Spectral Cube documentation¶
The spectral-cube package provides an easy way to read, manipulate, analyze, and write data cubes with two positional dimensions and one spectral dimension, optionally with Stokes parameters. It provides the following main features:
A uniform interface to spectral cubes, robust to the wide range of conventions of axis order, spatial projections, and spectral units that exist in the wild.
Easy extraction of cube sub-regions using physical coordinates.
Ability to easily create, combine, and apply masks to datasets.
Basic summary statistic methods like moments and array aggregates.
Designed to work with datasets too large to load into memory.
You can find the latest version and the issue tracker on github.
Quick start¶
Here’s a simple script demonstrating the spectral-cube package:
>>> import astropy.units as u
>>> from astropy.utils import data
>>> from spectral_cube import SpectralCube
>>> fn = data.get_pkg_data_filename('tests/data/example_cube.fits', 'spectral_cube')
>>> cube = SpectralCube.read(fn)
>>> print(cube)
SpectralCube with shape=(7, 4, 3) and unit=Jy / beam:
n_x: 3 type_x: RA---ARC unit_x: deg range: 52.231466 deg: 52.231544 deg
n_y: 4 type_y: DEC--ARC unit_y: deg range: 31.243639 deg: 31.243739 deg
n_s: 7 type_s: VRAD unit_s: m / s range: 14322.821 m / s: 14944.909 m / s
# extract the subcube between 98 and 100 GHz
>>> slab = cube.spectral_slab(98 * u.GHz, 100 * u.GHz)
# Ignore elements fainter than 1 Jy/beam
>>> masked_slab = slab.with_mask(slab > 1 Jy/beam)
# Compute the first moment and write to file
>>> m1 = masked_slab.moment(order=1)
>>> m1.write('moment_1.fits')
Using spectral-cube¶
The package centers around the
SpectralCube
class. In the following
sections, we look at how to read data into this class, manipulate spectral
cubes, extract moment maps or subsets of spectral cubes, and write spectral
cubes to files.
Getting started¶
Cube Analysis¶
Subsets¶
Visualization¶
Other Examples¶
There is also an astropy tutorial on accessing and manipulating FITS cubes with spectral-cube.