The Sunyaev-Zel’dovich effect: background and issues

Slides:



Advertisements
Similar presentations
CMB and cluster lensing Antony Lewis Institute of Astronomy, Cambridge Lewis & Challinor, Phys. Rept : astro-ph/
Advertisements

Introduction to Cosmology
Notes… Handouts available for today and yesterday
Using the Sunyaev-Zel’dovich effect to probe the gas in clusters
Circumstellar disks: what can we learn from ALMA? March ARC meeting, CSL.
A Crash Course in Radio Astronomy and Interferometry: 4
Science at Q band SZ/CMB models: Q-band science Mark Birkinshaw University of Bristol.
The estimation of the SZ effects with unbiased multifilters Diego Herranz, J.L. Sanz, R.B. Barreiro & M. López-Caniego Instituto de Física de Cantabria.
Kinetic SZ effect from galaxy cluster rotation & Another relativistic correction to the SZE JC, Gert Hütsi and Rashid Sunyaev accepted by A&A, 2005, astro-ph/
Observing the SZ Effect with the IRAM 30-meter and the Plateau de Bure Interferometer (on behalf of Francois-Xavier Desert)
The Large Scale Structure of the Universe Clusters of galaxies X-rays from clusters of galaxies Sheets and voids.
1 The SZE in the SKA & MILLIMETRON Era. The SZE: Physics high-energy photon Internal High-E electrons - thermal (supra-thermal) - relativistic ↑ Use CMB.
Planck 2013 results, implications for cosmology
HI Stacking: Past, Present and Future HI Pathfinder Workshop Perth, February 2-4, 2011 Philip Lah.
Exploring Dark Energy With Galaxy Cluster Peculiar Velocities Lloyd Knox & Alan Peel University of California, Davis.
A rough guide to radio astronomy and its use in lensing studies Simple stuff other lecturers may assume you know (and probably do)
X-ray synchrotron radiation and particle acceleration Martin Hardcastle University of Bristol, UK with Diana Worrall & Mark Birkinshaw (Bristol), Dan Harris.
HI in galaxies at intermediate redshifts Jayaram N Chengalur NCRA/TIFR Philip Lah (ANU) Frank Briggs (ANU) Matthew Colless (AAO) Roberto De Propris (CTIO)
Mark Birkinshaw University of Bristol
Ben Maughan (CfA)Chandra Fellows Symposium 2006 The cluster scaling relations observed by Chandra C. Jones, W. Forman, L. Van Speybroeck.
The Green Bank Telescope a powerful instrument for enhancing ALMA science Unblocked Aperture Low sidelobes gives high dynamic range Resistance to Interference.
WMAP. The Wilkinson Microwave Anisotropy Probe was designed to measure the CMB. –Launched in 2001 –Ended 2010 Microwave antenna includes five frequency.
1 ACT  Atacama Cosmology Telescope  Funded by NSF  Will measure CMB fluctuations on small angular scales  Probe the primordial power spectrum and the.
The Sunyaev-Zel’dovich effect The Sunyaev-Zel’dovich effect AMI day, 2011 September 30 Mark Birkinshaw University of Bristol.
K.S. Dawson, W.L. Holzapfel, E.D. Reese University of California at Berkeley, Berkeley, CA J.E. Carlstrom, S.J. LaRoque, D. Nagai University of Chicago,
The Structure Formation Cookbook 1. Initial Conditions: A Theory for the Origin of Density Perturbations in the Early Universe Primordial Inflation: initial.
A Primer on SZ Surveys Gil Holder Institute for Advanced Study.
Constraining Galactic Halos with the SZ-effect
Southern African Large Telescope Observations of ACT SZ-Selected Clusters Brian Kirk Catherine Cress, Matt Hilton, Steve Crawford, Jack Hughes, Felipe.
Star Formation Research Now & With ALMA Debra Shepherd National Radio Astronomy Observatory ALMA Specifications: Today’s (sub)millimeter interferometers.
Modelling radio galaxies in simulations: CMB contaminants and SKA / Meerkat sources by Fidy A. RAMAMONJISOA MSc Project University of the Western Cape.
P olarized R adiation I maging and S pectroscopy M ission Probing cosmic structures and radiation with the ultimate polarimetric spectro-imaging of the.
Polarization-assisted WMAP-NVSS Cross Correlation Collaborators: K-W Ng(IoP, AS) Ue-Li Pen (CITA) Guo Chin Liu (ASIAA)
130 cMpc ~ 1 o z~ = 7.3 Lidz et al ‘Inverse’ views of evolution of large scale structure during reionization Neutral intergalactic medium via HI.
130 cMpc ~ 1 o z = 7.3 Lidz et al ‘Inverse’ views of evolution of large scale structure during reionization Neutral intergalactic medium via HI 21cm.
Survey Quality Jim Condon NRAO, Charlottesville. Survey Qualities Leiden 2011 Feb 25 Point-source detection limit S lim Resolution Ω s Brightness sensitivity.
ASIAA NTU PHYS J.H.P.Wu & AMiBA Team To remove the ground pickup and electronic DC component in the data, we tracked the source- (P1) and tail- (P2) patches.
Molecular Gas and Dust in SMGs in COSMOS Left panel is the COSMOS field with overlays of single-dish mm surveys. Right panel is a 0.3 sq degree map at.
Scientific objectives for XEUS: Galaxies Groups and Clusters at z~2 Study of the Evolution of clusters in the mass range kT > 2 keV up to z=2. Dynamics,
Bolometer Camera Plans at MPIfR, Bonn E. Kreysa, Kaustuv moni Basu, H.-P. Gemünd, G. Siringo, A. Kovacs, F. Schuller, A. Weiß, K. Menten Max-Planck-Institute.
The KAT/SKA project and Related Research Catherine Cress (UKZN/KAT/UWC)
Atacama Large Millimeter Array October 2004DUSTY041 Scientific requirements of ALMA, and its capabilities for key-projects: extragalactic Carlos.
Using the Sunyaev-Zeldovich Effect to Determine H o and the Baryon Fraction by Michael McElwain Astronomy 278: Anisotropy and Large Scale Structure in.
Sunyaev-Zel'dovich effect CMB anisotropies: S-Z effect and how it is used in practice The theoretical foundation of the Sunyaev-Zel'dovich effect.
PHY306 1 Modern cosmology 4: The cosmic microwave background Expectations Experiments: from COBE to Planck  COBE  ground-based experiments  WMAP  Planck.
Academia Sinica National Taiwan University AMiBA System Performance Kai-yang Lin 1,2 and AMiBA Team 1,2,3 1 Institute of Astronomy and Astrophysics, Academia.
Constraining Cosmology with Peculiar Velocities of Type Ia Supernovae Cosmo 2007 Troels Haugbølle Institute for Physics & Astronomy,
Cosmic Microwave Background Carlo Baccigalupi, SISSA CMB lectures at TRR33, see the complete program at darkuniverse.uni-hd.de/view/Main/WinterSchoolLecture5.
SUNYAEV-ZELDOVICH EFFECT. OUTLINE  What is SZE  What Can we learn from SZE  SZE Cluster Surveys  Experimental Issues  SZ Surveys are coming: What.
ALMA & SZ, RadioNet in Paris – April 7-8, The Sunyaev-Zeldovich Effect with ALMA Band 1 Steven T. Myers National Radio Astronomy Observatory Socorro,
The Structure Formation Cookbook 1. Initial Conditions: A Theory for the Origin of Density Perturbations in the Early Universe Primordial Inflation: initial.
SZ effect and ALMA workshops Lauro Moscardini Dipartimento di Astronomia Università di Bologna, Italy IAS, Orsay, 7-8 April 2005.
Imaging Molecular Gas in a Nearby Starburst Galaxy NGC 3256, a nearby luminous infrared galaxy, as imaged by the SMA. (Left) Integrated CO(2-1) intensity.
The Very Small Array Angela Taylor & Anze Slosar Cavendish Astrophysics University of Cambridge.
SZ review The microwave background radiation and the Sunyaev- Zel’dovich effect Mark Birkinshaw.
The effects of the complex mass distribution of clusters on weak lensing cluster surveys Zuhui Fan Dept. of Astronomy, Peking University.
Observing Strategies at cm wavelengths Making good decisions Jessica Chapman Synthesis Workshop May 2003.
Array for Microwave Background Anisotropy AMiBA SZ Science AMiBA Team NTU Physics Figure 4. Simulated AMiBA deep surveys of a 1deg 2 field (no primary.
INFRARED-BRIGHT GALAXIES IN THE MILLENNIUM SIMULATION AND CMB CONTAMINATION DANIEL CHRIS OPOLOT DR. CATHERINE CRESS UWC.
Relativistic Corrections to the Sunyaev-Zeldovich Effect for Clusters of Galaxies Satoshi Nozawa Josai Junior College for Women 1/33 Collaborators: N.
Bwdem – 06/04/2005doing cosmology with galaxy clusters Cosmology with galaxy clusters: testing the evolution of dark energy Raul Abramo – Instituto de.
Giuseppina Coppola1 First predicted by the Russian scientists Sunayaev and Zel’dovich in Galaxy Clusters have hot gas that produce electrons by bremsstahlung.
1 Astro Particle Cosmology Studying SZ Effects with ALMA ALMA/ARC 2007 ALMA/ARC 2007 March 2, 2007 Sergio Colafrancesco Sergio Colafrancesco INAF - Osservatorio.
Big Bang f(HI) ~ 0 f(HI) ~ 1 f(HI) ~ History of Baryons (mostly hydrogen) Redshift Recombination Reionization z = 1000 (0.4Myr) z = 0 (13.6Gyr) z.
Hiroyasu Tajima Stanford Linear Accelerator Center Kavli Institute for Particle Astrophysics and Cosmology October 26, 2006 GLAST lunch Particle Acceleration.
Cosmic Microwave Background Carlo Baccigalupi, SISSA CMB lectures at TRR33, see the complete program at darkuniverse.uni-hd.de/view/Main/WinterSchoolLecture5.
Biased total mass of CC galaxy clusters by SZE measurements Andrea Conte Astronomy PhD, XXIII Cycle “Sapienza” University of Rome. School of Astrophysics.
AY202a Galaxies & Dynamics Lecture 18: Galaxy Clusters & Cosmology
Mapping the Dark Matter in the Local Universe
Some issues in cluster cosmology
Presentation transcript:

The Sunyaev-Zel’dovich effect: background and issues Opening invited review for meeting “The Sunyaev-Zel’dovich effect and ALMA” IAS, Orsay – 7-8 April 2005 1. Simple observables based on simple cluster models 2. Simple observations 3. Simple science results 4. More complicated observables 5. Requirements on observations 6. Status at the time of ALMA Mark Birkinshaw University of Bristol

1. Simple observables: shape The SZ effects are the results of inverse-Compton scattering by hot electrons on cold CMB photons. The principal (thermal) SZ effect has an amplitude proportional to the Comptonization parameter, ye, the dimensionless electron temperature weighted by the scattering optical depth 7 April 2005 Mark Birkinshaw, U. Bristol

1. Simple observables: shape For a simple isothermal  model Typical central value ye0  10-4 SZE has larger angular size than X-ray image and weaker dependence on  7 April 2005 Mark Birkinshaw, U. Bristol

1. Simple observables: spectrum For clusters which aren’t too hot, or at low frequency, the thermal SZE has the Kompaneets spectrum x is the dimensionless frequency, h/kBTCMB = 0.0186(/GHz) I0 is the specific intensity scale from the thermal SZE 7 April 2005 Mark Birkinshaw, U. Bristol

1. Simple observables: spectrum spectrum related to gradient of CMB spectrum zero near peak of CMB spectrum (about 220 GHz) 7 April 2005 Mark Birkinshaw, U. Bristol

1. Simple observables: kinematic SZE If the cluster is moving, then in the cluster frame the CMB is anisotropic. Scattering isotropizes it by an amount  evz, giving kinematic SZE Same as spectrum of primordial CMB fluctuations: TCMB change. 7 April 2005 Mark Birkinshaw, U. Bristol

1. Simple observables: kinematic SZE spectrum related to gradient of CMB spectrum no zero small compared to thermal effect at low frequency confused by primordial structure 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations Prime focus: single on-axis feed symmetrical dual feeds Secondary focus: single on-axis feed symmetrical dual feeds array of feeds (large focal plane) Simplest: single-dish radiometers/radiometer arrays. 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: radiometer sensitivity Always observe with beam-switching + position-switching, or scanning, or some other strategy to reduce systematic errors. Sensitivity expected to be (N > 1), but TA doesn’t reduce with time as -1/2 after some limiting time, because gain and Tsys are unsteady. 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: z dependence Angular size and separation of beams leads to redshift dependent efficiency Shape of curve shows redshift of maximum signal, long plateau 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: radiometer results fast at measuring integrated SZ effect of given cluster multi-beam limits choice of cluster, but subtracts sky well radio source worries less used since early 1990s new opportunities, e.g. GBT, with radiometer arrays Birkinshaw 1999 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometers OVRO array in compact configuration (old site). 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometer sensitivity Sensitivity of interferometer Ncorr = number of antenna-antenna correlations used in making synthesized beam (solid angle synth). source = solid angle of source. 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometer baselines restricted angular dynamic range set by baseline and antenna size good rejection of confusing radio sources (can use long baselines) available baselines Abell 665 model, VLA observation 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometer maps First interferometric detection of SZE: Ryle telescope, Abell 2218 Jones et al. (1993) 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometer maps restricted angular dynamic range high signal/noise (long integration possible) clusters easily detectable to z  1 Carlstrom et al. 1999 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: interferometer maps VSA: low-z clusters About 100 hours/map High signal/noise detection Apparent noise is confusion from CMB primordial fluctuations – limitation of all single-frequency work Lancaster et al. (2004; astro-ph/0405582) 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: bolometers A good alternative is bolometric observation using an array: e.g., BOLOCAM on CSO; ACBAR on Viper. Issues to do with the stability of the atmosphere. mm-wave data – good for looking at spectrum. 7 April 2005 Mark Birkinshaw, U. Bristol

2. Simple observations: bolometer maps A 3266: z = 0.06 VIPER +ACBAR Images at 150, 220, 275 GHz, 5 arcmin FWHM Remove CMB to leave thermal SZE (bottom right) Gómez et al. 2003 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results Integrated SZ effects total thermal energy content total hot electron content SZ structures not as sensitive as X-ray data need for gas temperature Mass structures and relationship to lensing Radial peculiar velocity via kinematic effect 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: integrated SZE Total SZ flux density Thermal energy content immediately measured in redshift-independent way Virial theorem: SZ flux density should be good measure of gravitational potential energy 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: integrated SZE Total SZ flux density If have X-ray temperature, then SZ flux density measures electron count, Ne (and hence baryon count) Combine with X-ray derived mass to get fb 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: SZE structures Only crudely measured so far Relatively more sensitivity to outer parts of clusters than X-ray data Angular dynamic range issue: limitation of array sizes (radiometer, interferometer, bolometer), and CMB confusion Will need sensitivity at Jy level on 10 arcsec to 120 arcsec scales 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: SZE and lensing Weak lensing measures ellipticity field e, and so Surface mass density as a function of position can be combined with SZ effect map to give a map of fb  SRJ/ 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: total, gas masses Inside 250 kpc: XMM +SZ Mtot = (2.0  0.1)1014 M Lensing Mtot = (2.7  0.9)1014 M XMM+SZ Mgas = (2.6  0.2)  1013 M CL 0016+16 with XMM Worrall & Birkinshaw 2003 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: vz Kinematic effect separable from thermal SZE by different spectrum Confusion with primary CMB fluctuations limits vz accuracy (typically to 150 km s-1) Velocity substructure in atmospheres will reduce accuracy further Statistical measure of velocity distribution of clusters as a function of redshift in samples 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: vz Need good SZ spectrum X-ray temperature Confused by CMB structure Sample  vz2 Errors  1000 km s so far A 2163; figure from LaRoque et al. 2002. 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: cosmology Cosmological parameters cluster-based Hubble diagram cluster counts as function of redshift Cluster evolution physics evolution of cluster atmospheres via cluster counts evolution of radial velocity distribution evolution of baryon fraction Microwave background temperature elsewhere in Universe 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: cluster Hubble diagram X-ray surface brightness SZE intensity change Eliminate unknown ne to get cluster size L, and hence distance or H0 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: cluster distances DA = 1.36  0.15 Gpc H0 = 68  8  18 km s-1 Mpc-1 Worrall & Birkinshaw 2003 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: cluster Hubble diagram poor leverage for other parameters need many clusters at z > 0.5 need reduced random errors ad hoc sample systematic errors Carlstrom, Holder & Reese 2002 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: SZE surveys SZ-selected samples almost mass limited and orientation independent Large area surveys 1-D interferometer surveys slow, 2-D arrays better radiometer arrays fast, but radio source issues bolometer arrays fast, good for multi-band work Survey in regions of existing X-ray/optical surveys Expect SZ to be better than X-ray at high z 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: SZE sky SZ sky predicted using structure formation code (few deg2, y = 0 – 10-4) Primordial fluctuations ignored Cluster counts strong function of cosmological parameters and cluster formation physics. 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: SZE sky See talks of Stefano Borgani Scott Kay Antonio da Silva Lauro Moscardini Jim Bartlett Joseph Silk 7 April 2005 Mark Birkinshaw, U. Bristol

3. Simple science results: fB SRJ  Ne Te Total SZ flux  total electron count  total baryon content. Compare with total mass (from X-ray or gravitational lensing)  baryon mass fraction b/m Figure from Carlstrom et al. 1999. 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables Detailed structures Gross mass model Clumping Shocks and cluster substructures Detailed spectra Temperature-dependent/other deviations from Kompaneets spectrum CMB temperature Polarization Multiple scatterings Velocity term 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed structures Clumping induced by galaxy motions, minor mergers, etc. affects the SZE/X-ray relationship More extreme structures caused by major mergers, associated with shocks, cold fronts Further SZE (density/temperature-dominated) structures associated with radio sources (local heating likely), cooling flows, large-scale gas motions (kinematic effect). 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed structures J0717.5+3745 z = 0.548 Clearly disturbed, shock-like substructure, filament What will SZ image look like? 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed structures See talks by Monique Arnaud Doris Neumann Steen Hansen Tetsu Kitayama Christoph Pfrommer Andrea Lapi 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed spectra Ratio of SZ effects at two different frequencies is a function of CMB temperature (with slight dependence on Te and cluster velocity) So can use SZ effect spectrum to measure CMB temperature at distant locations and over range of redshifts Test TCMB  (1 + z) Battistelli et al. (2002) 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed spectra for low-Te gas effect is independent of Te Te > 5 keV, spectrum is noticeable function of Te non-thermal effect (high energies) gives distortion multiple scatterings give another distortion 15 keV 5 keV 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: detailed spectra See talks by Francesco Melchiorri Björn Schaeffer Diego Herranz Sergio Colafrancesco Jens Chluba 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: polarization Polarization signals are O(z) or O(e) smaller than the total intensity signals: this makes them extremely hard to measure Interferometers help by rejecting much of the resolved signal, since some of the polarization signal has smaller angular size than I 7 April 2005 Mark Birkinshaw, U. Bristol

4. More complicated observables: polarization See talks by Doris Neumann Asantha Cooray Jens Chluba 7 April 2005 Mark Birkinshaw, U. Bristol

5. Requirements on observations Use Size (mK) Critical issues Energetics 0.50 Absolute calibration Baryon count Absolute calibration; isothermal/spherical cluster; gross model Gas structure Beamshape; confusion Mass distribution Absolute calibration; isothermal/spherical cluster Hubble diagram Absolute calibration; gross model; clumping; axial ratio selection bias 7 April 2005 Mark Birkinshaw, U. Bristol

5. Requirements on observations Use Size (mK) Critical issues Blind surveys 0.10 Gross model; confusion Baryon fraction evolution Absolute calibration; isothermal/spherical cluster; gross model CMB temperature Absolute calibration; substructure Radial velocity 0.05 Absolute calibration; gross model; bandpass calibration; velocity substructure 7 April 2005 Mark Birkinshaw, U. Bristol

5. Requirements on observations Use Size (mK) Critical issues Cluster formation 0.02 Absolute calibration Transverse velocity 0.01 Confusion; polarization calibration 7 April 2005 Mark Birkinshaw, U. Bristol

6. Status at the time of ALMA: 2005 Current status About 100 cluster detections high significance (> 10) detections multi-telescope confirmations interferometer maps, structures usually from X-rays Spectral measurements still rudimentary no kinematic effect detections Preliminary blind and semi-blind surveys a few detections 7 April 2005 Mark Birkinshaw, U. Bristol

6. Status at the time of ALMA: 2005-2010 See talks by Rüdiger Kneissl Guo-Chin Liu Katy Lancaster Pierre Cox Frank Bertoldi John Carlstrom Björn Schaefer … and other SZ instrumentation projects 7 April 2005 Mark Birkinshaw, U. Bristol

6. Status at the time of ALMA: 2010 About 5000 cluster detections Most from Planck catalogue, low-z 10% from high-resolution surveys (AMiBA, SZA, BOLOCAM, etc.) About 100 images with > 100 resolution elements Mostly interferometric, tailored arrays, 10 arcsec FWHM Some bolometric maps, 15 arcsec FWHM About 50 integrated spectral measurements Still confusion limited Still problems with absolute calibration 7 April 2005 Mark Birkinshaw, U. Bristol

6. Status at the time of ALMA: ALMA, 2010 ALMA band 1 suitable for SZE 1 microJy in 10 arcsec FWHM over 145 arcsec primary beam in 12 hours Cluster substructure mapping (loses largest scales) Quality of mosaics still uncertain Band 1 is not likely to be available in 2010 Blind surveys using ALMA band-1 not likely – wrong angular scales See talks by Robert Laing, Steve Myers 7 April 2005 Mark Birkinshaw, U. Bristol

6. Status at the time of ALMA: X-ray context: 2010 No XMM or Chandra Constellation-X/XEUS not available Working with archival X-ray surveys X-ray spectra of high-z clusters of relatively poor quality Optical/IR survey follow-up in SZE, or order of follow-ups reversed: SZE before X-ray. 7 April 2005 Mark Birkinshaw, U. Bristol