The interstellar medium (ISM) (Section 18.2, bits of 18.7,18.8) Space between stars is not a vacuum but is filled with gas. Why is the ISM important? –Stars.

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Presentation transcript:

The interstellar medium (ISM) (Section 18.2, bits of 18.7,18.8) Space between stars is not a vacuum but is filled with gas. Why is the ISM important? –Stars form out of it –Stars end their lives by returning gas to it –Evolution of gas in ISM and stars is crucial to the evolution of galaxies The ISM has –a wide range of structures –a wide range of densities ( atoms/cm 3 ; not dealing with g/cm 3 now!) –a wide range of temperatures (10 K K) –is dynamic 1

Overview of the ISM The ISM consists of gas and dust. Dust comprises 1-2% of the ISM mass. Total mass of Milky Way ISM about 5x10 9 M . About 10% as much mass in gas as in stars. Gas is in a few “phases”, meaning different temperatures and densities. 2

Dust particles Where there is gas, there is dust (except in hottest gas where dust may be destroyed). Larger grains with carbon, graphite, silicates, size ~ m (vast majority of dust mass) Small grains/large molecules of ~ atoms (hydrocarbons) They cause “extinction” and “reddening” 3

Extinction is reduction in optical brightness Strong wavelength dependence on absorption and scattering => reddening 4

Orion at visible wavelengths What happens to radiation absorbed by dust? 5 Orion at IR wavelengths (100  m): larger dust grains absorb UV/visible light and warm up to 10’s-100’s of K. Acting like blackbodies, they re-radiate in the IR. These dominate emission from dust and mass of dust.

6 Dark cloud Barnard 68 at optical wavelengths At 850  m showing dust re-emission of starlight

Optical and infrared spectrum of a whole galaxy (Messier 82) Combined starlight Combined dust infrared emission (larger grains) absorption due to silicate grains Emission features from small grains/large molecules brightness Spitzer Space Telescope Optical | 7 Herschel Space Telescope

Messier 51 in visible light and infrared emission from small grains/large molecules responsible for 8 μm (shown in red) emission feature (Spitzer Space Telescope) 8

ComponentPhaseT(K) n(cm -3 ) NeutralCold (molecular) Cool (atomic)1001 Warm (atomic)8x IonizedWarm , Hot number density of particles: atoms, molecules, or electrons (~ ions) The main ISM component: gas Interstellar gas is either neutral or ionized Neutral gas either atomic or molecular We refer to the gas by the state of H 9

Molecular clouds Cold (~10 K), dense (n ~ 10 3 –10 7 molecules/cm 3 ) well defined clouds Masses: M  Sizes: a few to 100 pc In the Galaxy: ~5000 molecular clouds, totaling 2  10 9 M , or nearly half the ISM mass Often buried deep within neutral atomic clouds Sites of star formation Molecular clouds are seen as dark clouds in the optical. 10

Most abundant is H 2, but it radiates very weakly, so other "trace" molecules observed: CO, H 2 O, NH 3, HCN etc, even glycine (C2H5NO2) the simplest of the amino acids (building bocks of proteins). These molecules undergo rotational energy level transitions, emitting photons at wavelengths of millimeters. Levels excited by low energy collisions at these low T’s. e.g. CO, lowest transition at λ = 2.6 mm or 115 GHz. Some emission lines from molecules in the Orion molecular cloud. This is only tiny part of mm-wave spectrum! 11

Molecular rotational transitions observed with mm-wave radio telescopes (or arrays), such as the ALMA array in Chile and the CARMA array in California. CO is most commonly observed tracer of molecular gas. Brightest emission. False color radio map of CO in the Orion Giant Molecular Cloud complex. 12 CO map of Orion Molecular Cloud at 2.6mm or 115 GHz. 400,000 M  of gas. CARMA ALMA

ComponentPhaseT(K) n(cm -3 ) NeutralCold (molecular) Cool (atomic)1001 Warm (atomic)8x IonizedWarm , Hot10 6 –

Atomic gas - HI Diffuse gas filling a large part (half or so?) of the interstellar space 2  10 9 M  in the Galaxy, making up nearly half the ISM mass 14 HI in the Milky Way. So what wavelength is this emission?

Gas too cold for collisions to excite H out of ground state. But H with electrons in n=1 level still emits energy through the “spin-flip transition”. How? Electrons and protons have a quantum mechanical property called spin. Classically, it’s as if these charged particles are spinning. Spinning charged particles act like magnets: 15

The spin-flip transition produces a 21-cm photon (1420 MHz). Low-frequency photon => transition happens even in cool gas (excited as a result of collision) 16 VLA

Map of 21-cm emission from Milky Way Map of 21-cm emission from M31 17

ComponentPhaseT(K) n(cm -3 ) NeutralCold (molecular) Cool (atomic)1001 Warm (atomic)8x IonizedWarm , Hot10 6 – Well-defined structures: HII regions (or emission nebulae) Diffuse Ionized Gas (DIG) 18

HII regions (or emission nebulae) nebula = cloud (plural nebulae) H essentially completely ionized n ~ 10 – 5000 cm -3 T  10 4 K Sizes 1-20pc, well defined structures associated with star forming regions Rosette Nebula Hot, tenuous gas => emission lines (Kirchhoff's laws) 19

In the Orion Nebula, the Trapezium stars provide energy for the whole nebula. HII regions were once molecular gas, but molecules broken apart, then atoms ionized and heated by UV radiation from newly formed massive stars. Stellar winds can also disperse gas, but densities still high compared to most types of ISM gas. 20 Hubble Space Telescope

UV energies are required to ionize the atoms Provided by hot and massive O, B stars (collisions rarely have enough energy to ionize at these temperatures). Gas warm and ionized only as long as these stars are there ~ 10 7 years. Low mass stars forming too, but short- lived high mass ones provide the best signposts of recent star formation. Dominant emission: Balmer α (i.e. Hα), at = 656 nm. Gives red color. 21

Hα requires H atoms, and isn't all the H ionized? Not quite. Once in a while, a proton and electron will rejoin to form H atom. Usually rejoins to a high energy level. Then electron moves to lower levels. Emits photon when it moves downwards. 3-2 transition dominates optical emission. Atom soon ionized again. Sea of protons and electrons 22

Lines from other elements predominantly in ionized states. Radiation ionizes them, collisions cause emission line in ion. 23

Lagoon Nebula Tarantula Nebula 24 Stellar winds, turbulence and supernova explosions give HII regions complicated structure.

Diffuse Ionized Gas in Milky Way (from Wisconsin Hα mapper (WHAM)). Much of it quite filamentary. Also see many HII regions. 25

ComponentPhaseT(K) n(cm -3 ) NeutralCold (molecular) Cool (atomic)1001 Warm (atomic)8x IonizedWarm , Hot10 6 –

X-ray emission in galaxy Messier 101. ISM emission from “Bremsstrahlung” process (also some line emission from highly ionized elements). Hot regions probably heated by combination of many supernovae Chandra X-ray observatory 27

Other ISM components Magnetic fields ( Teslas, widespread) Cosmic Rays (high energy particles, interact with magnetic fields  radio emission) Supernova remnants (radio, optical, x-ray – more later) Planetary Nebulae (isolated objects – more later) Reflection nebulae (light scattered by dust – blue) 28

Motivating star formation: we see young star clusters (and HII regions) embedded in regions of dense molecular gas 29 Star Formation

30

Star formation (sections ) Gravitational collapse –Start with a collection of matter (e.g. a molecular cloud) somewhere in space and let gravity work on it. What happens? –It will collapse eventually unless something resists it (e.g. Sun isn’t collapsing). Collapse if gravity stronger than these effects. Molecular clouds (or parts thereof) are coldest and densest clouds, where gravity seems to be winning. Although other parts of a cloud may be stable, or getting dispersed. What can resist gravitational collapse? –Gas pressure (particles in collapsing gas run into each other) –Radiation pressure (if matter becomes hot enough) –Magnetic pressure –Angular momentum (keeps stuff spinning instead of collapsing) –Turbulence –Dispersal due to, e.g., winds or supernovae from existing stars 31

So gravitational collapse and star formation happens in molecular clouds (yet how much denser is a star than a molecular cloud?) Molecular clouds observed to be clumpy – structure on many scales Clusters of new stars are observed in some of them If a clumpy cloud does collapse, clumps eventually start collapsing on their own, and cloud fragments (Jeans 1902). Fragments continue to collapse, they fragment, etc. 32

Map of CS emission in part of it, showing fragments about x denser than average gas in cloud. 33 Map of CO emission in Orion molecular cloud

Optically, such dense clumps might appear as dark “Bok globules” 34

Now follow one fragment. Destined to form star (or binary, etc.) First, gravity dominates and collapse is almost free-fall. Molecules are gaining energy of motion! Energy shared and turned into random motions by collisions. Energy initially escapes as radiation (in molecular rotational transitions), temperature rises little. This stage takes millions of years. Once density high enough, radiation has trouble escaping, T starts to rise, pressure (P= nkT) begins to slow collapse. Spectrum starts to become blackbody (hot dense objects). Sources still cooler than stars, and generally embedded in much gas and dust – best seen in infrared for both reasons. But they become very luminous, driven by conversion of gravitational potential energy. 35

near infrared visible light protostars not seen in visible light Eagle Nebula 36

Initial rotation and conservation of angular momentum will cause the formation of a flattened disk around the forming star. Disk material may feed star (“accretion disk”). We observe these now with HST! 37 Orion. Trapezium cluster on left

At some point the luminosity is large enough to blow away most of the surrounding gas. Strong winds observed in protostars (“T Tauri stars” and “Herbig-Haro objects”). Most gas never made it onto star. Planets may form in protostellar disk if it survives. Finally, protostar core hot enough to ignite nuclear H fusion. It becomes a star. Pressure from fusion stops collapse => stable. 38 HL Tau proto-planetary disk, with ALMA. This is dust emission at 1.3mm wavelength

Once sufficiently hot and dense, can follow evolution on H-R diagram. Theory worked out by Hayashi = > Hayashi tracks. Basic evolution is to lower radii and higher surface temperatures. Luminosities of low-mass protostars large. Higher mass: fusion starts earlier and stabilizes luminosity, while surface continues to shrink. Lower mass stars take longer to contract and reach Main Sequence. 39

Open clusters provide evidence for the theory Stars tend to form in groups or in clusters, presumably due to fragmentation Clusters very useful because all stars form at about the same time and are at the same distance. There are two types of clusters – open and globular. Open clusters –Newly formed, stars. –Confined to the disk of the Galaxy –Often associated with HII regions and molecular clouds. The double cluster H and  Persei. 40

A young open star cluster – note that low mass stars haven’t quite reached main sequence yet. 41

The Pleiades are older. All stars have reached the main sequence. Highest mass ones are already evolving off. 42

Brown Dwarfs Some protostars not massive (< 0.08 M  ) enough to begin fusion. These are Brown Dwarfs or failed stars. Very difficult to detect because so faint and cool. Best seen in infrared. First seen in Now ~2000 known. Brown dwarfs slowly cool off by radiating internal heat. Two new spectral classes, L (T<2500 K) and T (T<1300 K) were created. Recently, Y (roughly 300<T<500) proposed. 43

Mass of star measured to be 0.085M , mass of brown dwarf 0.066M  44

Brown dwarfs in Orion IR image showing brown dwarfs in the Orion constellation. Easiest to spot in star forming regions, since they are still young and more luminous. 45

What is most massive star possible? If too massive, radiation pressure overwhelms gravity, drives matter out. Never forms stable star. Eta Carinae with HST. M ~ 100 – 150 M  46

Initial Mass Function (IMF) Do more low mass or high mass stars form? Number of stars formed as function of mass follows a “power law”: N(M) α M -2.3 for M > 0.5 M  IMF “turns over” near 0.5 M  N(M) M(M  )