx06z8N3FxPPY3OmPcSXgmhMLKkonQRYRnwSj8kHGAQeXs/gPrei6pcXeleLrWEafHfjwvHeaO039kyXsoknabFwguQpysSgRbEYhjIea9P1LxfoOi63pWjahrenWGsasZBp+n3N3HHcXhQbn8mNiGk2g5O0HA60eIvF+g+EVsW13W9O0Vb+6SytDqN3HALi4fOyGPeRvdsHCjJOOBQB5/4a+HvxK8M+FI9Mt/HPhn7aJwWuR4TnERiIYytsOoFzcSSOZGmeRlJ/5Z5JJ9F8M+H7bwp4d0zRbNpXtNPto7WJp33SMqKFBY9yccn1qI+L9BXxQPDR1vTh4ja2+2jR/tcf2w2+7b53k537N3G7GM8Zq5YatY6q12tle2941pMba4W3lVzDKACY3wflYBlO084YetAFuiiigAooooAKKKKACiiigAooooAKKKKAPL/wBqT/k234of9i3f/wDoh69zrwz9qT/k234of9i3f/8Aoh69zoAKKKKACiiigAooooAK8m/ak/5I3d/9hfRf/TraV6zXk37Un/JG7v8A7C+i/wDp1tKAO2ooooAKKKKACiiigAooooAKKKKACvBLH9oHXLpdNRLbQ5by78T+IdCS3nna2SRbEXf2dTIS/ls5giDvtYfOSEHAr3uvPvC3wN8IaBDNJdeHdD1TVJtan159Sk0mBZmu3nlkjmJwT5saylFkzuABxjOKAOb+F/x41P4k67aaeuhaPaeZHHdTCDWppporUwfPIENogLJdBrZkLAgo5JBXZWH4n8G/He68cX11o/if7P4ce8L29v8A8JHYRbYN3C+U3hyZxx/Cbhz/ALfeveLbTbSzkeS3tYYJHyGeOMKWyzOckDn5nZvqxPc1ZoAK8v8A2iPKg8FaVfXxK6Hp3iDS7/VXKhkjtYruN2kkBBAjRgkjseFVGYkBSa9QooA+WftVtqn7PXxJ0zTruKdfE15ruqaFptnKklxqWmNPumktYhkypJvkYbQQwmQ9HGcVfE3hn/haz/EY6pp4+Ef/AAkcci64ssZ0v7UNFa289pPuKgYi38zIHmgJndxX2BRQB8h+EE0fwbrH7Ldv4gbTtG8SNDqFpZw6g8cV6tq9pIIbdQx34+aBdg/i2jGcV9eUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5d+zD/wAkD8Gf9eZ/9GPXqNeXfsw/8kD8Gf8AXmf/AEY9AHqNFFFABRRRQAUUUUAFFFFABRRRQAVw3xK8eXngvXPh9Z2yWrQ+IfEA0m6a5DEpGbO6mBjIYYffAg5yMEjGSCO5rkfH3w10r4kXHhxdctLHU9N0jUDqDafqFklzFO/kSxJw/ClWl3hsHle3UAHkMf7UWsW2l2d5Lo3h+8trhr/N1/bMltt+y6i8Eq+UsExylqv2jO/LCOXCqFyO78WTePvHnwxs7zwjNbaBrtzc+dFJaaxHHG9nufy3E1xpl0PnTy3KfZwQWID8ZbttO8D+HNHhu4rDw/pdlFd3Ut7cx29lHGs1xKpWWZwF+Z3UkMx5YEgk1tKoVQqjAHAAoA82+Cmh/EXQ7PVV+IWrf2rcSSRm0b+1La+2KAdwzDpdgFyccFZM+q9D6VRRQB8tfHTyF8feMNImdR4r8RR+HF8LwyYWS5NtfPJJ9nJ5YwOTNIATsVlc4BzVn9oPxN4XvNb1C9v9RsdS0q+8Ia54a05o5Umil1V5YVksVYZ/0p9iqsQO9jE4Aypx9OUUAfIXhm1uLXxtofhjUZd/xLi8bWmuXcMjL9pOnrpKQyXQPVoNoaDzOV8wmPOeK9K/Zd1LwzLffFvTfDd1pLxWfjW8aW00qSIrAXhgyWRD8paRZeo5ZX7g17nRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5f+1J/ybb8UP8AsW7/AP8ARD17nXhn7Un/ACbb8UP+xbv/AP0Q9e50AFFFFABRRRQAUUUUAFeTftSf8kbu/wDsL6L/AOnW0r1mvJv2pP8Akjd3/wBhfRf/AE62lAHbUUUUAFFFFABRRRQAUUUUAFFFFABRnHJ4FFRXUjQ2s0iRPO6oWWKPbucgcKNxAyfcge9AHn/g79oHwT4+8VReHtDvNUu9QmtpL2CSTQb+C1uLdGCmaK5kgWGSMkqA6OVbcNpORUmqfHLw5pGuT6TPpvjCS6hm8hpLXwTrNxbls4ys8do0TL/tqxXvmvEv2Y/D+s6F46hljF1qMcti0GpPq/hHXNIl05Bl1jtpb66kttplwGhsoY4zgMAqoin23VP2efhXreuT61qPwz8H3+sXE32ibULrQbSS4klznzGkaMsWzzuJzQB6DXD/ABf8bXngbwvZzabJZ2+palqllo9rdajE0ttby3M6xLJIiujOAW4UOu5iq7lzkdxXMfErwnceOfBmo6FbnRf9NVY5F8QaT/alm8e4Fle382MOSBxlsA4JDYwQDj9A+KHiS9+EnjLVW0iDWvGXhiTUrFrLS43SDUbq2DGPyUZndRIPL+QsxUsVDPgMZf2e/iJr3xK8K32qaxNpOq2YuVXTNe0O1ltLTU7doInMiQyyyuhSR5ITlzlom4XlQmm/Aq38K/C1Ph34W1KPw94ZbTLyznktrFUvTcT5P2mN42SKI73kYoIdp3KF8tV2m/8AB/4WXfw1TxHc6jqtjqWpa9fjULldI0z+zbGNxDHFmK3MsrKzCMM7NIxZiTwMAAHolFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeXfsw/8kD8Gf9eZ/wDRj16jXl37MP8AyQPwZ/15n/0Y9AHqNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcf8AEL4seGvhfHZnX7m9WW7WV4bbTNLutRuGjiAMshitopHEaBl3SFQql1BILDKP8WvD/wDwgemeMIY9bvtD1JI5LVtP8P6hdXLo4JRzaxQNOqkDO5kA5HqM+TftXaHca9qPhmL7RrGmWUdveCS80vw3rOreYXMS+Sx0i5guYgVDEh28lxjKsyqV9F8O+BdP8f8Awn0HR/iD4Q8P6lFFEh/si50hPscezKwstrMZPJPl7T5ZZjHuK7jjJAOg8E/ELS/H8N1Lplrrlqtsyq41vQL/AEpiSCRsW7hiLjjkqCBxnGRXS1zXgn4ZeDvhrDdQ+EPCeh+FYrtle4j0TTYbNZmUEKXEaruIBOM9MmuloA8P+Jnxq1/wn4y1yPTP7JOieFYtLuNYsLu2le+vIr2d4t9vKsqpF5YQkb0k8xlZcx43GT9oz4ueLPhneeHbTwxbaZ5upxXjRPq1nNcJf3kSI1vpkJjlj8qe4Bl2SOWA8kgI5OBt+PfgTpfxN+JPh3xH4ig0S+sNAaO6sYG0SNtQFyjl13XrszCANtfyo0jJdBudkLIcv4u/A3X/AIt6f9mu/FWlW6yW99p08MugtcW5s7h42R0ia5+S8iESbbgllyWPk8gAA9htpJJLeJ5YvJlZAXj3BtjY5GR1x61JUGn2n9n2NtaiWWcQxrH5s7bpHwANzHuTjJPrU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHl/7Un/JtvxQ/7Fu//wDRD17nXhn7Un/JtvxQ/wCxbv8A/wBEPXudABRRRQAUUUUAFFFFABXk37Un/JG7v/sL6L/6dbSvWa8m/ak/5I3d/wDYX0X/ANOtpQB21FFFABRRRQAUUUUAFFFFABRRXwx8Qvhvo9z+0F4yuT4Y8OeHrJ/FuiSSfEKOIDUtHuTbwTKqhY0KrcShYjMZsB7j5o3B5APueivFvH3xq1OTUNZ0Lwe1npmu6Hq+lWV9Nrtol5DJDe3CQBkhhvI5ozmQsrSqocRNtDBg46z4gfGDT/h7r2k6Nc6Xf6nf6pbXU9rHZy2kfmtBGZGiQTzxmRyqscIGCgZcoCCQDvaK8avv2ntKtvJitPB/izVr+5dRa2VhaW7vOpskvS4cziNAIn6SOjFkYKG4zy998SPjbq3iD7V4Z8O/bvB93Kk1he/8I3YyebaPhkfzH8RwucqQcm3Q/wDTMdKAPo2iivL/ANoiOO68FaVYXrqmiah4g0ux1VZM+XLaSXcavDJyPkkJWJgeCshBBBIoA9Qor5nt7i88Ofsx/FS30e4m0vStJ1HWbPSZ7csgstPSdlbySpBVIR5yptI2CMBcBRXLr4N8OL8Vn+H39m6enwibxHGF0NoV/suS6/sVp/s4j/1ZXcFuNmCpkG/G85oA+wKK+T/C3g3SfGHw9+EeuagiDx5Ymy1NPFF9J/pllpNtNlnedzuWKeD90VziRpyxBw7L6N4W+HcPgT9o7VNTEljrlz4p066vpNQvNMtk1XT/AC5oFFuLuKNWktWWRAscuWQ24wzg4QA9qooooAKKKKACiiigAooooAKKKKACvLv2Yf8Akgfgz/rzP/ox69Rry79mH/kgfgz/AK8z/wCjHoA9RooooAKKKKACiiigAooooAKKK+fP2wfCNn4psvhqJPB+geNNQTxVFFb6b4h2JbzK1tcF4mkaGbYrbFJ+RgSi5HGQAfQdFfMfwY8e6V8Fvg74esLLR9a8SXesajqc0Hhvw5YqBo0qvJPcab++mWOEW2JEAeRdxQ7FGVQeo/C3x7rPiy48bahf32m6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alt="" width="422" height="248" /></p> <p><strong>2.2. Application to marine impacts</strong></p> <p>After a meteorite impact, the transient crater diameter, D_t, can be related to the impactor diameter, d [6]. Considering the height of excavated material [7], <em>H_exc = D_t</em>/10, as a solid/water mixture column, <em>H_T= H_exc= H_s+H_w</em>, the impactor diameter, d, can be expressed as:</p> <p><img src="data:image/jpeg;base64, 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" alt="" width="329" height="64" /></p> <p>where standard values for impactor&#8217;s velocity, density and impact angle have been considered [8][9]:</p> <p><img src="data:image/jpeg;base64, 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alt="" width="123" height="84" /></p> <p><strong>2.3. Mass excess</strong></p> <p>The effect of the relative fraction of external mass apported to the system, &#948;, of different origin to the target fragmentation, can be evaluated by just considering the new values for the volumetric concentrations:</p> <p><img src="data:image/jpeg;base64, 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alt="" width="226" height="78" /></p> <p>which involves an increase in the concentration of solids.</p> <p><strong>3. Results</strong></p> <p>As shown in [5], it is possible to represent <N> as a function of d/H_w (in the following just d/H) since both are functions of the solid/water concentrations.</p> <p>As a result, we obtain a family of curves depending on two parameters: the suspended mass of solid material when all the particles with r > R_p have been settled (i.e. t= t_max), and the excess of solid material apported to the system (Figure 1).</p> <p><img src="data:image/jpeg;base64, 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alt="" width="421" height="527" /></p> <p><strong>4. Discussion</strong></p> <p>In order to understand the physics behind the relationship observed in [10], the proposed model has been applied. Figure 2 shows the model results along with the nine drill cores extracted from seven natural impact craters.</p> <p><img src="data:image/jpeg;base64, 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alt="" width="437" height="273" /></p> <p>The presented model allows the physical interpretation of the observational data, providing a better understanding of the settling conditions. According to the model, the lower position curve (orange curve) represents stable settling conditions, closer to slack-water along with a null excess of mobilized material. This ideal situation, predicted by the model, is compatible with the position and characteristics of the related drill cores. However, the cases laying on the high position curve (blue curve) are those mobilizing a larger amount of solid material and with a higher depositional time for the finest particles, probably related to turbulent flow conditions during the settling process [10].</p> <p><strong>5. Conclusions</strong></p> <p>A fractal model for the study of size segregation and particle settling after an impact event in a marine target is presented. The model explains the observed tendency for nine cores obtained from seven natural impact craters, shedding light on the physical processes behind the observations.</p> <p><strong>Acknowledgements</strong></p> <p>The authors would like to gratefully acknowledge CSIC financial support for i-LINK project LINKA20203 and to the AEI for project MDM-2017-0737.</p> <p><strong>References</strong></p> <p>[1] Filgueira et al., Soil Sci. Soc. Am. J. 67, 1703&#8211;1706, 2003.</p> <p>[2] Filgueira et al., Geoderma 134, 327&#8211;334, 2006.</p> <p>[3] Snabre et al., Rheol Acta 48, 855&#8211;870, 2009.</p> <p>[4] Spearman and Manning, Ocean Dynamics 67, 465&#8211;483, 2017.</p> <p>[5] Herreros and Orm&#246;, EPSC2020-931, 2020.</p> <p>[6] Johnson et al., Icarus 271, 350&#8211;359, 2016.</p> <p>[7] Melosh, Impact Cratering: A Geologic Process. Oxford University Press Inc, USA, 1989.</p> <p>[8] Shoemaker, San Diego: Academic Press, 283&#8211;359, 1962.</p> <p>[9] Shoemaker, New York: Pergamon Press, 617&#8211;628, 1977.</p> <p>[10] Orm&#246; et al., Earth and Planetary Science Letters, Vol. 564, 116915, 2021.</p>