ALGORITHM |
Description of algorithms:
num_match: number of stars matching with catalogue
num_fit: number of stars actually used in astrometric solution
sky_ccd_xrms: rms of astrometric solution for x
sky_ccd_yrms: rms of astrometric solution for y
sky_ccd_x_0_0, etc.: constant and linear coefficients of sky-to-CCD transformation matrix
The CCD-to-sky transformation converts pixel coordinates onto a virtual plane which is free of
instrument distortion. Coordinates of the virtual plane can be transformed into celestial coordinates
using the WCS. The conversion matrix from CCD (X, Y) to virtual (Xvirt, Yvirt) coordinates is:
Xvirt = Sum [a(i,j) X**i Y**j]
Yvirt = Sum [b(i,j) X**i Y**j]
with i, j from 0 to m, m is typically set to 3.
The QC parameters sky_ccd_x_0_0, etc. measure the inverse transformation and include constant and
linear coefficients only.
For monitoring the astrometric quality, nine virtual data points
(Xsky, Ysky) = (512, 610), (1024, 610), (1536, 610), (512, 1220), (1024, 1220), (1536, 1220),
(512, 1830), (1024, 1830), (1536, 1830) are converted into CCD coordinates (Xccd, Yccd).
The parameters ref_xsky_xccd_1024_1220 and ref_ysky_yccd_1024_1220 contain the difference between both,
i.e. ref_xsky_xccd_1024_1220 = Xccd - Xsky for (Xsky, Ysky) = (1024, 1220). For the other
parameters, this central difference has been subtracted, e.g. delta_xsky_xccd_512_610 =
Xccd - Xsky - ref_xsky_xccd_1024_1220 for (Xsky, Ysky) = (512, 610). This allows to distinguish
between the overall shift of the transformation (measured by ref_xsky_xccd_1024_1220, etc.) and
changes in the distortion (measured by delta_xsky_xccd_512_610, etc.).
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