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The Large Synoptic Survey Telescope and Precision Studies of Cosmology David L. Burke SLAC C2CR07 Granlibakken, California February 26, 2007 Brookhaven.

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Presentation on theme: "The Large Synoptic Survey Telescope and Precision Studies of Cosmology David L. Burke SLAC C2CR07 Granlibakken, California February 26, 2007 Brookhaven."— Presentation transcript:

1 The Large Synoptic Survey Telescope and Precision Studies of Cosmology David L. Burke SLAC C2CR07 Granlibakken, California February 26, 2007 Brookhaven National Laboratory California Institute of Technology Google Corporation Harvard-Smithsonian Center for Astrophysics Johns Hopkins University Las Cumbres Observatory Lawrence Livermore National Laboratory National Optical Astronomy Observatory Ohio State University Pennsylvania State University Princeton University Research Corporation Stanford Linear Accelerator Center Stanford University University of Arizona University of California, Davis University of Illinois University of Pennsylvania University of Washington The LSST Collaboration

2 Outline The LSST Mission The LSST Telescope and Camera Precision Cosmology and Dark Energy Schedule and Plans

3 Concordance and Consternation Is  CDM all there is? Is the universe really flat? What is the dark matter? Is it just one thing? What is driving the acceleration of the universe? What is inflation? Can general relativity be reconciled with quantum mechanics?

4 The LSST Mission Photometric survey of half the sky (  20,000 square degrees). Multi-epoch data set with return to each point on the sky approximately every 4 nights for up to 10 years. A new 10 square degree field every 40 seconds. Prompt alerts (within 60 seconds of detection) to transients. Deliverables Archive over 3 billion galaxies with photometric redshifts to z = 3. Detect 250,000 Type 1a supernovae per year (with photo-z < 0.8).

5 Telescope and Camera 8.4m Primary-Tertiary Monolithic Mirror 3.5° Photometric Camera 3.4m Secondary Meniscus Mirror

6 Aperture and Field of View Primary mirror diameter Field of view Keck Telescope 0.2 degrees 10 m 3.5 degrees LSST

7 Optical Throughput – Eténdue AΩ All facilities assumed operating100% in one survey

8 Telescope Optics PSF controlled over full FOV. Paul-Baker Three-Mirror Optics 8.4 meter primary aperture. 3.5° FOV with f/1.23 beam and 0.20” plate scale.

9 Similar Optical Mirrors and Systems Large Binocular Telescope f/1.1 optics with two 8.4m primary mirrors. SOAR 4.2m meniscus primary mirror

10 Camera and Focal Plane Array Filters and Shutter Focal Plane Array 3.2 Giga pixels ~ 2m Wavefront Sensors and Fast Guide Sensors “Raft” of nine 4kx4k CCDs. 0.65m Diameter

11 Focal Plane Metrology Silicon Displacement : CCD Thickness (100  m) +10  m 0  m -10  m PSF Assembly-stage adjustment to achieve tolerance of 10 microns peak-to-valley surface flatness. Simulated LSST photon beam in silicon.

12 LSST Site El Peñón Cerro Pachón Gemini South and SOAR LSST Facility Sketch

13 LSST Cosmology Highlights o Weak lensing of galaxies to z = 3. Tomographic shear correlations in linear and non-linear gravitational regimes. o Supernovae to z = 1. Lensed supernovae and time delays. o Galaxies and cluster number densities as function of z. Power spectra on very large scales k ~ 10 -3 h Mpc -1. o Baryon acoustic oscillations. Power spectra on scales k ~ 10 -1 h Mpc -1. More

14 Propagation of Light Rays Can be several (or even an infinite number of) geodesics along which light travels from the source to the observer.  Displaced and distorted images.  Multiple images.  Time delays in appearances of images. Observables are sensitive to cosmic distances and to the structure of energy and matter (near) line-of-sight.

15 A complete Einstein ring. Strong Lensing Galaxy at z =1.7 multiply imaged by a cluster at z = 0.4. Multiply imaged quasar (with time delays).

16 Distorted Image  Source ξiξi ξjξj Convergence and Shear “Convergence”  and “shear”  determine the magnification and shape (ellipticity) of the image. Distortion matrix with the co-moving coordinate along the geodesic, and a function of angular diameter distances. ( )

17 Simulation courtesy of S. Colombi (IAP, France). Weak Lensing of Distant Galaxies Sensitive to cosmological distances, large-scale structure of matter, and the nature of gravitation. Source galaxies are also lenses for more distant galaxies.

18 Observables and Survey Strategy Galaxies are not round!  g ~ 30% The cosmic signal is  1%. Must average a large number of source galaxies. Signal is the gradient of , with zero curl.  “ B-Mode” must be zero.

19 Weak Lensing Results Discovery (2000 – 2003) 1 sq deg/survey 30,000 galaxies/survey CFHT Legacy Survey (2006) 20 sq deg (“Wide”) 1,600,000 galaxies “B-Mode” Requires Dark Energy (w 0 < -0.4 at 99.7% C.L.)

20 Shear Power Spectra Tomography  LSST designed to achieve 0.001 or better residual shear error. 0.01 0.001 Needed Shear Sensitivity Linear regime Non-linear regime ΛCDM

21 LSST Postage Stamp (10 -4 of Full LSST FOV) Exposure of 20 minutes on 8 m Subaru telescope. Point spread width 0.52 arc-sec (FWHM). Depth r < 26 AB. Field contains about 10 stars and 100 galaxies useful for analysis. 1 arc-minute LSST will see each point on the sky in each optical filter this well every 6-12 months.

22 Multi-Epoch Data Archive Average down instrumental and atmospheric statistical variations. Large dataset allows systematic errors to be addressed by subdivision.

23 Multi-Epoch Data Archive Average down instrumental and atmospheric statistical variations. Large dataset allows systematic errors to be addressed by subdivision.

24 Residual Shear Correlations  CDM shear signal Typical separation of reference stars in LSST exposures. Data from Subaru.

25 Photometric Measurement of Redshifts “Photo-z’s” Galaxy Spectral Energy Density (SED) Moves right larger z.Moves left smaller z. “Balmer Break”

26 Photo-z Calibration Calibrate with 20,000 spectroscopic redshifts. Need to calibrate bias and width to 10% accuracy to reach desired precision Simulation of 6-band photo-z.  z  0.05 (1+z) Simulation photo-z calibration.  z  0.03 (1+z)

27 Precision on Dark Energy Parameters Measurements have different systematic limits. Combination is significantly better than any individual measurement.

28 Project Schedule 2006 Site Selection Primary Mirror Contract (Arizona Mirror Lab) Construction Proposals (NSF and DOE) 2007-2009 Complete Engineering and Design Long-Lead Procurements 2010-2013Construction and First Light 2014Commissioning and Science Done


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