Astronomy 340 Fall 2007

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ASTRONOMY 340 FALL 2007 25 September 2007 Class #6-#7

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Astronomy 340 Fall 2007. 25 September 2007 Class # 6-#7. Review. Physical basis of spectroscopy Einstein A,B coefficients  probabilities of transistions Absorption/emission coefficients are functions of ρ , N, quantum mechanical factors, temperature Molecular spectroscopy - PowerPoint PPT Presentation

Transcript of Astronomy 340 Fall 2007

Page 1: Astronomy 340 Fall  2007

ASTRONOMY 340FALL 200725 September 2007Class #6-#7

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Review Physical basis of spectroscopy

Einstein A,B coefficients probabilities of transistions

Absorption/emission coefficients are functions of ρ, N, quantum mechanical factors, temperature

Molecular spectroscopy More available quantum states – rotational,

vibrational Low energy transitions IR, radio part of the

spectrum (hν << kT) Examples

CaI in the atmosphere of Mercury linewidth = Δλ = Δv (1/2)mv2 = (3/2)nkT

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Quantum mechanics Principle quantum # (n) energy Angular momentum, l Spin, s Multi-electron atoms have many filled

orbitals (constrained by exclusion principle) e.g. electron with n=2 could have l=1 or l=0, and if its l=1 it could have s=1/2 or -1/2 many orbitals, many transitions, many spectral lines http://physlab2.nist.gov/PhysRefData/ASD/

lines_form.html

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Molecules Nuclei act as single nucleus with

common potential Multiple nuclei generate other quantum

states Electronic Rotational Vibrational low energy radio/NIR part of

the spectrum Most surface and atmospheric

components are molecular

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CO Main product of stellar evolution Transitions easily excited rotational

modes J = 1 0 (2.7mm, 115.3 GHz) J = 2 1 (1.3mm)

Observations radiotelescopes Measure “brightness temperature”, Tb Optically thick vs optically thin

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Mars – non thermal CO

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Example: Mercury What does the spectrum of Mercury look

like? Planetary reflectance spectrum Terrestrial emission and absorption Narrow source emission lines wavelength

shifted via Doppler Process

What do you actually measure? Linewidths? Wavelength?

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Spencer et al. 2000Science 288, 1208

Io is the most geological activity of anything in solar system volcanoes discovered during Voyager flyby in ’79

What’s coming out of that volcano?

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Spencer et al. 2000Science 288 1208 Use transit of Io across Jupiter to observe plumes from

volcanoes why? Scattered light dust scatters photons effectively so you

get a “non-thermal” continuum effect is to fill in absorption line

Identify S2 and SO2 lines in 240.0-300.0nm range -> fit linewidths T ~ 300 K N(SO2) ~ 7 x 1016 cm-2

N(S2) ~ 1 x 1016 cm-2

Pure SO2 suggests a lack of Fe since Fe will bind with SO2 if available

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CO molecule C,O main products of stellar evolution,

particularly intermediate mass stars 3He 12C or 12C + 4He 16O On terrestrial planets CO comes from CO2 + uv

photons CO + O Transitions

J = principle rotational quantum number J=10 (2.7mm, 115.3 GHz) J=21 (1.3mm), J=32 (0.87mm) J=0 is ground state, but get to J=1 if there’s

ambient thermal bath with T~5.5K it’ll get excited to J=1 level

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CO molecule Photons too dang weak for CCDs, so you

need a radio telescope Characterize intensity with a “brightness

temperature” if line is optically thick the observed brightness temperature really is the thermal temperature Tb = (λ2/2k)Bλ Rewrite radiative transfer as:

(dTb(s)/dτλ) = Tb(s) – T(s) Tb(s) = Tb(0)e-τ(s) + T(1-e-τ(s)) Tb = τT (τ << 1) Tb = T (τ >> 1)

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Venus Images in J=1-0 Line Observations

2.7mm continuum, J=1-0 CO line 3-element interferometer

Continuum results 10% increase in Tb from day side to night side a

change in atmospheric conditions? CO line results

Line shape varies broad, shallow lines on dayside; deep, narrow lines on night side

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Note on Conductivity Specific heat units are J mole-1 K-1

function of temperature for most minerals

Example: feldspar (KAlSi3O8)

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Transition Slide…. Radiative transfer tells us how radiation

is affected travelling through some substance (gas)

In Rayleigh-Jeans approximation we can substitute a temperature (Tb) for the radiation intensity

Now onto some fun stuff – planetary surfaces….

Relevant reading: Chapter 5

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Processes at Work Impact cratering Weathering/erosion Conditions of the atmosphere Geological activity

Volcanic activity Tectonics

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Geological activity - Earth Volcanism

Shield volcanoes Formed via a single plume Hawaii – crustal plate moving over a hot spot

“cone” volcanoes Formed over subduction zones Cascade mountains, Mount Etna

Earthquakes At plate boundaries

Plate tectonics Mid-ocean ridges, mountain chains, moving

continents, earthquakes, “ring of fire”, global resurfacing

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Apollo 17 View of Earth

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Earth Topographic Map

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Mercury Heavily cratered No volcanoes, no mountain chains, no

plate boundaries, no continents no recent tectonics

Shrinking? Weak magnetic field Conclusion: one plate planet with no

activity over the past several billion years; surface is shaped by impacts

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Mercury, Mariner 10 3/74, 9/74, 3/75

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Mercury South Pole

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Mercury, Scarp displacement

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Luna, near sideLUNA

Earth Facing Side The far side

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Moon from Galileo Spacecraft

Apollo 14

Apollo 12

Apollo 15

Apollo 17

Apollo 11

Apollo 16

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Lunar Highlands

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Lunar Mare

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Venus Lots of volcanic activity in the recent past

Characteristic feature is a “coronae” which is a circular structure like the caldera of a volcano but without the mountain to go with it

Global resurfacing about 300 Myr ago Crater density (number per km2) We call this a “young” surface

A couple of continent-like features No obvious plate boundaries

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Venus Clouds Mariner 10

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Venus Topography identified

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Venus Surface, Venera 13

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Sapas Mons

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Maat Mons

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Terrestrial Planet Surface Morphology (4)

• Mars

• Massive Shield Volcanoes• Huge Erosion Channels• Much Cratering, much eroded• Polar Caps

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Mars Hubble

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Mars Orbiter Laser Altimeter Topographic Map

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Sojourner at Yogi Seeds Fig 23-15)

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Vallis Marineris (Seeds Fig 23-17

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Olympus Mons Viking 1

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MOLA Generated Perspective of O.Mons

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Vallis Marinaris

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Fig 23-22a

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Fig 23-23a

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Fig 23-23b

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Water in Newton Crater, Context

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“Evidence” for recent liquid flow

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Fig 23-24a

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Famous Viking 1 Face

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MGS view of the “Face”

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Let’s put it all together…. Calculate the surface area to mass ratio

(km2 g-1) Moon: 5.16 10-19

Mercury: 2.26 10-19

Mars: 2.25 10-19

Venus: 9.46 10-20

Earth: 8.55 10-20