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CMBR Kinematic Dipole Anisotropy (~300 km/s velocity toward Leo); map of the temperature fluctuation relative to the MEAN (black body with T=2.728 Kelvin)

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Presentation on theme: "CMBR Kinematic Dipole Anisotropy (~300 km/s velocity toward Leo); map of the temperature fluctuation relative to the MEAN (black body with T=2.728 Kelvin)"— Presentation transcript:

1 CMBR Kinematic Dipole Anisotropy (~300 km/s velocity toward Leo); map of the temperature fluctuation relative to the MEAN (black body with T=2.728 Kelvin) COBE 1989 Don’t know where we are in the universe but we know how fast we’re going! CMBR is the COSMIC RESTFRAME

2 Kinematic Dipole Anisotropy from COBE
After removal of kinematic dipole anisotropy

3 COBE map after removal of kinematic dipole anisotropy and the Galaxy; fluctuations relative to smooth black body are of order +/- 35 microKelvin Smallest scale of fluctuations is 7 degrees (not in causal contact; “super-horizon sized”)

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5 WMAP 3-year result Red line is best model fit from which total mass density, total mass in “baryons” vs. dark matter, cosmological constant / “dark energy”, and Hubble’s constant can be determined.

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t0 = / Gyr zdec = /- 1 zeq = /- 150 H0 = 72 +/- 3 km/s/Mpc Wb,0 = / Wcdm,0 = / WL0 = / Wm0 = Wb,0 + Wcdm,0 = 0.26 Wm0 + WL0 = 1 (!!)

10 Planck = higher sensitivity and higher angular resolution than WMAP
Planck map (2013)

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12 --------------------- Wm0 = Wb,0 + Wcdm,0 = 0.315 +/- 0.007
t0 = / Gyr zdec = /- 0.6 zeq = /- 66 H0 = 67 +/- 1 km/s/Mpc Wb,0 = / Wcdm,0 = / WL0 = /- 0.02 Wm0 = Wb,0 + Wcdm,0 = / Wm0 + WL0 = 1 (!!) Ade et al. 2013 All values are ok within 2-sigma but not necessarily within 1-sigma. H0 came down, Lambda came down, and Omega matter went up; changes distances to objects at z=1 by 4% (makes them closer because of lower Lambda and lower H0)


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