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This tool allows you to regrid an image using a rectangular to polar
transformation. It allows you to see the azimuthal variation of
intensity around a given centre. This can be useful for looking at the
(optical) structure of galaxies, or doing close inspection of a dirty
beam (quite useful when doing radio astronomy).
To use this programme, all you need is an image file, which you load
with the Files button. Once your image is loaded, you need to define
an ellipse:
- Press the right mouse button to define the centre, then drag the
mouse while keeping the button pressed, to define the size and shape
of the ellipse
- If you press and release the 'r' key (still keeping the mouse
button down) this will toggle on `rotation mode' so that now when you
drag the mouse the ellipse will rotate. Press 'r' again to turn off
rotation mode so you can continue changing the size and shape of the
ellipse
- Once you are happy with your ellipse, release the mouse button
and the polar image will be computed and displayed in the Polar
Window. The vertical axis is azimuth (angle) and the horizontal axis
is radius
Please note: this is an experimental programme that (at present) does
this transformation in a simpleminded way. It works by binning the
input image in radius and azimuth directions using a set of concentric
elliptical annuli. Each annulus has a width of one pixel. Some
points that you may wish to consider when using this task are listed
below:
- The programme does simple nearest-neighbour interpolation to
produce the output intensities; the absolute flux scale will probably
not be perfectly preserved
- No 'world' (i.e. angle in degrees, radius in arcseconds)
co-ordinate system is attached to the image. No allowance is made for
images which have different scales on their x and y axes
- The centre position of the ellipses is not fitted in any way, it
is exactly where you place it
Feedback on improvements to this task (including code!) is welcome.
Next: 11 Superimposing Images
Up: Karma User Manual
Previous: koords: interactive co-ordinate fitting
Richard Gooch
Wed Sep 2 12:43:13 EST 1998