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Photometry I

SSD Technical/Training Series - Photometry I

Brad Whitmore
10-11am, Thursday
November 5, 1998
Auditorium



SSD Technical/Training Series - Photometry I- III Outline

November 5 - Photometry I - Brad Whitmore

  1. MOTIVATION (Big Science from small measurements)
  2. PRACTICAL MEASUREMENTS
  3. BASICS

 

November 12 - Photometry II - Brad Whitmore

  1. MORE BASICS
  2. THE NITTY GRITTY

December 10 - Photometry III -

  1. STIS PHOTOMETRY - Harry Ferguson
  2. NICMOS PHOTOMETRY - Mark Dickinson

 


PHOTOMETRY I

 

1. MOTIVATION

Many people think that photometry is dull, like filling out your tax forms.

NOT SO !

Photometry provides a way to quantify the data and answer fundamental questions about the universe.

It allows us to find the hidden order behind the chaos.

(Painstaking yes, dull no)

 

 

 

v

luminosity

v

distance

v

Hubble constant (using velocity)

v

age of the universe

Figure 4, figure 5, figure 6, figure 7.


2. ASSIGNMENT # 1


DUE: Wednesday, Nov. 10 (e-mail to Brad, he will compile results and show at Nov. 11 class, anonymously)
MEASURE: F814W magnitude of star at u2g40o09t.c0h[1][499,447]. (using the VEGAMAG system, 2 pixel aperture, sky in annulus from radius of 5 - 10 pixels, no further corrections at this stage; i.e., don't make aperture corrections, etc. since we will not have discussed yet).


Please don't compare notes with each other until after the next class.

NOTE: You can download the data from the archives or from:

http://ftp.stsci.edu/ftp/instrument_news/WFPC2/Wfpc2_phot/

 


3. REFERENCES (most important first):



4. PRACTICAL MEASUREMENTS

NOTE: You can get a text version of the tutorial to help you build your script if you like from:

/data/whimbrel2/tutorial_c4.txt

 

CHEATSHEET:

The whole idea is to measure the instrumental counts and convert them to astronomical magnitudes using the formula:

Magnitude = -2.5 log (counts/second) + zeropoint

1 count = 1 DN (i.e., counts and Data Number are used interchangeably)
     
Gain = 7 means that for every ~7 electrons, 1 DN is recorded
  = 14 means that for every ~14 electrons, 1 DN is recorded
     
    HISTORICAL NOTE: Sometimes gain=14 is called gain 15, (e.g, in header), just to confuse you.
     
    NOTE: The real gains are slightly different (see 4.12 in WFPC2 handbook), and vary from chip to chip.

The division by seconds can be done by either:

NOTE: We will be using the later approach (i.e., PHOT)

WARMUP EXERCISE: Say you have a star with 100 counts (i.e., 100 DN) observed with gain=7 (i.e., ~700 electrons were deposited in the CCD).
  If the star had been observed with a gain = 15, it would have ~50 DN per second. 
  p. 28-7 from HST Data Handbook says that the zeropoint for gain = 7 is 22.545 and for gain = 14 is 22.545 - .745 = 21.80

Hence:

gain = 7   gain = 14
mag = -2.5 log(100) +22.545   -2.5 log(50) + 21.80

= 17.545

 

17.553

The 2 do not match exactly since the difference in the gain ratio between gain = 7 and gain = 14 is not exactly 2.0000, (or the adjustment above would have been -2.5 log(2.0000) = 0.753 instead of 0.745.


5. TYPES OF PHOTOMETRY (very briefly):





6. MAGNITUDES (m = -2.5 log(DN/exptime) + zeropoint):

HENCE: By definition, a star that yields 1 DN in 1 second has a magnitude = zeropoint.

NOTE: STMAG and ABMAG are designed to roughly match Johnson V, but as you get farther away in wavelength they can be very different (e.g., at I STMAG is about 1.2 mag different; see Table 8.1 of the WFPC2 Instrument Handbook.

 

NOTE: The WFPC2 equivalents of the Landolt UBVRI system are the F336W, F439W, F555W, F675W, and F814W filters. Since these are not (can not) be exactly the same as the filter/response combination used to define the UBVRI system, we will need to make corrections which are a function of the spectrum of the objects. These are generally called "color terms", and will be discussed in Photometry II.

 




7. ZEROPOINTS:

There are three basic ways to get your zeropoints:

  1. Do it yourself (based on reliable photometry of some object(s) in your image).
  2. Use the value in the header of your image deposited there by SYNPHOT (but be CAREFUL that you understand the STMAG system since that is what it is given in).
  3. Use the value from the Data Handbook, Table 28.1.

NOTE: Many people still use the original Holtzman-2 (table 7 + equation 8), which is generally in good agreement, but can be pretty far off at large or small wavelength.

In general, method 3 is the easiest and most accurate way to go.



FINAL RANDOM NOTE:

"Why is HST photometry so much better than ground-based ?"




Tables and figures

Figure 8
Figure 9
Figure 10
Figure 11
Figure 12
Figure 13



Updated: 11/10/98