Presentation is loading. Please wait.

Presentation is loading. Please wait.

Jan Hamann Rencontres de Moriond (Cosmology) 21st March 2016

Similar presentations


Presentation on theme: "Jan Hamann Rencontres de Moriond (Cosmology) 21st March 2016"— Presentation transcript:

1 Jan Hamann Rencontres de Moriond (Cosmology) 21st March 2016
Current and future constraints on neutrino physics from cosmology Jan Hamann Rencontres de Moriond (Cosmology) 21st March 2016

2 What do we not know about neutrinos?
We only know their mass-squared differences… … but what is their absolute mass scale? solar neutrinos atmospheric neutrinos β-decay experiments oscillations

3 What do we not know about neutrinos?
What is their mass hierarchy? normal m3 mass m2 m1 inverted m1 mass m2 m3

4 What do we not know about neutrinos?
Are there additional (light) sterile neutrinos? Anomalies observed by Accelerator experiments Reactor experiments Gallium experiments Hints for additional state with Δm2 ≈ eV2? [Aguilar-Arevalo+ 2013] [Mention+ 2010] [An+ 2016] [Giunti&Laveder 2011] [Giunti+ 2014]

5 neutrinos decouple e+e--annihilation

6 The Cosmic Neutrino Background (CνB)
Neutrino decoupling around T = 1 MeV, shortly before goes out of equilibrium Annihilation heats CMB relative to CνB Neutrino mixing equilibrates momentum distributions If Treheating > 10 MeV, all three flavours populated

7 Impact of cosmological neutrinos
Structure formation Gravity Neutrinos Weak interaction Gravity Big Bang Nucleosynthesis

8 How much energy density do neutrinos contribute…
Neutrino parameters How much energy density do neutrinos contribute… … at early times? photon energy density Fermi-Dirac vs. Bose-Einstein lower neutrino temperature radiation energy density Effective number of neutrino species ΛCDM: Neff = 3.046 (small deviation from Fermi-Dirac)

9 Neutrino parameters How much energy density do neutrinos contribute…
… at early times? … at late times? photon energy density Fermi-Dirac vs. Bose-Einstein lower neutrino temperature neutrino energy density radiation energy density Effective number of neutrino species Sum of neutrino masses ΛCDM: Neff = 3.046 ΛCDM: Σmν= 0.06 eV (small deviation from Fermi-Dirac) (assumes lightest mass state is massless)

10 Impact of cosmological neutrinos
Structure formation Background evolution Evolution of perturbations Gravity Neutrinos Background evolution Nuclear reactions Weak interaction Gravity Big Bang Nucleosynthesis

11 Free streaming Velocity dispersion large wrt size of potential well
gravitational potential initial time x Cold dark matter Neutrinos escape from potential well, density perturbations get washed out neutrino gravitational potential later time x

12 Structure formation with massive neutrinos
Σmν = 0 eV Σmν = 7 eV [simulation and movie by T. Haugbølle]

13 Matter power spectrum with massive neutrinos
Suppression of the matter power spectrum wrt massless neutrino case wavenumber [Figure from Abazajian+ 2013]

14 Neutrino masses and the CMB angular power spectrum
[Planck collaboration 2015] Changing neutrino mass affects zeq and dA(zrec) Can shift CMB peaks back in place by tweaking ωc and H0 (geometric degeneracy of the CMB) Remaining effects (early ISW, late ISW, lensing) rather subtle for sub-eV masses For better sensitivity, combine with external data (or CMB lensing)

15 Planck constraints on the sum of neutrino masses
No sign of non-zero neutrino masses… [Planck collaboration 2015]

16 Effective number of neutrinos and the CMB angular power spectrum
[Planck collaboration 2015] Also subject to geometric degeneracy In addition, changes damping scale, anisotropic stress (partially degenerate with spectral index/amplitude of primordial spectrum) Planck measurement of damping tail greatly improved sensitivity

17 Planck constraints on the effective number of relativistic species
Data confirm standard model expectation (CνB only, no more hints of additional light particles) [Planck collaboration 2015]

18 Planck results vs. BBN Deuterium abundance from damped Ly-α system 4He abundance from H II-regions Excellent match with BBN expectation + astrophysical element abundance measurements [Planck collaboration 2015]

19 Planck constraints on eV-mass sterile neutrinos
Planck data not compatible with a fully thermalised eV-mass neutrino Want to save the scenario? Need to suppress production of steriles (e.g., lepton asymmetry, new interactions, etc.) [Planck collaboration 2015]

20 Matter power spectrum with massive neutrinos
Suppression of the matter power spectrum wrt massless neutrino case wavenumber [Figure from Abazajian+ 2013]

21 Matter power spectrum with massive neutrinos
Suppression of the matter power spectrum wrt massless neutrino case Non-linear regime Linear regime wavenumber [Figure from Abazajian+ 2013]

22 Nonlinear structure formation with massive neutrinos
0.15 eV 0.3 eV linear theory 0.45 eV 0.6 eV Theoretical prediction of matter power spectrum with massive neutrinos in the non-linear regime is a big challenge Analytical methods [see previous talks] N-body simulations with neutrino particles, grid-based, hybrid approach… Simulations with CDM and neutrino particles [Brandbyge+ 2008,2009,2010; Viel+ 2010, Ali-Haimoud+ 2012]

23 Probes of the matter power spectrum
CMB lensing 21 cm Lyman-α forest Galaxy clustering Cluster counts Cosmic shear

24 Future sensitivity: CMB Stage-IV + CMB lensing (+BAO)
[Abazajian+ 2013]

25 Future Large Scale Structure surveys
BAO scale Cosmic shear Type Ia supernovae Cluster counts Galaxy clustering Geometric observables Perturbation-based observables

26 Future sensitivity: Planck + EUCLID shear PS/galaxy PS/clusters
Sensitivity up to 10 meV for sum of neutrino masses, and up to 0.02 for effective number of neutrino species when observables are combined Can cleanly distinguish between effects of dark energy and neutrinos [Basse+ 2013]

27 Future sensitivity: Combining LSS observables
Shear Galaxies (pessimistic) Galaxies (optimistic) CMB Beautiful complementarity between different observables: combination breaks parameter degeneracies of individual probes [Hamann+ 2012]

28 Direct sensitivity to mass hierarchy?
Assume minimal mass in inverted hierarchy Probably not… [Hamann+ 2012]

29 Conclusions The Universe continues to be boring: no evidence for anything unexpected in the cosmological neutrino sector With the next generation of large-volume galaxy surveys and CMB lensing measurements, a detection of the sum of neutrino masses is extremely likely, provided non-linear growth can be understood sufficiently well


Download ppt "Jan Hamann Rencontres de Moriond (Cosmology) 21st March 2016"

Similar presentations


Ads by Google