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Dark Matter Alejandro Ibarra Technische Universitt Mnchen Summer - PowerPoint PPT Presentation

Dark Matter Alejandro Ibarra Technische Universitt Mnchen Summer School on Cosmology ICTP, Trieste August 2014 Main results from the previous lecture WIMP dark matter production DM SM g n i r e t DM t a SM c s


  1. Dark Matter Alejandro Ibarra Technische Universität München Summer School on Cosmology ICTP, Trieste August 2014

  2. Main results from the previous lecture WIMP dark matter production DM SM g n i r e t DM t a SM c s annihilation

  3. Main results from the previous lecture WIMP dark matter Relic abundance of DM particles production DM SM g n i r e t DM t a SM c s annihilation

  4. Main results from the previous lecture WIMP dark matter Relic abundance of DM particles production DM SM g n i r e t DM t Correct relic density if a SM c s annihilation

  5. Main results from the previous lecture WIMP dark matter Relic abundance of DM particles production DM SM g n i r e t DM t Correct relic density if a SM c s annihilation ~ weak interaction

  6. Main results from the previous lecture WIMP dark matter Relic abundance of DM particles production DM SM g n i r e t DM t Correct relic density if a SM c s annihilation ~ weak interaction SM DM DM SM ) (provided

  7. Direct detection DM nucleus  DM nucleus Collider Indirect searches detection DM DM  g X , e + e - ... (annihilation) pp  DM X DM  g X , e + X ... (decay)

  8. Direct detection DM nucleus  DM nucleus Collider Indirect Indirect searches detection detection DM DM  g X , e + e - ... (annihilation) DM DM  g X , e + e - ... (annihilation) pp  DM X DM  g X , e + X ... (decay) DM  g X , e + X ... (decay)

  9. Direct detection Direct detection DM nucleus  DM nucleus DM nucleus  DM nucleus Collider Indirect searches detection DM DM  g X , e + e - ... (annihilation) pp  DM X DM  g X , e + X ... (decay)

  10. Direct detection DM nucleus  DM nucleus Collider Collider Indirect searches searches detection DM DM  g X , e + e - ... (annihilation) pp  DM X pp  DM X DM  g X , e + X ... (decay)

  11. Ind ndirect Da Dark Ma k Matter Searche hes

  12. Indirect dark matter searches General idea: 1) Dark matter particles annihilate or decay producing a flux of stable particles: photons, electrons, protons, positrons, antiprotons or (anti-)neutrinos. 2) These particles propagate through the galaxy and through the Solar System. Some of them will reach the Earth. 3) The products of the dark matter annihilations or decays are detected together with other particles produced in astrophysical processes (for example, cosmic ray collisions with nuclei in the interstellar medium). The existence of dark matter can then be inferred if there is a significant excess in the fluxes compared to the expected astrophysical backgrounds.

  13. Indirect dark matter searches Production Antimatter Propagation Gamma-rays of Detection Neutrinos

  14. Antimatter Antimatter

  15. Production Production The production is described by the source function: number of particles produced at a given position per unit volume, unit time and unit energy. DM DM Annihilation rate  r 2 DM Decay rate  r

  16. Propagation Propagation

  17. Propagation z R = 20 kpc y L=1-15 kpc x f : number density of antiparticles per unit kinetic energy interstellar antimatter flux :

  18. Experimental results: antiprotons PAMELA collaboration arXiv:1007.0821 Fairly good agreement between the measurements and the theoretical predictions from collisions of cosmic rays on the i nterstellar medium p p → p X

  19. Expectation ons from om theor ory A concrete example in the minimal supersymmetric standard model. TeV  10 -26 cm 3 s -1

  20. Expectation ons from om theor ory A concrete example in the minimal supersymmetric standard model. TeV  10 -26 cm 3 s -1 s v  = 3  10 -26 cm 3 s -1

  21. Expectation ons from om theor ory A concrete example in the minimal supersymmetric standard model. TeV  10 -26 cm 3 s -1

  22. Expectation ons from om theor ory A concrete example in the minimal supersymmetric standard model. TeV  10 -26 cm 3 s -1 Annihilation rate “boosted”!

  23. Experimental results: positrons Expected from “secondary production”, namely collisions of cosmic rays on the interstellar medium (p p → e + X).

  24. Experimental results: positrons

  25. Experimental results: positrons PAMELA coll. arXiv:0810.4995

  26. Experimental results: positrons AMS-02 coll. Phys.Rev.Lett. 110 (2013) 14, 141102

  27. More puzzles: the electron+positron flux Abdo et al. ArXiv:0905.0025

  28. Present situation: Evidence for a primary component of positrons (possibly accompanied by electrons)

  29. Dark matter inter erpretation An electron/positron excess could arise from dark matter annihilations ... Cholis et al. arXiv:0811.3641

  30. … or dark matter decays “Democratic” decay       n m DM =2500 GeV m DM =600 GeV Ibarra, Tran, Weniger AI, Tran, Weniger arXiv:0906.1571

  31. s v  = 3  10 -26 cm 3 s -1 Is this the first non-gravitational evidence of dark matter? “Extraordinary claims require extraordinary evidence” Carl Sagan

  32. Beware of backgrounds!

  33. Pulsars are are sources sources Pulsars of high energy of high energy electrons & positrons electrons & positrons Atoyan, Aharonian, Völk '95 Chi, Cheng, Young '95 Grimani '04

  34. Pulsar expl xplana nati tion on I: Ge Gemi ming nga + Mo Monog ogem Geminga Monogem (B0656+14) T=370 000 years T=110 000 years D=157 pc D=290 pc

  35. Grasso et al. Pulsar expl xplana nati tion on I: Ge Gemi ming nga + Mo Monog ogem Nice agreement. However, it is not a prediction! ● dN e /dE e  E e -1.7 exp(-E e /1100 GeV) ● Energy output in e + e - pairs: 40% of the spin-down rate

  36. Pulsar exp xplanati tion on II: : Mul ulti tipl ple pul pulsars Grasso et al.  E e -a exp(-E e /E 0 ), 1.5 < a < 1.9, 800 GeV < E 0 < 1400 GeV ● dN e /dE e ● Energy output in e + e - pairs: between 10-30% of the spin-down rate

  37. The origin of the positron excess is still unclear:

  38. The origin of the positron excess is still unclear:  Dark matter? Probably not.

  39. The origin of the positron excess is still unclear:  Dark matter? Probably not.  Pulsars? Perhaps yes.

  40. The origin of the positron excess is still unclear:  Dark matter? Probably not.  Pulsars? Perhaps yes.  Something else? Perhaps yes.

  41. The origin of the positron excess is still unclear:  Dark matter? Probably not.  Pulsars? Perhaps yes.  Something else? Perhaps yes.  Regardless of the origin of the positron excess, the positron data can be used to set limits on the dark matter parameters.

  42. Latest limits from the positron fraction:  Use AMS-02 data  Make a fit of a model with secondary positrons + source + dark matter AI, Lamperstorfer, Silk '13 See also Bergström et al. '13

  43. Gamma-rays Gamma-rays

  44. Production of gamma-rays Production of gamma-rays The gamma ray flux from dark matter annihilations/decays has two components:  Inverse Compton Scattering  Prompt radiation of gamma rays radiation of electrons/positrons produced in the annihilation/decay produced in the annihilation/decay. (final state radiation, pion decay...)  Always smooth spectrum.  May contain spectral features.

  45. Inverse Compton Scattering radiation The inverse Compton scattering of electrons/positrons from dark matter annihilation/decay with the interstellar and extragalactic radiation fields produces gamma rays. e  from dark matter Upscattered photon annihilation/decay E e  1 TeV Interstellar radiation field (starlight, This produces thermal radiation of dust, CMB) E g*  100 GeV Porter et al.

  46. Prompt radiation Annihilation Source term Line-of-sight integral (particle physics) (astrophysics) Decay

  47. Prompt radiation Annihilation Source term Line-of-sight integral (particle physics) (astrophysics) Decay

  48. Propagation Propagation

  49. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Kuhlen, Diemand, Madau

  50. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Galactic center Kuhlen, Diemand, Madau

  51. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Satellites Kuhlen, Diemand, Madau

  52. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Galactic halo Kuhlen, Diemand, Madau

  53. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Extragalactic background Kuhlen, Diemand, Madau

  54. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Galaxy clusters Kuhlen, Diemand, Madau

  55. Baltz et al. Where to look for annihilating dark matter arXiv:0806.2911 Features in the energy spectrum Kuhlen, Diemand, Madau

  56. Diffuse Galactic emission Divide the sky in different regions: 3°  3°

  57. Diffuse Galactic emission Divide the sky in different regions: 5°  30°

  58. Diffuse Galactic emission Divide the sky in different regions: 10° - 20° galactic latitude

  59. Diffuse Galactic emission Divide the sky in different regions: Galactic poles

  60. But beware of backgrounds when searching for dark matter... Background I: sources

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