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English presentation odoardi

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Laboratory experiments for studying Collisional Disruption in the Solar System Based on a Donald R. Davis’ article English presentation Daniel Odoardi Monday, the 6th of December Master EFTIS IUFM de Nice - UNSA
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Page 1: English presentation odoardi

Laboratory experiments for studying Collisional

Disruption in the Solar SystemBased on a Donald R. Davis’ article

English presentation

Daniel Odoardi Monday, the 6th of December

Master EFTIS IUFM de Nice - UNSA

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Table of contents

• Why to study collisional disruptions ?• Types of collisional outcomes• Fragmentation modes• Experimental laws• Extrapolation to the Solar System

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Why to study collisional disruptions ?

Moon formation caused by a collision between a Mars-size body and the Earth

Extinction of the dinosaur (impact in the yucatan 65 million years ago)

More than 2000 collisions with a body of a mass greater than 1 kilogram per day

• Anticipate the consequences of a collision between an asteroid and the Earth

• Understand the Solar System formation Study of the chondrites : the elementary bricks of the Solar System

Collisions between small bodies is the origin of planet formation

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Type of collisional outcomesA question of velocity

• Slow velocity impact Accretion

Inelastic rebound

• High velocity impact Cratering

Fragmentation

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Fragmentation modesQuestion of velocity and target

material• Rock

Low velocity

High velocity

• Ice Low velocity

High vleocity

• Iron High velocity

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Some definitions

• Fragmentation degree : fd = Mb/Mo

Mb : Mass of the biggest fragment

Mo : Mass of the original body

If fd < 0.5 Fragmentation

If fd > 0.5 Cratering

• Specific energy : Q = Etot / massIt is a kinetic energy

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The experimental laws

• 1st experimental law : fd = K . Q-a

Where K and a are empirically determined

• 2nd experimental law : N(>m) = (Mb/m)b

N(>m) = number of fragments with a mass greather than m and b = 1/(1+fd)

Actually, to use two power law gives better results• 3rd experimental law : V(m) = Vo.(m/Mo)-r

Vo = Vo(Q) and r ~ (1-b).4/9

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Extrapolation to the Solar System

• Scale difficulties : Asteroïds are 106 at 108 bigger than bodies

studied in laboratories Specific energy Q* needed to have

fragmentation depends of the size of the body

•Solutions : Power law for take into account the mecanical effects dominant for small bodies Power law for take into account the gravitationnal effects dominant for big bodies

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Conclusions

• Study of collisional disruptions Predict the consequences of an impact with

the EarthUnderstand the Solar System formation

• Different types of collisional outcomes• Different types of fragmentation modes• Tree experimental laws• Power laws for extrapolation to the Solar

System

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Thanks for your attention


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