Precision cosmology, status and perspectives Alessandro Melchiorri Universita’ di Roma, “La Sapienza” INFN, Roma-1 FA-51 Meeting Frascati, June 22nd 2010.

Slides:



Advertisements
Similar presentations
PLANCK L’IMPATTO SULLA COSMOLOGIA ALESSANDRO MELCHIORRI.
Advertisements

Observational constraints on primordial perturbations Antony Lewis CITA, Toronto
Primordial perturbations and precision cosmology from the Cosmic Microwave Background Antony Lewis CITA, University of Toronto
Institute of Astronomy, Cambridge
Neutrinos and Cosmology Alessandro Melchiorri Universita di Roma, La Sapienza NOW 2010, Conca-Specchiulla September 7th 2010.
Eloisa Menegoni ICRA and INFN, University of Rome “La Sapienza” Cosmological constraints on variations of fundamental constants Miami2010, Fort Lauderdale,
Planck 2013 results, implications for cosmology
University of Rome “La Sapienza”
Cosmology topics, collaborations BOOMERanG, Cosmic Microwave Background LARES (LAser RElativity Satellite), General Relativity and extensions, Lense-Thirring.
The Evidence for the Big Bang Student Resource Sheet 5 Science and Religion in Schools: Unit 4a.
Titel The Oldest Memory: The Echo of the Big Bang.
Observational Cosmology - a unique laboratory for fundamental physics Marek Kowalski Physikalisches Institut Universität Bonn.
Lecture 2: Observational constraints on dark energy Shinji Tsujikawa (Tokyo University of Science)
The Curvature Perturbation from Vector Fields: the Vector Curvaton Case Mindaugas Karčiauskas Dimopoulos, Karčiauskas, Lyth, Rodriguez, JCAP 13 (2009)
Falsifying Paradigms for Cosmic Acceleration Michael Mortonson Kavli Institute for Cosmological Physics University of Chicago January 22, 2009.
CMB as a physics laboratory
The Birth Of Our Universe The Big Bang And Inflation
Quintessence – Phenomenology. How can quintessence be distinguished from a cosmological constant ?
Added science from improved measurements of T and E modes S. A. Bonometto, E. Branchini, C. Burigana, L. P. L. Colombo, J. M. Diego, R. Fabbri, F. K. Hansen,
The Nobel prize in Physics 2006 piet mulders VU October 4, 2006
1 Latest Measurements in Cosmology and their Implications Λ. Περιβολαρόπουλος Φυσικό Τμήμα Παν/μιο Κρήτης και Ινστιτούτο Πυρηνικής Φυσικής Κέντρο Ερευνών.
Primordial density perturbations from the vector fields Mindaugas Karčiauskas in collaboration with Konstantinos Dimopoulos Jacques M. Wagstaff Mindaugas.
Physics 133: Extragalactic Astronomy and Cosmology Lecture 14; March
Neutrinos in Cosmology Alessandro Melchiorri Universita’ di Roma, “La Sapienza” INFN, Roma-1 NOW-2004, 16th September, 2004.
ASTR Fall Semester Joel E. Tohline, Alumni Professor Office: 247 Nicholson Hall [Slides from Lecture23]
The Science Case for the Dark Energy Survey James Annis For the DES Collaboration.
I Neutrini in Cosmologia Alessandro Melchiorri Universita’ di Roma, “La Sapienza” INFN, Roma-1 Scuola di Formazione Professionale INFN Padova, 16 Maggio.
Cosmology from CMB Dmitry Pogosyan University of Alberta Lake Louise, February, 2003 Lecture 1: What can Cosmic Microwave Background tell us about the.
Dark energy I : Observational constraints Shinji Tsujikawa (Tokyo University of Science)
Relic Neutrinos, thermal axions and cosmology in early 2014 Elena Giusarma arXiv: Based on work in collaboration with: E. Di Valentino, M. Lattanzi,
The Cosmic Microwave Background Lecture 2 Elena Pierpaoli.
CMB observations and results Dmitry Pogosyan University of Alberta Lake Louise, February, 2003 Lecture 1: What can Cosmic Microwave Background tell us.
Constraints on Dark Energy from CMB Eiichiro Komatsu University of Texas at Austin Dark Energy February 27, 2006.
How can CMB help constraining dark energy? Licia Verde ICREA & Institute of space Sciences (ICE CSIC-IEEC)
AS2001 / 2101 Chemical Evolution of the Universe Keith Horne Room 315A
Lecture 5: Matter Dominated Universe: CMB Anisotropies and Large Scale Structure Today, matter is assembled into structures: filaments, clusters, galaxies,
MAPping the Universe ►Introduction: the birth of a new cosmology ►The cosmic microwave background ►Measuring the CMB ►Results from WMAP ►The future of.
AS2001 Chemical Evolution of the Universe Keith Horne 315a
University of Durham Institute for Computational Cosmology Carlos S. Frenk Institute for Computational Cosmology, Durham Galaxy clusters.
PHY306 1 Modern cosmology 4: The cosmic microwave background Expectations Experiments: from COBE to Planck  COBE  ground-based experiments  WMAP  Planck.
How the Universe got its Spots Edmund Bertschinger MIT Department of Physics.
(some) Future CMB Constraints on fundamental physics Alessandro Melchiorri Universita’ di Roma, “La Sapienza” MIAMI2010, Fort Lauderdale December 15th.
the National Radio Astronomy Observatory – Socorro, NM
Cosmic Microwave Background Carlo Baccigalupi, SISSA CMB lectures at TRR33, see the complete program at darkuniverse.uni-hd.de/view/Main/WinterSchoolLecture5.
BBN: Constraints from CMB experiments Joanna Dunkley University of Oxford IAUS Geneva, Nov
The Planck Satellite Hannu Kurki-Suonio University of Helsinki Finnish-Japanese Workshop on Particle Cosmology, Helsinki
The Beginning of Time: Evidence for the Big Bang & the Theory of Inflation.
Chapter 18: Chapter 18: Cosmology. WHAT DO YOU THINK? What does the universe encompass? Is the universe expanding, fixed in size, or contracting? Will.
Dark Energy and baryon oscillations Domenico Sapone Université de Genève, Département de Physique théorique In collaboration with: Luca Amendola (INAF,
Quantum Noises and the Large Scale Structure Wo-Lung Lee Physics Department, National Taiwan Normal University Physics Department, National Taiwan Normal.
G. Mangano 1 Relic Neutrino Distribution Gianpiero Mangano INFN, Sezione di Napoli Italy.
Basics of the Cosmic Microwave Background Eiichiro Komatsu (UT Austin) Lecture at Max Planck Institute August 14, 2007.
WG1 NuFact04, Osaka, July Neutrino mass and Cosmology: current bounds and future sensitivities Sergio Pastor (IFIC) ν.
Cheng Zhao Supervisor: Charling Tao
Wilkinson Microwave Anisotropy Probe (WMAP) By Susan Creager April 20, 2006.
Smoke This! The CMB, the Big Bang, Inflation, and WMAP's latest results Spergel et al, 2006, Wilkinson Microwave Anisotropy Probe (WMAP) Three Year results:
Harrison B. Prosper Florida State University YSP
Towards the first detection using SPT polarisation
The Cosmic Microwave Background and the WMAP satellite results
Cosmic Inflation and Quantum Mechanics I: Concepts
Physics Seminar Measurement of the Cosmic Microwave Background anisotropies and polarization with Planck Assoc. Prof. Guillaume Patanchon Astroparticle.
Big Bang.
Standard ΛCDM Model Parameters
Shintaro Nakamura (Tokyo University of Science)
A Measurement of CMB Polarization with QUaD
Precision cosmology, status and perspectives
Lecture 5: Matter Dominated Universe
(some) Future CMB Constraints on fundamental physics
Measurements of Cosmological Parameters
“B-mode from space” workshop,
Presentation transcript:

Precision cosmology, status and perspectives Alessandro Melchiorri Universita’ di Roma, “La Sapienza” INFN, Roma-1 FA-51 Meeting Frascati, June 22nd 2010

The Cosmic Microwave Background Discovered By Penzias and Wilson in It is an image of the universe at the time of recombination (near baryon-photons decoupling), when the universe was just a few thousand years old ( z~1000). The CMB frequency spectrum is a perfect blackbody at T=2.73 K: this is an outstanding confirmation of the hot big bang model.

Uniform... Dipole... Galaxy (z=0) The Microwave Sky COBE Imprint left by primordial tiny density inhomogeneities ( z~1000)..

WMAP

Larger scales

CMB Anisotropies Four mechanisms are responsable for CMB anisotropies: Gravity (Sachs-Wolfe effect) Intrinsic (Adiabatic) Fluctuations Doppler effect Time-Varying Potentials (Integrated Sachs-Wolfe Effect) Gravity Adiabatic Doppler ISW Visibility Function

Hu, Sugiyama, Silk, Nature 1997, astro-ph/

WMAP

Temperature Angular spectrum varies with  tot  b  c  h  n s, … We can measure cosmological parameters with CMB !

How to get a bound on a cosmological parameter DATA Fiducial cosmological model: ( Ω b h 2, Ω m h 2, h, n s, τ, Σ m ν ) PARAMETER ESTIMATES

Dunkley et al., 2008

Komatsu et al, 2010, New WMAP results from 7 years of observations

Improvement in constraining Inflationary Parameters from WMAP5 to WMAP7 Ruling out n=1 (HZ spectrum) would be a great success for inflation (primordial pertubations are produced by a dynamical mechanism).

HZ spectrum Inflation predicts but Inflation predicts but A major point to clarify is if HZ’s n=1 A major point to clarify is if HZ’s n=1 is ruled out from currrent observations or not. If this would provide an indication for the dynamical evolution of the expansion rate as perturbation are being produced If this would provide an indication for the dynamical evolution of the expansion rate as perturbation are being produced

For inflation produced by a single scalar field, during the slow- roll phase, the kinetic energy of the field is negligible and the potential is nearly constant: This gives rise to a (quasi-) de Sitter phase: The perturbations in the field are proportional to the value of the Hubble parameter at the time of horizon crossing: Since V(  ) is not actually constant, but slowly-varying, we expect a weak dependence of the amplitude of the perturbations on the wavenumber If the perturbations were originated from the dynamics of a scalar field the spectrum should not be exactly scale invariant

Sudden Reionization As we don’t know precisely the details of the reionization history we should consider more general reionization scenarios CAMB Notes, Antony Lewis

MH’s Reionization Following Mortonson & Hu we can parametrize the reionization history as a free function of the redshift by decomposing the free electron fraction as The principal components S  (z) are the eigenfunctions of the Fisher matrix of an ideal, cosmic variance limited, experiment. The principal components S  (z) are the eigenfunctions of the Fisher matrix of an ideal, cosmic variance limited, experiment. m  are the amplitudes of the S  (z) m  are the amplitudes of the S  (z) x(z) is the WMAP fiducial model at which the FM is computed x fid (z) is the WMAP fiducial model at which the FM is computed M. J. Mortonson and W. Hu ApJ 686, L53 (2008)

Caveat (example): Constraints on inflationary parameters depend on assumption of Sudden reionization scenario. A more general scheme based on principal components (Mortonson and Hu, MH) can put n=1 back in agreement with observations. Planck will settle the issue. Pandolfi, Cooray, Giusarma, Kolb, Melchiorri, Mena, Serra, Phys. Rev. D 81, (2010) WMAP7 +MH + Tensors (no tensor)

Pandolfi, Cooray, Giusarma, Kolb, Melchiorri, Mena, Serra, Phys. Rev. D 81, (2010)

Komatsu et al, 2010,

Small scale CMB can probe Helium abundance at recombination. Changes in the visibility function.

Komatsu et al, 2010,

CMB Anisotropies Four mechanisms are responsable for CMB anisotropies: Gravity (Sachs-Wolfe effect) Intrinsic (Adiabatic) Fluctuations Doppler effect Time-Varying Potentials (Integrated Sachs-Wolfe Effect) Gravity Adiabatic Doppler ISW Visibility Function

Hu, Sugiyama, Silk, Nature 1997, astro-ph/

Komatsu et al, 2010, Neutrino background. Changes early ISW. Hint for N>3 ?

Gianpiero ManganoGianpiero Mangano, Alessandro Melchiorri, Olga Mena, Gennaro Miele, Anze SlosarAlessandro MelchiorriOlga MenaGennaro MieleAnze Slosar Journal-ref: JCAP0703:006,2007

South Pole Telescope- SPT

Atacama Cosmology Telescope ACT

New small-scale CMB measurements by ACT and SPT Flowler et al (ACT collaboration), 2010

Thermal Sunyaev-Zel’dovich effect SPT sampling frequencies at 150 and 220 GHz can discriminate it from Dusty Star Forming Galaxies (DSFG) foregrounds (ACT can’t).

M. Lueker et al (SPT collaboration), 2009 Thermal SZ Kinetic SZ Unresolved Point Sources

SPT measures an SZ amplitude lower by a factor 2 than expected ! Systematics ? SZ model ? New physics ? (Dark coupling, modified GR, Dark Matter) ?

Planck Satellite launch 14/5/2009

Planck First Light Survey (September 2009). Experiment is working as expected

Blue: current data Red: Planck

When the luminous source is the CMB, the lensing effect essentially re-maps the temperature field according to : unlensed lensed Taken from (Max Planck Institute for Astronomy at Heidelberg )Max Planck Institute for Astronomy at Heidelberg CMB Temperature Lensing

Where the lensing potential power spectrum is given by : Lensing Effect on Temperature Power Spectrum We obtain a convolution between the lensing potential power spectrum and the unlensed anisotropies power spectrum: The net result is a 3% broadening of the CMB angular power spectrum acustic peaks

Lensing della CMB e esperimenti futuri

New Measurements, New Parameters ! Neutrino masses Neutrino effective number Primordial Helium Fundamental Constants

Galli, Martinelli, Melchiorri, Pagano, Sherwin, Spergel, PRD submitted, arXiv:

Galli, Martinelli, Melchiorri, Pagano, Sherwin, Spergel, PRD submitted, arXiv:

Galli, Martinelli, Melchiorri, Pagano, Sherwin, Spergel, to be submitted 2010

Galli, Martinelli, Melchiorri, Pagano, Sherwin, Spergel, PRD submitted, arXiv:

Recent CMB measurements fully confirm  -CDM. Improved constraints on inflation Ionization History still to be probed by observations. Problems with integrated SZ effect on small scales (now too low). With future measurements constraints on new parameters related to laboratory Physics could be achieved.