seeing the earliest photons the cmb from bell labs to
play

Seeing the Earliest Photons: the CMB from Bell Labs to Planck - PowerPoint PPT Presentation

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

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend