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ISOCAM Interactive Analysis User's Manual Version 5.0 - ISO - ESA

ISOCAM Interactive Analysis User's Manual Version 5.0 - ISO - ESA

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Appendix E<br />

<strong><strong>ISO</strong>CAM</strong> astrometry: angles and<br />

coordinates<br />

With the roll angle of <strong>ISO</strong> constrained by the sun position, CAM does not produce images<br />

conveniently oriented to the standard astronomical convention. This appendix 1 should help you<br />

to understand how your IMAGEs, EXPOSUREs and MOSAICs are oriented and and how to go<br />

about changing their orientation. A description of the FITS convention and how it relates to<br />

CAM angles can be found in Section E.3.<br />

E.1 Definitions<br />

Ambiguous definitions (sometimes intentional) of angles of importance in <strong><strong>ISO</strong>CAM</strong> observations<br />

are spreading confusion in minds and in routines. This appendix sums things up to the best of<br />

our current knowledge for the LW part of CAM (the SW is ‘a priori’ and simply deducible from<br />

the LW case).<br />

Before the drawings, some points to note:<br />

• We are using only the astronomical convention for projections. In this convention, when<br />

the celestial North is pointing upward, the celestial East is pointing leftward. In this<br />

representation δ increases upward and α increases leftward.<br />

• <strong><strong>ISO</strong>CAM</strong> rasters are reconstructed along axes such that the M scanning direction goes<br />

from left to right and the N scanning direction from bottom to top. Therefore the<br />

North axis is generally not pointing upward in these images. However a simple rotation is<br />

enough to restore the astronomical convention (i.e. no mirroring of the image is needed).<br />

• The + sign after a letter is a convention to specify an oriented axis.<br />

• The Y and Z axes are defined by the spacecraft and are identical for all instruments<br />

(though they project differently in their various focal planes). The X axis never appears<br />

because it is pointing to the target. Note that the (XYZ) referential is a direct one in 3D<br />

space, but that, due to the astronomical convention used, the (YZ) referential is indirect<br />

in the drawings.<br />

• Rotation of a positive angle rotates in the direct trigonometrical direction, or counterclockwise,<br />

i.e. unlike the IDL rot function.<br />

1 Taken from Sauvage M., 1996, Angles and <strong><strong>ISO</strong>CAM</strong>-LW, v3.0<br />

327

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