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Changes between Initial Version and Version 1 of Background_Model_Stacks


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Timestamp:
Dec 8, 2010, 3:14:23 PM (16 years ago)
Author:
eugene
Comment:

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  • Background_Model_Stacks

    v1 v1  
     1== Background Model and Stacks ==
     2
     3
     4The IPP performs the following sequence of operations to generate a stacked image:
     5
     6 * We start with a raw image: Raw(x,y)
     7
     8 * Burntool : We subtract fits to the persistence trails from bright
     9  stars (from the immediate image and those left behind by previous
     10  images).  Affected areas have a 'suspect' mask bit raised in the
     11  mask image.
     12
     13 * Detrend :
     14  * We adjust pixel values to compensate for a bias sag
     15
     16  * We subtract a dark model of the form (C_0 + C_1 * exptime + C_2 *
     17    exptime * dettemp + C_3 * exptime * dettemp^2). this is a function
     18    of (x,y).
     19
     20  * We multiply by a flat-field response F(x,y).  This is measured
     21    from a flat-field screen in the dome, then modified based on
     22    photometric observations of stars (only for spatial frequencies <
     23    1/1200 pixels or so).
     24
     25  * for y-band, we subtract a fringe frame fitted to the fringe
     26    pattern.
     27
     28 * Each exposure has a 2D background model subtracted: this is
     29  effectively a high-pass filter.  In fact, it is a high-pass /
     30  low-pass filter: the individual chip images have the low-spatial
     31  frequency model subtracted; the low-spatial frequency model itself
     32  is saved for each exposure.
     33
     34 * Each exposure is warped to a standardized pixel grid in a
     35  flux-conserving process.  The output image products are called
     36  'skycells' and represent about 1/75 of the focal plane (~22 arcmin
     37  on a side).
     38
     39 * sets of 'skycells' are combined in the stack with outlier
     40  rejection.  This is not a median, but a weighted mean with
     41  sigma-clipping.  The effect is similar to a median: the resulting
     42  image consists of the temporally static signal.
     43
     44Considering the data as observed by the telescope, there are several
     45important aspects:
     46
     47 * There is the (nearly static) instrumental response. 
     48
     49 * In addition to an instrumenal response, the signal landing on the
     50  detector consists of a true astronomical signal, of which there are
     51  dynamic and static components; and a terrestrial and/or
     52  contamination signal, which has a signficicant dynamic component.
     53
     54 * the dynamic portion of the astronomical signal is nearly all
     55  PSF-like
     56
     57 * the dynamic portion of the terrestial signal has a wide range of
     58  spatial frequencies:
     59
     60  * star glints can be roughly PSF in width
     61  * ghosts can range from ~10 pixels to a couple hundred pixels
     62  * moon glints tend to be hundreds to thousands of pixels in scale
     63  * sky gradients are large-scale, but not completely spatially
     64  * linear.
     65
     66I contend that we can recover the low-frequency component of the
     67astronomical signal in the stacks from the collection of background
     68models.  There is one model per exposure, but with ~25k pixels instead
     69of 1.4G pixels.  The goal is to determine the temporally static
     70component of the sky as seen in those models.  To do this, we would
     71transform them to a binned version of the celestial coordiate system
     72of the stack skycells.  We could then simply generate a median image
     73of the that portion of the sky.  With enough inputs, this would filter
     74out the spatially varying terrestrial / contamination signal, leaving
     75behind just the astronomical portion (possibly with an overall
     76gradient).  This model can then be added back to the stacks.