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Warp an input dataset into a new grid. Any homographic warp (for example scaling, rotation, translation, projection) is acceptable, see Warping basics for the definitions. The general template for invoking Warp is:

$ astwarp [OPTIONS...] InputImage

One line examples:

## Rotate and then scale input image: $ astwarp --rotate=37.92 --scale=0.8 image.fits ## Scale, then translate the input image: $ astwarp --scale 8/3 --translate 2.1 image.fits ## Align raw image with celestial coordinates: $ astwarp --align rawimage.fits --output=aligned.fits ## Directly input a custom warping matrix (using fraction): $ astwarp --matrix=1/5,0,4/10,0,1/5,4/10,0,0,1 image.fits ## Directly input a custom warping matrix, with final numbers: $ astwarp --matrix="0.7071,-0.7071, 0.7071,0.7071" image.fits

If any processing is to be done, Warp can accept one file as input. As in
all Gnuastro programs, when an output is not explicitly set with the
`--output` option, the output filename will be set automatically
based on the operation, see Automatic output. For the full list of
general options to all Gnuastro programs (including Warp), please see
Common options.

To be the most accurate, the input image will be read as a 64-bit double
precision floating point dataset and all internal processing is done in
this format (including the raw output type). You can use the common
`--type` option to write the output in any type you want, see
Numeric data types.

Warps must be specified as command-line options, either as (possibly
multiple) modular warpings (for example `--rotate`, or
`--scale`), or directly as a single raw matrix (with
`--matrix`). If specified together, the latter (direct matrix) will
take precedence and all the modular warpings will be ignored. Any number of
modular warpings can be specified on the command-line and configuration
files. If more than one modular warping is given, all will be merged to
create one warping matrix. As described in Merging multiple warpings,
matrix multiplication is not commutative, so the order of specifying the
modular warpings on the command-line, and/or configuration files makes a
difference (see Configuration file precedence). The full list of
modular warpings and the other options particular to Warp are described
below.

The values to the warping options (modular warpings as well as
`--matrix`), are a sequence of at least one number. Each number in
this sequence is separated from the next by a comma (`,`). Each number
can also be written as a single fraction (with a forward-slash `/`
between the numerator and denominator). Space and Tab characters are
permitted between any two numbers, just don’t forget to quote the whole
value. Otherwise, the value will not be fully passed onto the option. See
the examples above as a demonstration.

Based on the FITS standard, integer values are assigned to the center of a
pixel and the coordinate [1.0, 1.0] is the center of the first pixel
(bottom left of the image when viewed in SAO ds9). So the coordinate center
[0.0, 0.0] is half a pixel away (in each axis) from the bottom left vertex
of the first pixel. The resampling that is done in Warp (see
Resampling) is done on the coordinate axes and thus directly
depends on the coordinate center. In some situations this if fine, for
example when rotating/aligning a real image, all the edge pixels will be
similarly affected. But in other situations (for example when scaling an
over-sampled mock image to its intended resolution, this is not desired:
you want the center of the coordinates to be on the corner of the pixel. In
such cases, you can use the `--centeroncorner` option which will
shift the center by \(0.5\) before the main warp, then shift it back
by \(-0.5\) after the main warp, see below.

`-a``--align`Align the image and celestial (WCS) axes given in the input. After it, the vertical image direction (when viewed in SAO ds9) corresponds to the declination and the horizontal axis is the inverse of the Right Ascension (RA). The inverse of the RA is chosen so the image can correspond to what you would actually see on the sky and is common in most survey images.

Align is internally treated just like a rotation (

`--rotation`), but uses the input image’s WCS to find the rotation angle. Thus, if you have rotated the image before calling`--align`, you might get unexpected results (because the rotation is defined on the original WCS).`-r FLT``--rotate=FLT`Rotate the input image by the given angle in degrees: \(\theta\) in Warping basics. Note that commonly, the WCS structure of the image is set such that the RA is the inverse of the image horizontal axis which increases towards the right in the FITS standard and as viewed by SAO ds9. So the default center for rotation is on the right of the image. If you want to rotate about other points, you have to translate the warping center first (with

`--translate`) then apply your rotation and then return the center back to the original position (with another call to`--translate`, see Merging multiple warpings.`-s FLT[,FLT]``--scale=FLT[,FLT]`Scale the input image by the given factor(s): \(M\) and \(N\) in Warping basics. If only one value is given, then both image axes will be scaled with the given value. When two values are given (separated by a comma), the first will be used to scale the first axis and the second will be used for the second axis. If you only need to scale one axis, use

`1`for the axis you don’t need to scale. The value(s) can also be written (on the command-line or in configuration files) as a fraction.`-f FLT[,FLT]``--flip=FLT[,FLT]`Flip the input image around the given axis(s). If only one value is given, then both image axes are flipped. When two values are given (separated by a comma), you can choose which axis to flip over.

`--flip`only takes values`0`

(for no flip), or`1`

(for a flip). Hence, if you want to flip by the second axis only, use`--flip=0,1`.`-e FLT[,FLT]``--shear=FLT[,FLT]`Shear the input image by the given value(s): \(A\) and \(B\) in Warping basics. If only one value is given, then both image axes will be sheared with the given value. When two values are given (separated by a comma), the first will be used to shear the first axis and the second will be used for the second axis. If you only need to shear along one axis, use

`0`for the axis that must be untouched. The value(s) can also be written (on the command-line or in configuration files) as a fraction.`-t FLT[,FLT]``--translate=FLT[,FLT]`Translate (move the center of coordinates) the input image by the given value(s): \(c\) and \(f\) in Warping basics. If only one value is given, then both image axes will be translated by the given value. When two values are given (separated by a comma), the first will be used to translate the first axis and the second will be used for the second axis. If you only need to translate along one axis, use

`0`for the axis that must be untouched. The value(s) can also be written (on the command-line or in configuration files) as a fraction.`-p FLT[,FLT]``--project=FLT[,FLT]`Apply a projection to the input image by the given values(s): \(g\) and \(h\) in Warping basics. If only one value is given, then projection will apply to both axes with the given value. When two values are given (separated by a comma), the first will be used to project the first axis and the second will be used for the second axis. If you only need to project along one axis, use

`0`for the axis that must be untouched. The value(s) can also be written (on the command-line or in configuration files) as a fraction.`-m STR``--matrix=STR`The warp/transformation matrix. All the elements in this matrix must be separated by comas(

`,`) characters and as described above, you can also use fractions (a forward-slash between two numbers). The transformation matrix can be either a 2 by 2 (4 numbers), or a 3 by 3 (9 numbers) array. In the former case (if a 2 by 2 matrix is given), then it is put into a 3 by 3 matrix (see Warping basics).The determinant of the matrix has to be non-zero and it must not contain any non-number values (for example infinities or NaNs). The elements of the matrix have to be written row by row. So for the general Homography matrix of Warping basics, it should be called with

`--matrix=a,b,c,d,e,f,g,h,1`

.The raw matrix takes precedence over all the modular warping options listed above, so if it is called with any number of modular warps, the latter are ignored.

`-c``--centeroncorer`Put the center of coordinates on the corner of the first (bottom-left when viewed in SAO ds9) pixel. This option is applied after the final warping matrix has been finalized: either through modular warpings or the raw matrix. See the explanation above for coordinates in the FITS standard to better understand this option and when it should be used.

`--hstartwcs=INT`Specify the first header keyword number (line) that should be used to read the WCS information, see the full explanation in Invoking Crop.

`--hendwcs=INT`Specify the last header keyword number (line) that should be used to read the WCS information, see the full explanation in Invoking Crop.

`-k``--keepwcs`-
Do not correct the WCS information of the input image and save it untouched to the output image. By default the WCS (World Coordinate System) information of the input image is going to be corrected in the output image so the objects in the image are at the same WCS coordinates. But in some cases it might be useful to keep it unchanged (for example to correct alignments).

`-C FLT``--coveredfrac=FLT`Depending on the warp, the output pixels that cover pixels on the edge of the input image, or blank pixels in the input image, are not going to be fully covered by input data. With this option, you can specify the acceptable covered fraction of such pixels (any value between 0 and 1). If you only want output pixels that are fully covered by the input image area (and are not blank), then you can set

`--coveredfrac=1`. Alternatively, a value of`0`

will keep output pixels that are even infinitesimally covered by the input(so the sum of the pixels in the input and output images will be the same).

Previous: Resampling, Up: Warp [Contents][Index]

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GNU Astronomy Utilities 0.5 manual, December 2017.