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Seeing the Earliest Photons: the CMB from Bell Labs to Planck Andrew Jaffe Courtesy Charles Lawrence TAUP 2009 1 July Thursday, 9 July 2009 Seeing the Earliest Photons: the CMB from Bell Labs to Planck The history and physics of the CMB


  1. Seeing the Earliest Photons: the CMB from Bell Labs to Planck Andrew Jaffe Courtesy Charles Lawrence TAUP 2009 1 July Thursday, 9 July 2009

  2. Seeing the Earliest Photons: the CMB from Bell Labs to Planck □ The history and physics of the CMB □ Primordial fluctuations □ Observing the fluctuations ■ from space — COBE, WMAP ■ and earth — Boomerang, MAXIMA, ... □ A standard cosmological model? □ Or important anomalies? □ Next: Planck, EBEX, Polarbear Thursday, 9 July 2009

  3. The First Picture of the CMB • Penzias & Wilson, 1965 Thursday, 9 July 2009

  4. The First Picture of the CMB • Penzias & Wilson, 1965 Thursday, 9 July 2009

  5. Black Body radiation from the Early Universe Penzias & Wilson Mather et al, 1994 Thursday, 9 July 2009

  6. Black Body radiation from the Early Universe Penzias & Wilson Mather et al, 1994 Thursday, 9 July 2009

  7. Black Body radiation from the Early Universe Al Kogut, ARCADE, http://arcade.gsfc.nasa.gov/cmb_spectrum.html Thursday, 9 July 2009

  8. History ■ 1948: Alpher, Gamow, Herman predict the existence of the CMB ■ 1964: Dicke, Peebles, Roll & Wilkinson (Princeton) start looking ■ 1964: Penzias & Wilson (AT&T Bell Labs) accidently find it T = 3K , constant over sky □ ■ 1969-70s: 0.1% variations Doppler Shift from our motion through the CMB □ ■ 1990s: 10 -5 variations Sign of the large-scale structure of the universe at early times □ Thursday, 9 July 2009

  9. The Cosmic Microwave Background □ 400,000 years after the Big Bang, the temperature of the Universe was T ~10,000 K □ Hot enough to keep hydrogen atoms ionized until this time □ proton + electron → Hydrogen + photon [ p + + e - → H+ γ ] □ charged plasma → neutral gas □ Photons (light) can't travel far in the presence of charged particles □ Opaque → transparent W. Hu Thursday, 9 July 2009

  10. Cosmological Horizons  Physics works at the speed of light:  No “causal influence” from more than  Horizon distance d H = (age of universe) × (speed of light )  [Sound] horizon at LSS ~1° Oscillations in primordial plasma ( sound waves)  In the standard big bang, the horizon always grows  But here’s what Penzias & Wilson saw:  T = 3K, ~constant over sky How did everything get to be the same temperature???? Thursday, 9 July 2009

  11. Inflation □ Expand the universe by a factor >>10 30 at t ~10 -30 sec. ■ a ∝ e Ht □ Makes the universe flat ( Ω =1 ) □ Puts it all into “causal contact” (so the CMB can be isotropic) □ Generates perturbations that become galaxies, clusters, etc. ■ QM perturbations in primordial fields ■ scalar — density perturbations ■ tensor — gravitational radiation □ But: no way yet to choose among specific models within particle physics, string theory, relativity Thursday, 9 July 2009

  12. What affects the CMB temperature? Initial temperature (density) of the photons □ Cooler Hotter Doppler shift due to movement of baryon-photon plasma □ Gravitational red/blue-shift as photons climb out of potential wells or fall off of □ underdensities Photon path from LSS to today □ All linked by initial conditions ⇒ 10 -5 fluctuations □ Thursday, 9 July 2009

  13. What affects the CMB temperature? Initial temperature (density) of the photons □ Cooler Hotter Doppler shift due to movement of baryon-photon plasma □ Gravitational red/blue-shift as photons climb out of potential wells or fall off of □ underdensities Photon path from LSS to today □ All linked by initial conditions ⇒ 10 -5 fluctuations □ Thursday, 9 July 2009

  14. What affects the CMB temperature? Initial temperature (density) of the photons □ Cooler Hotter Doppler shift due to movement of baryon-photon plasma □ Gravitational red/blue-shift as photons climb out of potential wells or fall off of □ underdensities Photon path from LSS to today □ All linked by initial conditions ⇒ 10 -5 fluctuations □ Thursday, 9 July 2009

  15. What affects the CMB temperature? Initial temperature (density) of the photons □ Cooler Hotter Doppler shift due to movement of baryon-photon plasma □ Gravitational red/blue-shift as photons climb out of potential wells or fall off of □ underdensities Photon path from LSS to today □ All linked by initial conditions ⇒ 10 -5 fluctuations □ Thursday, 9 July 2009

  16. Fluctuations in the CMB Inflation??? Thursday, 9 July 2009

  17. Describing the (CMB) Universe x ) − ¯ T (ˆ ≡ ∆ T T � T (ˆ x ) = a ℓ m Y ℓ m (ˆ x ) ¯ T ℓ m “Fourier transform” on a sphere □ Allows us to define the power spectrum , C l � a ∗ ℓ m a ℓ ′ m ′ � = δ ℓℓ ′ δ mm ′ C ℓ ■ Assumes isotropy (no absolute orientation) ■ If we also assume Gaussianity (e.g., inflation): � � | a ℓ m | 2 1 − 1 P ( a ℓ m | C ℓ ) = exp √ 2 π C ℓ 2 C ℓ Thursday, 9 July 2009

  18. Theoretical Predictions Mean square fluctuation amplitude ~180 ° /Angular scale Thursday, 9 July 2009

  19. CMB Anisotropy Experiments ■ 1989-1993: COBE/DMR ( NASA ) ■ Full-sky, 7° beam (much larger than ~1° horizon) ■ Early 1990s: Small-scale Experiments ■ balloon & ground-based, ~1° beam 1990s-2000s: 2 nd generation MAXIMA/BOOMERANG, DASI/CBI, VSA, Archeops, ACBAR, QUaD ■ 2003+: WMAP (NASA): New Results ■ May 2009++: Planck Surveyor (ESA) ■ 2000-10s: 3 rd generation experiments (B-Modes) ■ SPIDER, Polarbear, EBEX, Clover Thursday, 9 July 2009

  20. January, 2003 Thursday, 9 July 2009

  21. WMAP! Thursday, 9 July 2009

  22. Measuring Curvature with the CMB Flat Ω =1 Us! Last Scattering Surface Thursday, 9 July 2009

  23. Measuring Curvature with the CMB Closed Ω > 1 Us! Last Scattering Surface Thursday, 9 July 2009

  24. Measuring Curvature with the CMB Open Ω < 1 Us! Last Scattering Surface Thursday, 9 July 2009

  25. Thursday, 9 July 2009

  26. WMAP's orbit Thursday, 9 July 2009

  27. WMAP and other data Thursday, 9 July 2009

  28. WMAP and other data Thursday, 9 July 2009

  29. Maps of the Cosmos DMR MAXIMA WMAP Thursday, 9 July 2009

  30. Measuring the geometry of the Universe Amount of “dark energy” (cosmological constant) Flat Universe WMAP Ω tot = Ω m + Ω Λ Λ =1 Amount of “matter” (normal + dark) Thursday, 9 July 2009

  31. Temperature and polarization from WMAP Thursday, 9 July 2009

  32. The Polarization of the CMB  Anisotropic radiation field at last scattering → polarization Temperature (determined by params)  “Grad” or E mode  Breaks degeneracies  New parameters:  reionization E-Mode Pol  “Curl” or B sensitive to (determined by params) gravity waves  “Smoking gun” of inflation?  Very low amplitude B-Mode Pol  Need better handle on (depends on inflation) systematics, and...  Polarized foregrounds?  DASI  MAXIPOL, B2K  MAP E B B E  Planck  Future satellites? Thursday, 9 July 2009

  33. Temperature Temperature/ E-Polarization E-Polarization B- Polarization Thursday, 9 July 2009

  34. CMB Measurements: State of the Art Chiang et al 2009 Thursday, 9 July 2009

  35. The “unified” spectrum c. 2008 Contaldi & Jaffe Thursday, 9 July 2009

  36. A “Standard Cosmological Model” from the CMB? □ Largely confirms results from COBE, MAXIMA, BOOMERANG, etc. ■ Flat Universe ( Ω =1 ) 23% Dark Matter □ 4% Normal Matter □ 73% “Dark Energy” (accelerating the expansion) □ ■ Initial seeds consistent w/ Inflation ■ Hubble constant 72 km/s/Mpc □ Details depend on “priors” (irrevocably: feature, not bug…) Thursday, 9 July 2009

  37. Anisotropy (from topology?) □ Low power at large scales? □ Problem becomes more acute beyond the power spectrum □ Multi-connected topology? □ Finite universe ■ Cutoff at large scales induces power deficit ■ In closed universe cutoff determined by curvature alone □ Intrinsic anisotropy (orientable manifolds) ■ Possible apparent non-Gaussianity □ Effects only present at large scales – at smaller scales standard Λ CDM power spectrum recovered □ (Luminet et al “Soccer Ball” [Dodecahedron/Poincaré] universe?) Thursday, 9 July 2009

  38. Anisotropy (from topology?) □ Low power at large scales? □ Problem becomes more acute beyond the power spectrum □ Multi-connected topology? □ Finite universe ■ Cutoff at large scales induces power deficit ■ In closed universe cutoff determined by curvature alone □ Intrinsic anisotropy (orientable manifolds) ■ Possible apparent non-Gaussianity □ Effects only present at large scales – at smaller scales standard Λ CDM power spectrum recovered □ (Luminet et al “Soccer Ball” [Dodecahedron/Poincaré] universe?) Thursday, 9 July 2009

  39. Topology in a flat “universe” Don’t need to “embed” the square to have a connected topology. “tiling the plane” Thursday, 9 July 2009

  40. Topology + geometry □ Tile the 2-sphere with different fundamental domains □ Harder to visualize in 3-d: Thursday, 9 July 2009

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