Lecture 8 Monday 5 Feb 2017 Impact cratering: modification

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Presentation transcript:

Lecture 8 Monday 5 Feb 2017 Impact cratering: modification GEOS 38600/ GEOS 28600 Lecture 8 Monday 5 Feb 2017 Impact cratering: modification

Impact cratering II HOMEWORKS 1 & 2 RECAP EXCAVATION, SEDOV-TAYLOR SIMILARITY SOLUTION COMPLEX CRATERS

Homework 1, question 4 recap low stress, high effective viscosity 1 Gyr 1 Myr high stress, lower effective viscosity

Homework 2, question 3 recap is the assumption of isostasy valid for Olympus Mons? how does this affect the constrain on f_s?

Impact cratering II HOMEWORKS 1 & 2 RECAP EXCAVATION SEDOV-TAYLOR SIMILARITY SOLUTION BASINS

Key points: impact cratering II Explain spallation. Use dimensional analysis to obtain the Sedov-Taylor solution. Explain long-term crater relaxation.

Decay of pressure and kinetic energy PIA = Planar Impact Approximation O’Keefe & Ahrens, JGR, 1982

Ejecta flow: Maxwell-Z model (box 6.1 in the required reading) Ingredients: (1) ur = α(t)/ rZ (2) incompressibility (3) streamtubes do not interact Z=3 provides a good match to data For Z=3, ejection angle is 45° residual velocity is ~1/5 of the shock velocity

O’ Keefe & Ahrens 1993 Melosh 2011

Spallation: the launch mechanism for Mars meteorites strong pressure gradient near surface (zero-pressure boundary condition) Melosh, Icarus, 1984 Spall velocity is typically ~2x the shock velocity. Spall size is proportional to the tensile strength of rock. Spalled fragments are relatively weakly shocked. Spalled fragments are little-heated; e.g. T<313K for ALH 84001 (Weiss et al. Science 2000)

Impact cratering II HOMEWORKS 1 & 2 RECAP EXCAVATION SEDOV-TAYLOR SIMILARITY SOLUTION MODIFICATION & COMPLEX CRATERS

Excavation Modification Contact and compression slope ~0.4  why? time: or slope = 1

Dimensional analysis (Sedov-Taylor similarity solution) gives the correct power-law for crater expansion Point explosion in uniform medium 1 J = kg m2 s-2 “similarity variable”

Impact cratering II HOMEWORKS 1 & 2 RECAP EXCAVATION, SEDOV-TAYLOR SIMILARITY SOLUTION MODIFICATION & COMPLEX CRATERS

Complex craters: uplift of deep strata in central peak Ivanov & Artemieva 2002

Example: Chicxulub O’Keefe & Ahrens 1999

Central peak of Tycho (85 km diameter)

Impact melt solidifies after the central peak forms

Central peaks probe Early Mars heat flow stratigraphic uplift crater diameter increasing water availability, tempeature, or both Sun & Milliken JGR-Planets 2015

Long-term relaxation (Kyr – Gyr) softens craters on icy worlds Enceladus

Key points: impact cratering II Explain spallation. Use dimensional analysis to obtain the Sedov-Taylor solution. Explain long-term crater relaxation.