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Dark matter & WIMPs Javier Redondo (Zaragoza U. & MPP - PowerPoint PPT Presentation

Dark matter & WIMPs Javier Redondo (Zaragoza U. & MPP Munich) WIMPs : weakly interacting massive particles Hierarchy problem demands new physics at the TeV related to weak scale m h


  1. Dark matter & WIMPs Javier Redondo (Zaragoza U. & MPP Munich)

  2. WIMPs : weakly interacting massive particles • Hierarchy problem demands new “physics” at the TeV related to weak scale m h ⌧ M p ⇠ 10 19 GeV Λ what makes Higgs mass INSENSITIVE to ultraviolet PHYSICS? ∆ m h ∼ Λ • WIMP “miracle” : The big bang produces WIMPs “automatically” with the correct abundance Ω WIMP ∼ O (1) g ∼ O (1) , M ∼ m W • Detection complementarity

  3. relic abundance from FREEZE OUT • Postulate new stable particle, related to SM particles can ψ + ¯ ψ ↔ SM + SM annihilate and be produced in pairs from SM particles • Is kept in thermal equilibrium at T>mass • when T<mass, n_eq drops exponentially • but at some point, they are so diluted that they don’t find them to annihilate... their number density per comoving volume will be constant (or number/entropy) Y = n ψ /s = cons • Relic density given by Boltzmann equation dn ψ dt + 3 Hn = �h σ v i ( n 2 � n 2 eq ) annihilation production

  4. freeze out of a neutrino-like particle • Neutrinos annihilate into leptons, quarks through Z exchange ¯ low Energies σ ∝ g 4 E 2 ν Relativistic Z 0 g 4 ( m 2 Z ) 2 missing energy factors ... σ ∝ Z ) 2 ... ( m 2 σ ∝ g 4 m 2 Non-Rel ν ( m 2 Z ) 2 • n eq h σ v i ⇠ O (1) ⌘ n Fo h σ v i Freeze-out of abundance/(com. vol) when ... H H s 0 • Relic density today ρ 0 ≡ m n 0 = m Y 0 s 0 = Y Fo s 0 = n Fo s Fo • Assume Freeze out happens when N-like particle is non-relativistic ( decreases exponentially with T) n eq / m T 2 ρ ⇠ mO (1) H Fo 1 1 1 s 0 / T Fo Fo h σ v i ⇠ - Independent of mass T 3 h σ v i h σ v i h σ v i s Fo m Fo - T Fo /m ∼ log( σ , m... ) • n eq , fo ∼ gT 3 Freeze out can happen when the particle is relativistic because of a small cross section fo T 3 1 ρ ∝ mn Fo Fo s 0 ∝ m ∼ m g S ( T Fo ) T 3 g S ( T Fo ) s Fo Fo

  5. freeze out of a neutrino-like particle Lee-Weinberg curve relativistic decoupling Non-relativistic decoupling �� � �� � Two solutions �� � �� � �� � �� - � �� - � �� - � � �� �� � �� � �� � �� � �� � �� � �� � �� � �� �� �� �� �� �� hot and cold dark matter (hot is problematic... free-streaming length!)

  6. The WIMP miracle Ω cdm = 0 . 33 ⇥ 10 − 26 cm 3 / s Plug in all the numbers h σ v i but this is a typical cross section of electroweak interaction size!!! WIMP g 4 1 ⇠ O (3 ⇥ 10 � 26 cm 3 / s) h σ v i ⇠ m 2 π 0 s EW WIMP

  7. Super Symmetry • Each particle has its own SUSY partner-particle with spin ± 1 / 2 (dangerous Higgs mass corrections cancel by pairs) • Stability requires R-parity (SM+, SUSY-) τ � 14 Gyear • R-parity -> Lightest SUSY particle stable • Neutralinos (partners of bosons, sneutrinos, ...) • With SUSY particles, SM couplings unify at HE! GUT • SUSY is needed in String theory (quantum gravity) (...well) Relic density (a mistuned miracle) • Huge parameter space (many free parameters) • Detection complementarity (LHC, direct, indirect)

  8. SUSY Dark matter candidates • χ 0 Neutralino (mixture of Wino, Bino, Higgsino) Neutral Majorana fermion ˜ 1 • Sneutrino ˜ ν • Beyond Minimal SUSY (MSSM), Next MSSM (extra scalar...) • Relic density calculation is complicated many channels! (numerical packages DarkSUSY, Micromegas) • Only relatively simple models explored (mSUGRA, etc...) ... huge range of possibilities

  9. Kaluza-Klein Dark matter : extra dimensions

  10. Large Extra dimensions? Kaluza-Klein Dark Matter • Alternative solution to the hierarchy problem: gravity scale is not M p = 1 . 2 × 10 19 GeV Z ! ◆ √− gd 4+ n x M 2 Z ✓ M ∗ √− gd 4 x p S = 8 π R + L SM S = 8 π R + L SM • Large volume of extra dimensions, means effectively weakly coupled gravity in 4D Z √− gd n x = M 2 M 2 ∗ × V = M 2 ∗ p • M_* ~ TeV, no hierarchy problem! • New dimensions ... new “particles” (Kaluza-Klein towers) • momentum in the extra dimension looks like “mass” in 4D q m 2 + p 2 x + p 2 y + p 2 z + p 2 E = w p w ∼ 2 π p_w is quantised if 5th dimension is compact x 5 × 0 , 1 , ... L w momentum conservation -> parity, lightest k=1 mode stable!

  11. Large Extra dimensions? Kaluza-Klein Dark Matter M ∼ 2 π KK particles are copies of the SM, except for a higher “base” mass (+radiative splitting) L w

  12. Detecting WIMPs Fermi AMS H.E.S.S. CTA etc. ! X ENON Cresst Edelweiß C OUP etc. ! LHC with CMS and ATLAS !

  13. E R ∼ m 2 DM v 2 2 m N

  14. Expected rates - Extremely low rates peaking at low ER, - need to control backgrounds to amazing levels

  15. Summary of searches and findings

  16. Noble liquid time projection chambers Large mass, self-shielding, low intrinsic background, large A mK Bolometers energy resolution, low threshold

  17. Rate modulation DAMA/LIBRA Earth motion around the Sun around the galaxy velocity dependence of rate Max June, min December (~2-10%) DAMA/LIBRA observed the modulation with NAI crystals DM interpretation self-consistent, but not with others need for other experiments: ANAIS, SABRE

  18. Low WIMP masses XENON1T last results

  19. Indirect detection WIMP abundance froze out (less than 1 annihilation/lifetime ... but there are plenty!) Annihilation products can be quite conspicuous

  20. Sources Signals vs uncertainties

  21. Channels and detectors Gamma rays (TeV) Gamma rays (GeV) γ γ Cerenkov telescopes e + Fermi satellite ν _ p AMS2 Icecube, Antares

  22. Gamma rays other stuff γ halo simulation + cross section -> signal map compare with Fermi-LAT measurements galactic center

  23. Non observation over background -> constraints annihilation channel Thermal relic cross section DM particle mass

  24. Dependence on Halo DM profile ρ ∝ r − γ Signal amplifies the uncertainties cuspier NFW EAGLE simulations Latest simulations (with baryons) classic DM profile

  25. The galactic center GeV excess

  26. The galactic center GeV excess millisecond pulsars? EAGLE profiles http://arxiv.org/pdf/1509.02164.pdf

  27. Fermi on the GC excess 1704.03910 - Extensive examination of uncertainties in 6.5 y of P8 data - Excess in the GC is found in all cases - different astrophysical model assumptions give ~ 3 uncertainty in the flux - other comparable S/N excesses are found in Galactic plane - Possible explanations... - leak from Fermi bubbles? - CRs from resolved sources? - unresolved sources? (millisecond pulsars) New constraints ... signal not as clear as desired to claim discovery!

  28. Dwarf galaxies - Similar size than globular clusters, ~ 10^7 solar mass - Small signal ( - but large ratio of DM / Luminous mass, - far from the violent environment of our galactic center - No excess is observed ... upper limits Fermi limits from 15 dG’s 1503.02641

  29. Gamma-ray lines γ ∼ α / 4 π ∼ 10 − 3 Cross section typically suppressed But signal is monochromatic! and backgrounds are continuous γ FERMI analysis http://arxiv.org/pdf/1506.00013v1.pdf

  30. A hint unfortunately, it didn’t survive statistics and careful E-calibration

  31. an aside (Sterile neutrino DM) - Sterile neutrino mass ~ keV - Production via oscillations, decay of other particles in the Early Universe, ... - Possibly Warm dark matter but depends on the production mechanism - Mixing with standard neutrinos allows long-lifetime decays ν s → νγ Mixing^2 Sterile neutrino mass [keV]

  32. 3.55 keV line 3.55 keV candidate in Galaxy clusters Many observations... but not compatible with each other

  33. Antimatter rare ... not produced during big bang ... but cosmic rays collisions produce some positrons antiprotons PAMELA excess

  34. Positrons HE positrons, mostly from nearby sources (standard or DM) Pulsars, supernova remnants ... are difficult backgrounds Pulsars, supernova remnats ... are difficult backgrounds

  35. Summary Neutrinos Antimatter Cerenkov ... but h"ps://www.nature.com/nphys/journal/v13/n3/pdf/nphys4049.pdf

  36. Collider Searches stable and weakly-interacting ... Typical signature ... missing!

  37. Model independent searches Initial or final radiation of high pT SM particle Standard model backgrounds are non-negligible

  38. Complementarity SUSY MODELS CTA LHC/CTA LHC

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