radial_profile

poppy.radial_profile(hdulist_or_filename=None, ext=0, ee=False, center=None, stddev=False, binsize=None, maxradius=None, normalize='None', pa_range=None, slice=0)

Compute a radial profile of the image.

This computes a discrete radial profile evaluated on the provided binsize. For a version interpolated onto a continuous curve, see measure_radial().

Code taken pretty much directly from pydatatut.pdf

Parameters:

hdulist_or_filenamestring

FITS HDUList object or path to a FITS file. NaN values in the FITS data array are treated as masked and ignored in computing bin statistics.

extint

Extension in FITS file

eebool

Also return encircled energy (EE) curve in addition to radial profile?

centertuple of floats

Coordinates (x,y) of PSF center, in pixel units. Default is image center.

binsizefloat

size of step for profile. Default is pixel size.

stddevbool

Compute standard deviation in each radial bin, not average?

normalizestring

set to ‘peak’ to normalize peak intensity =1, or to ‘total’ to normalize total flux=1. Default is no normalization (i.e. retain whatever normalization was used in computing the PSF itself)

maxradiusfloat, optional

Maximum radius to compute radial profile to. If not set, will be computed for all radii within the image.

pa_rangelist of floats, optional

Optional specification for [min, max] position angles to be included in the radial profile. I.e. calculate that profile only for some wedge, not the full image. Specify the PA in degrees counterclockwise from +Y axis=0. Note that you can specify ranges across zero using negative numbers, such as pa_range=[-10,10]. The allowed PA range runs from -180 to 180 degrees.

slice: integer, optional

Slice into a datacube, for use on cubes computed by calc_datacube. Default 0 if a cube is provided with no slice specified.

Returns:

resultstuple

Tuple containing (radius, profile) or (radius, profile, EE) depending on what is requested. The radius gives the center radius of each bin, while the EE is given inside the whole bin so you should use (radius+binsize/2) for the radius of the EE curve if you want to be as precise as possible.