IMAGE TOOLS
Principles
A quantity has been computed for any spectrum in a datacube,
and this quantity has been recorded, for each spectrum, into a table.
It maybe a line
intensity, a line width, a line ratio, and so on... The tool provided here
reads this column and the columns holding the coordinates of each spectrum,
and constructs the 2D-image of the repartition of this quantity. It is so
an straightforward way to obtain intensity, line ratio, velocity, ... maps
of the field.
Use
- Click on [Image] in the main menu, then on [reconstruct image]. The
[reconstruct image] window pops up.
- Enter the table name and the column to be mapped.
- Click on [Accept]. The result window opens, the image is built,
and recorded under the name you gave.
Parameters
- Input table : the name of the table from which the
numerical data will be extracted to build the image. You can type it
in directly, or use the browse
icon at the end of the field, or drag and drop it from the
Reduction
folder.
- Output image : the name of the resultant image. Same
possibilities as above...
- Input coordinates columns : the user have to choose among
three possibilities :
- CCD [row,column] and the pixel coordinates will be
taken automatically from the right columns in the input table,
if they exist.
- Sky [alpha,delta] and the relative alpha,delta
will automatically be taken from the right columns in the input
table, if they exist. Remember that in the
Extract
spectra function, the [alpha=0,delta=0] point has been
arbitrarily set at the center of the CCD frame, and the coordinate
units as arcseconds.
- Other : if the user checks this option, he is asked
to enter the labels of the columns which contain the [X] and
[Y] values to be used as coordinates for the image reconstruction.
- Column to be mapped : this is the label of the column
holding the numerical values the user wants to map over the spatial
field.
- Image sampling : the user may check the [Auto] button
to let the program
decide which sampling to use for the reconstructed image. In such a
case, the sampling is given by :
S = min [ (Xmax-Xmin) / (2 * sqrt(Nx))
, (Ymax-Ymin) / (2 * sqrt(Ny)) ]
where Xmin, Xmax, Ymin, and
Ymax are the field limits, and Nx, Ny
the number of spatial elements in X and Y in the original data.
Otherwise, the final image sampling (arc seconds) has to be
specified.
- Coordinates limits : if set to [Auto], the image is built
over the spatial rectangle which exactly contains the original data.
If not, the user is asked to specify the limits to be used; do not
trust extrapolation, and avoid larger-than-original images!
- Fill options :
- Adjust center : if the user checks this option, the
interpolation grid is adjusted so that there is a [0,0] pixel
in the reconstructed image.
- Extrapolate : if the user checks this option, and if
there are "holes" in the map, the polynomial surface is locally
extrapolated until it fills all the image rectangle.
- Bicubic interpolation : once checked, this constrains
the interpolation to be bicubic; default is bilinear.
- Fill triangle : in the interpolation process, a grid
of spatial triangles is created over the data. A "mean step" size
is computed for this mesh, and the algorithm does not interpolate
over triangles much larger than this mean. If the option is
checked, the sizes are no more checked, and every region surrounded
by three data points is treated. This produces big area differences
if original data present some "angled holes", like after a datacube
merge (function
Mosaic). This option is superseded by the [Extrapolate] one.
- Blank value : this is the value to be used in the
reconstructed image if the user did not check [Extrapolate].
- Debug : This switches the program to verbose mode,
and more informations are recorded into the history
file (see
Getting started).
- Save values :
All the input values (names, ...) are saved,
and become the new default values for this user. They can
be recalled at will, and are used each time the [Reconstruct image]
window is opened.
- Recall values :
The values (names, ...) saved by the user
are loaded to the various input fields.
- Default values :
The input fields are set to the general defaults values;
for instance, the names are set to blank.
Principles
A gaussian (or a sum of gaussians), plus a polynomial background,
are adjusted on the reconstructed image.
The computed gaussian parameters may be taken as an estimate of the actual
PSF of OASIS data at the time of the exposure.
Use
- Click on [Image] in the main menu, then on [Fit PSF]. The
[Gaussian PSF fit] window pops up.
- Enter the name of the image to be fitted, and the number of
gaussian components you wish to fit simultaneously.
- Click on [Accept]. The parameters of the fit are displayed
in the result window. A [View result] button allows to display the
result. For that, sections of both the gaussian fit (in red) and the
underlying image (in black) are overplotted for several radial lines.
Parameters
- Input image : the name of the image on which you want to fit
a sum of gaussians. You can type it in directly, or use the browse
icon at the end of the field, or drag and drop it from the
Reduction
folder.
- Number of gaussians : the user may specify here to fit a
single gaussian, or a sum of N gaussians.
- Fit window : the user specifies here if the fit should
work on the whole frame, or on some restricted area. In this last case,
the Center [X,Y] and Size [dX x dY] must be specified;
there are default values : center in [0,0], size 2x2 arcseconds.
- Save PSF as an image : an image is created from the sum of
gaussians + background. The user may specify a name for this new image.
There is a default name : dbg_ima.
- Output fit table : created automatically, do not care...
It holds the radial profiles which are to be used later by the
[View result] function. If you are a table collector, you may specify
some ad hoc name to keep it.
- Max nb of iterations : as one expects...
- Tolerance : as one expects...
- Debug : This switches the program to verbose mode,
and more informations are recorded into the history
file (see
Getting started).
- Save values :
All the input values (names, coordinates, ...) are saved,
and become the new default values for this user. They can
be recalled at will, and are used each time the [Reconstruct image]
window is opened.
- Recall values :
The values (names, coordinates, ...) saved by the user
are loaded to the various input fields.
- Default values :
The input fields are set to the general defaults values;
for instance, the names are set to blank.
Principles
A rectangular aperture (slit) is superimposed over an image.
The intensities are summed up across the slit, and the resulting
intensity profile along the slit is saved as a 1D file.
Use
- Click on [Image] in the main menu, then on [Extract slit]. The
[Extract slit] window pops up.
- Enter the name of the Input image you will to cut
across. You can type it in directly, or use the browse
icon at the end of the field, or drag and drop it from the
Reduction
folder.
- Enter the name of the Ouput spectrum, that is the name
of the 1D file recording the cut. Same input possibilities as above.
- Enter the Center (arc seconds) of the slit, the
Width, the Step of the sampling along the slit,
the Position angle of the slit.
- Click on [Accept]. The result is stored as a 1D file.
A [View result] button allows to display the "spectrum".
Parameters
- Slit length : you may chose to cut across the [Full frame],
or to restrict the length of the slit to Length.
- Subsampling :
- Debug : This switches the program to verbose mode,
and more informations are recorded into the history
file (see
Getting started).
- Save values :
All the input values (names, coordinates, ...) are saved,
and become the new default values for this user. They can
be recalled at will, and are used each time the [Reconstruct image]
window is opened.
- Recall values :
The values (names, coordinates, ...) saved by the user
are loaded to the various input fields.
- Default values :
The input fields are set to the general defaults values;
for instance, the names are set to blank.
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Last update: 11/01/1999. Send comments to
martin@cfht.hawaii.edu