Hubble, Galaxies and Expanding Universe
←
→
Page content transcription
If your browser does not render page correctly, please read the page content below
Bases of modern cosmology General relativity (gravity) Physics of elementary particles Observational results of 20th-century astronomy (optical, radio, x-ray, γ-ray, ultraviolet)
Task of lecture New “tools” of observational astronomy, 1850-1920 The “Great Debate” of 1920 on the nature of nebulae Erwin Hubble’s observational work Galaxies are “island universes” outside the Milky Way Expanding universe of galaxies The rise of astrophysics in America
Tools: Photography Daguerreotypes (1839) and wet plates (1840): sunspots and moon Dry plates (1870s): long exposures collect more light than eye alone, longer “integration” allows seeing fainter objects Shapes of nebulae, many new nebulae Accurate star maps Stellar motions and magnitudes Stellar spectra and classification Doppler-shifted spectra
Tools: Mountain observatories Advantages of reflectors by c. 1910 Achromatic optics larger mirrors supported at back glass quality not so important shorter focal lengths mean shorter tubes and smaller domes Lens Mirror Refractor Reflector
The world’s biggest telescopes Lord Rosse’s “Leviathan”, 1845 72” reflector (speculum mirror) Lick Observatory (SE of San Francisco), 1880s 36” refractor Mt. Wilson Observatory (above Los Angeles), 1910s 100” reflector Mt. Palomar Observatory (SE of Pasadena), 1940s 200” reflector After 1970, “smarter” replaces “bigger” Multiple mirrors, new detectors (charge-coupled devices), computer image processing, adaptive optics, space telescopes, radio/x-ray/infrared telescopes Largest optical telescope: VLT in Chile Four mirrors each 8.2m (=320”) or area of one 16m (=630”)
Biggest telescopes, 1850-1950 Mount Wilson Rosse’s Leviathan Mount Palomar Lick Observatory
Tools: Cepheid variable stars Variable supergiants Luminosity cycles of 1-100 days Stars pulsate in size, post-Main Sequence Henrietta Leavitt at Harvard, 1908 – 24 cepheids in Small Magellanic Cloud, i.e., all same distance – Found period-luminosity relation Harlow Shapley, Mt. Wilson, 1918 – Measures distance to 11 cepheids with trigonometric parallax (solar motion) – Calibrates cepheids as distance indicators, i.e, as “standard candles”
How big is the “universe?” Jacob Kapteyn’s “stellar system” model, 1910s – Based on star counts, proper motions, ,statistics, no absorption 3,000 pc Shapley’s globular cluster model, 1918 Globular Sun 8000 pc clusters Center of MW Overall diameter = 100,000 pc!
Competing models of nebulae, 1900-1925 MW I. Nebulae = Island Sun universes M31 MW Sun M31 II. Nebulae = Gas clouds in Milky Way
“Great Debate” on scale of universe National Academy of Sciences, April 1920 Shapley’s “Large Universe” model (Mt. Wilson) – Milky Way large (dia 100,000 pc) and contains all nebulae Distance to globular clusters from cephieds – M31 close (from “nova” seen in 1885) – “Zone of avoidance” (most nebulae observed around poles of MW galaxy) means nebulae “know” where MW is and are located within it (orbit its center?) – van Maanen’s observed rotating spirals must be close or else arms would move at v > c if those spirals were size of MW – THUS, Milky Way galaxy comprises the entire universe!
Van Maanen’s rotation of M33 Non-reproducible observations!
The “Great Debate” continued Heber Curtis’s “Island Universes” model (Lick) Milky Way small (dia=10,000 pc) and nebulae are other island universes like MW – Distance to globular clusters from average stars M31 far (observed “nova” in the nebula) “Zone of avoidance” means few nebulae in MW so most observed nebulae must be extragalactic van Maanen’s spirals? Bad data and must be rejected! – Curtis’s own observations showed NO rotation of arms
Hubble confirms island universes, 1923-25 – Hubble to Shapley, 1923: “You will be interested to hear that I have found a Cepheid in M31. I have followed the nebula closely this season and in the last five months have netted 9 novae and 2 variables .... The distance comes out to something over 300,000 pc.” – Shapley replies: “This letter destroyed my universe!” – Curtis was right about island universes, wrong on size of Milky Way MW is 30,000 pc in diameter, 200 pc thick M31 is ca. 800,000 pc away from MW
Shapley loses the battle, but wins the war Shapley loses the “great debate” ... Shapley’s “nova” were “supernovae,” i.e., he placed M31 too close van Maanen’s data on rotational rates could not be replicated Interstellar absorption in MW makes Shapley’s cepheids closer (“faintness means farness” disrupted by absorption) But Shapley succeeds Pickering as Director of Harvard Observatory in 1921 (retired 1952)
Hubble’s expanding universe Earliest cosmological models by Einstein were static Vesto Slipher in 1910s measured redshifts of 22 spiral nebulae, but had no distances Lowell Observatory, Flagstaff, AZ Other observers sought distance-velocity relationship for globular clusters, but data were ambiguous In an expanding universe would expect a distance-velocity relationship
Distance versus velocity in an expanding universe Raisin Bread: T=0 T = later Universe: T=0 T = later
Hubble’s Distance-Vel relation How to measure distances to far nebulae with various “standard candles” Distances to 6 nebulae via cepheids Then distances to 14 nebulae via brightest stars Then distances to 22 via luminosity of nebula Redshifts easier to measure Hubble’s Law: V = H0D, H0 = slope of line, Vel or Hubble Constant Assume constant velocity Exanding universe!! Distance
Hubble’s 1929 diagram From http://antwrp.gsfc.nasa.gov/diamond_jubilee/d_1996/hub_1929.html (6 May 2003)
Implications of Hubble’s Law Farther away a galaxy is, the faster it recedes (i.e., expanding universe) Can use Hubble Law to estimate distances from measured redshifts Hubble age of expansion – V = H0D – But V also = D/T, so 1/H0 = T of expansion – H0(1929) = 540 km/sec/Mpc, or T = 2 billion yrs – H0(2005) ≈ 72 km/sec/Mpc, or T = 14 b yrs
Problems with Hubble Age Gravity slows expansion so Hubble Law overestimates age Went faster earlier Has taken less time to reach current state Accelerating forces may also affect assumption of uniform velocity Einstein’s cosmological constant is back! Hubble’s “distance ladder” was flawed (not all galaxies have same intrinsic brightness)
You can also read