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Cosmological mass bounds on hot-dark matter axions Alessandro MIRIZZI (MPI, Munich) NOW 2008- Neutrino Oscillation Workshop Conca Specchiulla, September.

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Presentation on theme: "Cosmological mass bounds on hot-dark matter axions Alessandro MIRIZZI (MPI, Munich) NOW 2008- Neutrino Oscillation Workshop Conca Specchiulla, September."— Presentation transcript:

1 Cosmological mass bounds on hot-dark matter axions Alessandro MIRIZZI (MPI, Munich) NOW 2008- Neutrino Oscillation Workshop Conca Specchiulla, September 6-13 2008 [based on works in collaboration with S.Hannestad, G.G. Raffelt, Y.Y.Y. Wong]

2 OUTLINE Strong CP problem and the axions Axions and large-scale structures Cosmological mass limit Implication for axion search (CAST experiment) Conclusions Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

3 THE STRONG CP PROBLEM The QCD Lagrangian includes a term which violates CP (and T) where Prediction of an electric dipole moment for the neutron: Present experimental limit : Why so small ? Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

4 THE PECCEI-QUINN MECHANISM Introduction of a new global U(1) PQ simmetry, spontaneously broken at a scale f a. Existence of a massless pseudoscalar field a(x), the axion, interacting with the gluon field. Peccei & Quinn 1977, Wilczek 1978, Weinberg 1978 Re-interpret  as a dynamical variable: PQ Symmetry Introduce a symmetry that results in a term which dynamically minimize . Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

5 a V(a) Potential (mass term) induced by L a drives a(x) to CP-conserving minimumCP-symmetry dynamically restored At low energy (  QCD ) the gga vertex generates the potential V(a) which has its minimum at a 0 =0, restoring dynamically CP-simmetry. Axions pick up a small mass Axions generically couple Axions generically couple to gluons and mix with  0 to gluons and mix with  0 gluon a gluon Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

6 AXION PROPERTIES Nucleon coupling (axial vector) N N a Electron coupling (optional absent for hadronic axions) e e a Gluon coupling (Generic property) a G G Photon coupling   a Pion coupling a  

7 Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008 This talk Hadronic axion window m a ~ O(eV), f a ~10 6 GeV COSMOLOGICAL AND ASTROPHYSICAL AXION LIMITS

8 DARK MATTER CANDIDATES Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

9 DARK-MATTER AXIONS log(  a ) log(m a ) MMMM 30 eV 100 meV CDM HDM Axions Thermal Relics Non-ThermalRelics log(  ) log(m ) MMMM 30 eV CDMHDM 3 GeV Neutrinos Thermal Relics

10 THERMAL PRODUCTION OF AXIONS If f a < 1.2 ×10 12 GeV there would be a primordial population of axions produced in hot thermal plasma [Turner (1987), Masso’ (2002)] Freeze-out temperature If axions were sufficiently strong interacting (f a 0.2 eV) they decouple after QCD phase transition (T < 200 MeV). The most generic interaction process involves hadrons rather than quarks and gluons that would be relevant at earlier epochs. There would be a background of low-mass ( ~ eV) relic axions

11 Massive neutrinos affect Large Scale Structures. They smooth out the distribution: no small scale structures. Cold Dark Matter (no neutrino mass) Hot + Cold Dark Matter (non-zero neutrino mass) S. Dodelson, ‘04 Low mass thermal relics affect structure formation because they are source of hot dark matter Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

12 POWER SPECTRUM OF MATTER DENSITY FLUCTUATIONS Density contrast Power spectrum Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

13 Neutrinos affect the Power Spectrum of the 2-point density correlation function. P(k)=A k n T 2 (k) T 2 (k) = Transfer function It is possible to obtain constraints on m  Neutrino Free Streaming  P(k)/P(k) = -8  /  m (Hu et al. 1998) 0 eV 0.3 eV 1 eV Power suppression for FS ≲ 100 Mpc/h S.Hannestad,hep-ph/0404239 Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

14 NEUTRINO MASS LIMITS [Fogli et al., arXiv: 0805.2517] Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

15 THERMALIZATION OF HADRONIC AXIONS The Lagrangians relevant for axion decoupling processes are the following Pion-axion interaction   a  Contact interaction Choi & Chang, PLB 316, 51(1993); Hannestad, Mirizzi & Raffelt, JCAP 07 (2005) 02 Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

16 Freeze-out temperature Cosmic thermal degrees of freedom at axion freeze-out Present-day axion density AXION HOT-DARK MATTER

17 AXION HOT-DARK MATTER LIMIT FROM PRECISION DATA Credible regions for neutrinos plus axions HDM (WMAP-5, LSS, BAO; SN-Ia) Hannestad, Mirizzi, Raffelt & Wong [arXiV: 0803.1585] Dashed (red) curves: Same with WMAP-3 HMRW [arXiv: 0706.4198] Marginalizing over unknown neutrino hot-dark matter component WMAP5, LSS, BAO, SN Ia Hannestad, Mirizzi, Raffelt & Wong [arXiV:0803.1585] WMAP3, small-scale CMB, HST, BBN, LSS, Ly  Melchiorri, Mena & Slosar [arXiV: 0705.2695]

18 NEW AXION MASS LIMIT Our limit m a 5.7 × 10 6 GeV, is comparable with the one obtained with the globular-cluster. However, the globular cluster limit depends on axion-photon coupling that is rather model dependent. Our limit closes the “hadronic axion window” left open by SN1987A arguments New cosmological mass limit Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

19 IMPLICATION FOR AXION SEARCHES Searches for solar axions: Axion helioscopes Axion-photon oscillation Primakoff process Tokyo axion helioscope Results since 1998 CERN Axion Solar Telescope (CAST) Data since 2003 Sun Laboratory

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21 CAST PHASE II AND OUR COSMOLOGICAL AXION MASS LIMIT PROBABLY CONNECT. g a  < 8.8 x 10 -11 GeV -1 at 95% CL for m a < 0.02 eV LIMITS FROM CAST-I AND CAST-II CAST-I g a  < 2.2 x 10 -10 GeV -1 at 95% CL for m a < 0.39 eV CAST-II (Preliminary)

22 CONCLUSIONS For hadronic axions we find a new mass limit m a 5.7×10 6 GeV. It is comparable with the (model-dependent) limit obtained with the globular clusters. It closes the “hadronic axion” window. It is nicely complementary with the CAST search. If neutrino masses are detected in laboratory (KATRIN) : Less room for axions in the dark matter inventory. Observations of the cosmological large-scale structure provide well- estabilished neutrino mass limit. We extend this argument to thermal relic axions: Alessandro Mirizzi NOW 2008 Conca Specchiulla, 6-13 September 2008

23 Thank you!


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