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Explore the multi-wavelength far-infrared map of M81, Bode's Galaxy in the Ursa Major constellation. Discover the variety of spiral galaxies, elliptical galaxies, and irregular galaxies in the universe. Learn about the Hubble classification system and the properties of galaxies such as rotational curves, stellar birthrate, and distance scales.
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Galactic Structure and Dynamics Andromeda
Mult-wavelength Far-Infrared map of M81 Bode’s Galaxy 12 million Lys Ursa Major constellation
Types of Galaxies Spirals – nucleus, bulge, halo, spiral arms Barred Spirals – barred nucleus, …..”….. Ellipticals – various kinds of ellipticity, from near-circular E0 to highly oval and flat E7 (need to distinguish from edge-on view) – no disks, spiral arms, or dust lanes Irregulars – Not like spirals or ellipticals Hubble Classification – Tuning Fork Diagram
Ordinary Spirals Ellipticals Barred Spirals
Hubble Classification Ordinary Spirals – classified according to relative bulge strength and tightness of spiral arms - Sa: prominent bulge and tight but indistinct arms - Sb: less prominent bulge and looser arm structure - Sc: small bulge and loose and clearly seen arms i.e. from Sa to Sc, from tight to unwinding arms Barred Spirals – bar-shaped nucleus (jet??); as many as ordinary spirals; bar rotates like solid; spiral arms emerge from either end (SBa, SBb, SBc) Irregulars – chaotic structure, no systematic rotation, many dwarf irregular galaxies (classified as “dI”)
Collision of Galaxies Galaxy-galaxy collision can induce gravitational tidal effects and lead to “starbursts” – rapid stellar formation
Twin galaxies: Spiral and Dwarf Whirlpool Galaxy disintegrates its small neighbor
Stellar Birthrate: Ellipticals have older stars than spirals No significant star formation after 1 billion years Ongoing star formation
Distance Scale: Hubble’s law Hubble also discovered that the farther a galaxy is, the faster it is receding from us the Universe is expanding Big Bang ! Hubble’s Law: Velocity is proportional to distance v = H d (H – Hubble’s constant) H = 71 km/s/Mpc Observe the “redshift” (like Doppler shift) from the spectrum and determine the distance
Cosmological Distance Ladder • Several methods: - Trigonometric parallax (d = 1/p), Earth as baseline up to 100 pc (gd based) - 1 kpc (Hipparcos Satellite) - Spectroscopic parallax (spectral type of star gives absolute L on H-R diagram, up to 50-60 kpc - Cepheids and RR Lyrae, up to ~30-40 Mpc (using Hubble Space Telescope), out to about Virgo cluster - Tully-Fisher Relation: L is proportional to the Doppler width of the 21 cm H-line (proportional to mass and L) - Supernovae Ia up to a few hundred Mpc (using HST) • Each step calibrates the next one – “bootstrap method”
Observed Flux and Luminosity Distance Modulus: m – M = 5 Log (d/10) m – measured (apparent) magnitude M – absolute magnitude at 10 pc
H-R diagram can be used to ascertain Luminosity for any star of known spectral type and temperature, and therefore its distance
Cepheid Stars: Absolute Luminosity (M) from PeriodVariable apparent magnitude (m) with Time (days)Distance modulus: m-M = 5 log (d/10) distance
Period-Luminosity Relation:Pulsating Cepheid, RR Lyrae Stars
The Hydrogen 21-cm radio map of the Sky and the Galaxy Tully-Fisher Relation: Width of 21-cm line, due to Doppler blue and redshifts, is proportional to mass of the galaxy, and therefore to intrinsic Luminosity L Distance Modulus (m-M) gives d
Ho depends fit to data
Gravitational Lensing and Multiple Images Gravitational lensing can also be used to detect Dark Matter