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SURFLIB_2DFT_CHOP
- Calculate the FT of the 2D chop throw
- Description:
- Given the chop parameters calculate the FT of the chop.
The dual beam chop is treated as two delta functions of
opposite sign separated by the chop throw and centred at the
middle of the data array. The Fourier transform of this function
is a sine wave in the direction of the chop (zero at the middle
beam) with wavelength related to the spatial frequency of the
array (pixel spacing).
- Invocation:
- CALL SURFLIB_2DFT_CHOP (CHOP_THROW, CHOP_PA, PIXSIZE,
NX, NY, FT_DATA, FT_VARIANCE, WT_DATA, WT_VARIANCE, STATUS)
- Arguments:
-
-
CHOP_THROW = REAL (Given)
-
chop throw in arcsec
-
CHOP_PA = REAL (Given)
-
position angle of chop. Positive is anti-clockwise
from North. This angle is in degrees.
-
PIXSIZE = REAL (Given)
-
pixel size in arcsec
-
NX = INTEGER (Given)
-
Number of pixels in X
-
NY = INTEGER (Given)
-
Number of pixels in Y
-
FT_DATA (IDIMS(1), IDIMS(2)) = REAL (Returned)
-
data array containing F.T. of chop
-
FT_VARIANCE (IDIMS(1), IDIMS(2)) = REAL (Returned)
-
variance on DATA; set to 0
-
WT_DATA (IDIMS(1), IDIMS(2)) = REAL (Returned)
-
data array containing weight of chop
-
WT_VARIANCE (IDIMS(1), IDIMS(2)) = REAL (Returned)
-
variance on DATA; set to 0
-
STATUS = INTEGER (Given and returned)
-
global status
-
Copyright
- Copyright ©1995,1996,1997,1998,1999 Particle Physics and Astronomy
Research Council. All Rights Reserved.
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SURF Programming Interface
Starlink System Note 72
Tim Jenness, John F. Lightfoot
Joint Astronomy Centre, Hilo, Hawaii
10 July 2000
E-mail:ussc@star.rl.ac.uk
Copyright © 2008 Science and Technology Facilities Council