BARYON ACOUSTIC OSCILLATIONS. Cosmological Parameters and You

Similar documents
BAO and Lyman-α with BOSS

Lecture 09. The Cosmic Microwave Background. Part II Features of the Angular Power Spectrum

BAO & RSD. Nikhil Padmanabhan Essential Cosmology for the Next Generation VII December 2017

Power spectrum exercise

STUDY OF THE LARGE-SCALE STRUCTURE OF THE UNIVERSE USING GALAXY CLUSTERS

Dark Energy in Light of the CMB. (or why H 0 is the Dark Energy) Wayne Hu. February 2006, NRAO, VA

Brief Introduction to Cosmology

Theoretical developments for BAO Surveys. Takahiko Matsubara Nagoya Univ.

Baryon acoustic oscillations A standard ruler method to constrain dark energy

Large Scale Structure (Galaxy Correlations)

You may not start to read the questions printed on the subsequent pages until instructed to do so by the Invigilator.

The Power. of the Galaxy Power Spectrum. Eric Linder 13 February 2012 WFIRST Meeting, Pasadena

Vasiliki A. Mitsou. IFIC Valencia TAUP International Conference on Topics in Astroparticle and Underground Physics

Galaxies 626. Lecture 3: From the CMBR to the first star

Cosmology. Jörn Wilms Department of Physics University of Warwick.

Dark Energy. Cluster counts, weak lensing & Supernovae Ia all in one survey. Survey (DES)

Large Scale Structure After these lectures, you should be able to: Describe the matter power spectrum Explain how and why the peak position depends on

Mapping the Universe spectroscopic surveys for BAO measurements Meeting on fundamental cosmology, june 2016, Barcelona, Spain Johan Comparat

Lecture 03. The Cosmic Microwave Background

Baryon Acoustic Oscillations Part I

Introduction. How did the universe evolve to what it is today?

Baryon Acoustic Oscillations and Beyond: Galaxy Clustering as Dark Energy Probe

A5682: Introduction to Cosmology Course Notes. 11. CMB Anisotropy

Results from the Baryon Oscillation Spectroscopic Survey (BOSS)

AST5220 lecture 2 An introduction to the CMB power spectrum. Hans Kristian Eriksen

Astr 2320 Thurs. May 7, 2015 Today s Topics Chapter 24: New Cosmology Problems with the Standard Model Cosmic Nucleosynthesis Particle Physics Cosmic

Cosmic Microwave Background Introduction

Baryon Acoustic Oscillations (BAO) in the Sloan Digital Sky Survey Data Release 7 Galaxy Sample

Modern Cosmology / Scott Dodelson Contents

Cosmology II: The thermal history of the Universe

Recent BAO observations and plans for the future. David Parkinson University of Sussex, UK

Theory of galaxy formation

AST5220 lecture 2 An introduction to the CMB power spectrum. Hans Kristian Eriksen

Large-scale structure as a probe of dark energy. David Parkinson University of Sussex, UK

Physics 463, Spring 07. Formation and Evolution of Structure: Growth of Inhomogenieties & the Linear Power Spectrum

Concordance Cosmology and Particle Physics. Richard Easther (Yale University)

Licia Verde. Introduction to cosmology. Lecture 4. Inflation

Really, really, what universe do we live in?

Simulating Cosmic Microwave Background Fluctuations

Neutrino Mass Limits from Cosmology

Cosmology with high (z>1) redshift galaxy surveys

The Once and Future CMB

Large Scale Structure I

Correlations between the Cosmic Microwave Background and Infrared Galaxies

AST4320: LECTURE 10 M. DIJKSTRA

Chapter 9. Cosmic Structures. 9.1 Quantifying structures Introduction

A5682: Introduction to Cosmology Course Notes. 11. CMB Anisotropy

The SDSS-III Baryon Acoustic Oscillation Survey (BOSS)

Study the large-scale structure of the universenovember using galaxy 10, 2016 clusters 1 / 16

n=0 l (cos θ) (3) C l a lm 2 (4)

Jorge Cervantes-Cota, ININ. on behalf of the DESI Collaboration

Structure in the CMB

2013: A Good Year for Cosmology A Brief History of Contemporary Cosmology

The Growth of Structure Read [CO 30.2] The Simplest Picture of Galaxy Formation and Why It Fails (chapter title from Longair, Galaxy Formation )

From quasars to dark energy Adventures with the clustering of luminous red galaxies

Cosmic sound: near and far

Cosmic Microwave Background

BAO & RSD. Nikhil Padmanabhan Essential Cosmology for the Next Generation December, 2017

Introductory Review on BAO

Exploring dark energy in the universe through baryon acoustic oscillation

Introduction to SDSS-IV and DESI

Growth of structure in an expanding universe The Jeans length Dark matter Large scale structure simulations. Large scale structure

An accurate determination of the Hubble constant from baryon acoustic oscillation datasets

Physics 218: Waves and Thermodynamics Fall 2003, James P. Sethna Homework 11, due Monday Nov. 24 Latest revision: November 16, 2003, 9:56

MASAHIDE YAMAGUCHI. Quantum generation of density perturbations in the early Universe. (Tokyo Institute of Technology)

Énergie noire Formation des structures. N. Regnault C. Yèche

Large Scale Structure with the Lyman-α Forest

Cosmology with Wide Field Astronomy

20 Lecture 20: Cosmic Microwave Background Radiation continued

Cosmological observables and the nature of dark matter

THE PAU (BAO) SURVEY. 1 Introduction

The Expanding Universe

COSMOLOGY The Origin and Evolution of Cosmic Structure

NeoClassical Probes. of the Dark Energy. Wayne Hu COSMO04 Toronto, September 2004

BAO from the DR14 QSO sample

Astronomy 182: Origin and Evolution of the Universe

CMB Anisotropies: The Acoustic Peaks. Boom98 CBI Maxima-1 DASI. l (multipole) Astro 280, Spring 2002 Wayne Hu

Structures in the early Universe. Particle Astrophysics chapter 8 Lecture 4

Beyond BAO: Redshift-Space Anisotropy in the WFIRST Galaxy Redshift Survey

FURTHER COSMOLOGY Book page T H E M A K E U P O F T H E U N I V E R S E

Cosmology with CMB: the perturbed universe

Astronomy 182: Origin and Evolution of the Universe

BAO analysis from the DR14 QSO sample

The State of Tension Between the CMB and LSS

Observational cosmology: the RENOIR team. Master 2 session

Absolute Neutrino Mass from Cosmology. Manoj Kaplinghat UC Davis

The Beginning of the Universe 8/11/09. Astronomy 101

Cosmic Microwave Background Polarization. Gil Holder

Lecture 3. The inflation-building toolkit

What can we Learn from the Cosmic Microwave Background

El Universo en Expansion. Juan García-Bellido Inst. Física Teórica UAM Benasque, 12 Julio 2004

Cosmological Structure Formation Dr. Asa Bluck

TESTING GRAVITY WITH COSMOLOGY

Unication models of dark matter and dark energy

eboss Lyman-α Forest Cosmology

The oldest science? One of the most rapidly evolving fields of modern research. Driven by observations and instruments

Priming the BICEP. Wayne Hu Chicago, March BB

Advanced Topics on Astrophysics: Lectures on dark matter

H 0 is Undervalued BAO CMB. Wayne Hu STSCI, April 2014 BICEP2? Maser Lensing Cepheids. SNIa TRGB SBF. dark energy. curvature. neutrinos. inflation?

Outline. Walls, Filaments, Voids. Cosmic epochs. Jeans length I. Jeans length II. Cosmology AS7009, 2008 Lecture 10. λ =

Transcription:

BARYON ACOUSTIC OSCILLATIONS Cosmological Parameters and You

OUTLINE OF TOPICS Definitions of Terms Big Picture (Cosmology) What is going on (History) An Acoustic Ruler(CMB) Measurements in Time and Space Measurements of Galaxies Galactic Correlation Function The Big Why Current and Future Projects SDSS LSST/DESI Summary SDSS-III visual media by Chris Blake and Sam Moorfield

DEFINITION OF TERMS What s that mean?

BAO Baryon Acoustic Oscillation Enveloping term for fluctuations in mass density due to pressure fluctuations in the early universe. 2P(A)CF Two-Point (Angular) Correlation Function Measurement of distance between any two randomly selected objects in a given (area) volume. Power Spectrum The Fourier Transform of the 2PCF converting angular scales (rad) to multipoles (l) or wave numbers (k). Inflation A period of rapid cosmic expansion from t 0 10-36 s to t f 10-33 s.

THE BIG PICTURE We re doing Theory!

WHAT HAPPENED WHEN Big Bang Universe is tiny Quantum fluctuations in energy density Universe inflates Quantum fluctuations are stretched to cosmic scales Energy density fluctuations persist until Recombination (z~1089) BICEP2 Visual Media

CMB AND TEMPERATURE VARIATIONS ACOUSTIC OSCILLATIONS Bobin, J., et al., A&A, 563, 105B (2014).

BARYON ACOUSTIC OSCILLATIONS 1 Acoustic Oscillations occur in photons and baryons, but not dark matter Dark matter perturbations happen in place Baryon perturbations happen in expanding shell Wayne Hu visual media

BARYON ACOUSTIC OSCILLATIONS 2 SDSS-III BOSS Visual Media Shells of baryons, at z ls are moving at speed of sound, or v 0.5c At z ls perturbations are small, but Matthew Effect causes them to grow with time. At z ls, d s =0.145 Mpc

MEASUREMENTS IN TIME AND SPACE Here comes the math

MEASUREMENTS OF GALAXIES Need large survey of galaxies Redshift distortions require they have a small Δz Also need large survey of random galaxies for the 2PCF SDSS DR8 Press Release

GALACTIC CORRELATION FUNCTION (ξ) Eisenstein, D., et al., ApJ, 633, 560 (2005). DD( s) 2DR( s) RR( s) ( s) RR( s) DD survey galaxy sep. RR random galaxy sep. DR survey-random sep. Acoustic radius, r s, is dependent on z: r s = d s x (1+z ls -z obs ) Mpc r s (z obs =0.47) 150 Mpc

THE BIG WHY Acoustic scale incredibly well constrained 2PACF is cosmology independent Converting to 2PCF constrains distance ladder from SN Ia Can survey different redshift epochs, to constrain Ω Λ, H, Ω M, Ω k, or m ν Huterer, D., Shafer, D., RPPh, 81, 6907 (2018)

CURRENT AND FUTURE PROJECTS Looking at the future looking back in time

SDSS/BARYON OSCILLATION SPECTROSCOPIC SURVEY (BOSS) Acoustic features in Galaxy survey detected at 7σ Ly α forest allow measuring BAOs through redshift distortions Need galaxy surveys as QSOs suffer from shot noise. Anderson, L., et al., MNRAS, 441, 24 (2014).

FUTURE PROJECTS DESI 4m Telescope via desi.lbl.gov LSST Model Render via lsst.org

SUMMARY Cosmic Microwave Background allows <1% measurement of acoustic scale. Baryons oscillate in potential wells before Recombination. Baryon oscillation scale frozen at Recombination Gravitational instabilities cause growing density fluctuations with time Expanding universe makes increases baryon oscillation scale. Angular correlation function is model-independent, but 2PCF allows for model testing. Uncertainties in BAO-derived models are orthogonal to uncertainties from SN Ia distance ladder.

ALL THE QUESTIONS