UPDATED CTE CORRECTION FORMULAE FOR ACS Marco Chiaberge

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UPDATED CTE CORRECTION

FORMULAE FOR ACS

Marco Chiaberge

Pey Lian Lim, Vera Kozhurina-Platais, Marco Sirianni

Ron Gilliland, Jennifer Mack

CHARGE TRANFER EFFICIENCY (CTE) per pixel

Defined as CTE = 1 -

D

Q/Q = 1 - CTI

For an ideal CCD CTE = 1.0

For real CCDs CTE < 1 manufacturing imperfections in the crystalline lattice radiation damage (increasing with time)

The total CTE is CTE N significant effect for large CCDs

CTE depends on flux, sky level, # of transfers

The effect of CTE on stellar photometry is to reduce the measured flux

(up to ~20% or more)

A fraction of the “lost” flux goes into the “tail”

But significant flux is just lost and cannot be recovered

Photometric test

Allows to measure the total flux lost and provides correction formulae for photometry.

Stars are positioned at different distance from the readout amplifier thus changing the number of transfers and therefore the impact of CTE.

D C

A

C

B A

HRC

D

WFC

Observations

Programs: CAL/ACS 9648, 10043, 10368 (PI:A. Riess),

10730 (PI: Chiab)

FILTERS: F606W, F775W, F502N

EXP TIMES: 30s, 360s for HRC; 30s and 400s for WFC

(for HRC/F502N, 360s only)

Post-flash used to achieve higher background levels

F606W, LOW-FLASH, MED-FLASH, HIGH-FLASH

Exp times: 30s, 360s

No CR-REJECTION, no dithering

2 Observations/year (Cycle 11-13)

Cycle 14 only 1 epoch (March 2006), no post-flash

Cycle 15 1 test visit (Jul- Sept 2006) to test CR-SPLIT + dithering

POTENTIAL PROBLEMS

Background levels

Cycle 13, August 2005, HRC

FLASH=0.5s

FLASH=1s

FLASH=3s

HOT PIXELS HRC, F606W, 30s

25”x25”

COSMIC RAYS WFC F606W, 400s

30”x30”

CR are not uniformly distributed

CRs and hot pixels may affect CTE estimates

More important for low CTI, they increase the error

Published results before our new analysis

WFC time dependent formula based on 3 epochs

March 2003 – Feb 2004

Riess & Mack ISR 2004-006

HRC time dependent formula based on 1 epoch

March 2003

Riess ISR 2003 – 009

ANALYSIS PROCEDURE

• IRAF, SM, some IDL

• Generate “clean”, deep, drz image using all data

• Identify cosmic rays, hot pixels and saturated pixels and mark them on DQ extension of FLT files

• Mask out area around the saturated stars

• Measure flux of “good” stars only on the single_sci files

• Reject outliers (sigma clipping, 3 itearations)

• Fit delta mag vs # of transfers for different bins of flux

HRC – F606W 360sec

WFC F775W – 400s

Photometry

Aperture photometry with “phot” (iraf. noao)

R = 3 pixels

Larger aperture radii return too few stars

Background is measured in an annulus around each star (r = 15 d = 3)

WFC F775W - 30s March 2006

A linear fit is performed for each bin of flux

(blue lines)

Errors on the slope are estimated

(yellow lines)

D mag = ax + b a = (7.9 ± 0.6) e-5

At y = 2000 this means a loss of 0.158 ± 0.015 mag

WFC F606W – 30s March 2003

HRC F502N 360s Mar 2006

Results (

D mag y=2000

) are collected for all bins of stellar flux and sky background at each epoch

We assume a linear dependence with flux, sky, and # of transfers in agreement with other instruments and with internal CTE tests

D mag y=2000

= 10

A’ x SKY B x FLUX C

For each epoch, the coefficients A’, B, C of the formula are determined by performing a multi-linear regression fit

A’ IS TIME DEPENDENT

We assume linear dependence on time and

D mag ~ 0 at t = 0 (launch)

We use

D mag y=0

= 0

D mag = 10 A x SKY B x FLUX C x Y/2000 x (MJD-52333)/365

The coefficients A, B, C are not time dependent and can be averaged between epochs

Weighted means are calculated using 4 epochs

(March 2003, March 2005, Aug 2005, March 2006)

Typical errors on the coefficients (single epoch) ≤ 0.1

B is the coefficient with the largest spread among epochs

( s =

0.06 WFC, s = 0.04 for HRC)

A

B

C

WFC

-0.15 ± 0.04

(0.14 ± 0.14)

-0.25 ± 0.01

(-0.31 ± 0.02)

-0.44 ± 0.01

(-0.64 ± 0.05)

HRC

-0.44 ± 0.05

(-0.89 ± 0.26)

-0.15 ± 0.02

(-0.24 ± 0.13)

-0.36 ± 0.01

(-0.21 ± 0.07)

TESTING THE FORMULAE

Apply the correction to data from different epochs, for different sky levels using the same data that were used to derive the formula

Apply the correction to photometry performed with ePSF

(both aperture photometry and PSF fitting)

Compare prediction of the formula with measured mag losses at different epochs

F502N - 30s March 2005 F775W – 30s March 2005

HRC F606W 30s - March 2003 March 2006

ePSF photometry

WFC F606W 30s vs 400s - March 2006

Aperture photometry PSF fitting

COMPARISON WITH PREVIOUS FORMULA

ACS fail.

SM4

Sky = 2e

Flux = 650

Sky = 2e

Flux = 2500e

Sky = 2e

Flux = 650

RESULTS and FUTURE WORK

• Data from 4 epochs (March 2003 through March 2006) were analyzed using a new data analysis strategy aimed at obtaining “cleaner” results

• We derived time-dependent correction formulae for both

HRC and WFC that are accurate at the level of a few percent

New observations after SM4 using CR-REJ and possibly dithering

Procedures should be made automatic (or semi-automatic)

Formula for different aperture radii

• Better data might lead to a better characterization

Different form of the formula?

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