Title: OWLS Pipeline Status Report
1OWLS Pipeline Status Report
- STEP 2007 Workshop, JPL
- Mon, Aug 20, 2007
- MSS Gill, J. Young, P. Martini, K. Honscheid, D.
Weinberg, C. Kochanek , E. Rozo OWLS Team - ( OWLS OSU Weak Lensing Survey)
2Outline
- Introduction to OWLS project
- Description of hybrid approach
- Our current results from this approach
- Cuts on various galaxy properties and their
effects on results - Plans
3OWLS Project Goals
- Constraining cosmological parameters with
- cluster weak lensing
- Picture of Abell 611 taken with the LBT (largest
effective area telescope in the world 11.9m)
4LBT OWLS Projections
- Projections for LBT with several clusters by next
Autumn
Assumes lensing using 50 richest clusters in
observed 250 degree squared field with all
background (lensed) galaxies at z0.6 Colors are
1,2,3 s contours Here s8 vs. Wm
(Plot J. Yoo)
5Progress over the year..
- We initially started the project thinking we
would be able to basically use the shapelets code
out of the can to extract cluster shear - But havent yet been able to get minimal KSB
estimator to give us the known shears for STEP2
fields we now know it has some instability (help
from RJM and JB) - So we came up with our own method to extract
shear, which works decently well - In hindsight, we have derived relations for
ellipticity from shapelets which should be
identical to sextractor values
(see backup slide for more detail)
6Hybrid Approach
- A bit unorthodox, but we extract shear in 2
steps - For sextractor part, we need to make pstamp
recompositions of each object from the shapelet
decompositions - Then separately sextract each of them, getting
ellipticity for each object - Recent work we can use shapelets coefficients to
get this as well, and plan to show this
equivalence in future work (see backup slide)
- Deconvolve image using shapelets
- Extract shear averages using sextractor
7Deconvolving with Extracted PSF
- We used the STEP2 starfields for the 6 individual
psfs - Extract psf in the standard way pick stars,
decompose them, fix fwhm and max decomposition
order, decompose again - Constant psf not assumed
- We then deconvolved the galaxy field with this
psf model
psf
8Example of Deconvolved Galaxy
(From STEP2 field psfD, file shear20, object 1)
9From deconvolved fields to shear extraction
- Use standard approach of plotting the difference
of extracted shear and the input shear, vs. the
input shear, for a given field - Fit this to a line, and extract output c
(y-intercept) and m (slope) values - Example (psfA)
- Ellipticity per object
Real (triangles) and Imag (diamonds) Shear Dif
vs. Input
Output-Input
Input
10Our Current Results ADE Avg
- Average of PSFs A,D,E compared with STEP2
groups - Squares rotation-matched
- Triangles original only
- Red square our result -- only on 22 file pairs
per psf
11Our Current Results PSF A
m
- Squares rotation-matched,
- Triangles original only
- Red square our result
m
c
c
12Our Current Results PSF D
- Squares rotation-matched,
- Triangles original only
- Red square our result
13Our Current Results PSF E
- Squares rotation-matched,
- Triangles original only
- Red square our result
14Variation with Cuts
Significant variation in resulting c and m With
varying cuts Here vary ab from 2 to 5 in steps
of 0.5 Interested in learning how other groups
came to their optimal sets of cuts
15Plans
- Next go to Subaru A1689 images
- Then to LBT images currently have 2 clusters in
hand - Plan to get many more clusters from LBT time this
coming year - Ultimately extract cosmological parameters
16BACKUP Slides
17Results with Known PSF
- We initially used PSFs sent to us by J. Berge to
get our technique working - Example Plot of rotation-matched averaged c, m
for D compared to paper, Red ours
18Cut effects on results
- Made cuts on several quantities (sexarea,
sexflux, ab, shapelets error) and saw results
improve - Example change in m as function of shapelets
error cut
19Ellipticities from Sextractor vs. from Shapelets
From Sextractor, second moments
Semimajor and Seminor axes
From shapelets, to lowest order
lt x2 -y2 gt (a_22 a_2,-2)/(a_00 2 a_40)
lt 2 x y gt -(a_22 - a_2,-2)/(a_00 2 a_40)
Where a_22 etc. are the shapelets coefficients
For power in that basis function