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@Cadair
Last active March 12, 2018 18:52
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"from astropy.visualization.wcsaxes.transforms import CurvedTransform\n",
"from astropy.modeling.models import Shift, Scale, AffineTransformation2D, RotateNative2Celestial, Pix2Sky_TAN\n",
"import gwcs.coordinate_frames as cf\n",
"import gwcs\n",
"import astropy.units as u\n",
"from astropy.visualization.wcsaxes import WCSAxes\n",
"import numpy as np\n",
"from astropy.coordinates import SkyCoord"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [],
"source": [
"from sunpy.data.sample import AIA_171_ROLL_IMAGE, AIA_171_IMAGE\n",
"import sunpy.map\n",
"smap = sunpy.map.Map(AIA_171_IMAGE)\n",
"wcs = smap.wcs"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"crpix1u, crpix2u = u.Quantity(smap.reference_pixel)-1*u.pixel\n",
"crval1u, crval2u = smap.reference_coordinate.Tx, smap.reference_coordinate.Ty\n",
"cdelt1u, cdelt2u = smap.scale\n",
"pcu = smap.rotation_matrix * u.arcsec\n",
"\n",
"shiftu = Shift(-crpix1u) & Shift(-crpix2u)\n",
"scale = Scale(smap.scale.axis1) & Scale(smap.scale.axis2)\n",
"rotu = AffineTransformation2D(pcu, translation=(0, 0)*u.arcsec)\n",
"tanu = Pix2Sky_TAN()\n",
"skyrotu = RotateNative2Celestial(crval1u, crval2u, 180*u.deg)\n",
"transu = shiftu | scale | rotu | tanu | skyrotu"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"sky_frame = cf.CelestialFrame(axes_order=(0, 1), name='helioprojective')\n",
"wcs = gwcs.wcs.WCS(forward_transform=transu, output_frame=sky_frame)"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"class ModelTransform(CurvedTransform):\n",
" has_inverse = True\n",
" \n",
" def __init__(self, transform, input_units, output_units):\n",
" super().__init__()\n",
" self.gwcs = transform\n",
" self.input_units = input_units\n",
" self.output_units = output_units\n",
" \n",
" def transform(self, input_coords):\n",
" x = input_coords[:,0]*self.input_units[0]\n",
" y = input_coords[:,1]*self.input_units[1]\n",
" \n",
" x_out, y_out = self.gwcs(x, y)\n",
" \n",
" \n",
" x_out = x_out.to_value(self.output_units[0])\n",
" y_out = y_out.to_value(self.output_units[1])\n",
" \n",
" return np.vstack((x_out, y_out)).T\n",
" \n",
" def inverted(self):\n",
" return ModelTransform(self.gwcs.invert, self.output_units, self.input_units)"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [],
"source": [
"t = ModelTransform(wcs, (u.pixel, u.pixel), (u.arcsec, u.arcsec))"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"op = np.array(np.meshgrid(np.linspace(0,50), np.linspace(0,50))).T[0, ...]"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [],
"source": [
"w = t.transform(op)"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [],
"source": [
"p = t.inverted().transform(w)"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [],
"source": [
"coord_meta = {'type': ('longitude', 'latitude'),\n",
" 'unit': (u.deg, u.deg),\n",
" 'wrap': (180, None),\n",
" 'name': ('lon', 'lat')}"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"%matplotlib inline"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f6f28210400>"
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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SwKh21jMivSqSoo/5syfdb/zfs4yAvvH5OtJut9/UfsofB/DZc84LgP/3Kjcz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\nte1xrhblzIigLVJc8ehLqo0kKL7XWvS7qvOZNcO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xOQDONZ+c5fkGgJ6IfE52/fsB/Iur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\nOcJK3kdVFWjy5RxHqu4qHZFv5zX8P9YQuDGtytCGv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uZkukCxmjekQR5iwLMiGb5Mw97W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MP5ZF6UNQrpKoFF/C9T3crDSUeN15f38/k5OTPPFEuVYwTpURhzg9fjN1x3GYnp5mbm6uaYx5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\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f6f28278f98>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure()\n",
"ax = WCSAxes(fig, [0, 0, 1, 1], transform=ModelTransform(wcs, (u.pixel, u.pixel), (u.deg, u.deg)),\n",
" coord_meta=coord_meta)\n",
"fig.add_axes(ax)\n",
"smap.plot(axes=ax)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Environment (dkist)",
"language": "python",
"name": "dkist"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.3"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
name: wcsaxes-dev
channels:
- defaults
- conda-forge
dependencies:
- asdf=1.3.3=py_0
- glymur=0.8.14=py36_2
- gwcs=0.8.0=py36_0
- sunpy=0.8.4=py36_0
- asn1crypto=0.24.0=py36_0
- attrs=17.4.0=py36_0
- beautifulsoup4=4.6.0=py36h49b8c8c_1
- bokeh=0.12.14=py36_0
- ca-certificates=2017.08.26=h1d4fec5_0
- certifi=2018.1.18=py36_0
- cffi=1.11.4=py36h9745a5d_0
- chardet=3.0.4=py36h0f667ec_1
- click=6.7=py36h5253387_0
- cloudpickle=0.5.2=py36_1
- contextlib2=0.5.5=py36h6c84a62_0
- coverage=4.5.1=py36h14c3975_0
- cryptography=2.1.4=py36hd09be54_0
- cycler=0.10.0=py36h93f1223_0
- dask=0.17.1=py36_0
- dask-core=0.17.1=py36_0
- dbus=1.12.2=hc3f9b76_1
- decorator=4.2.1=py36_0
- distributed=1.21.1=py36_0
- expat=2.2.5=he0dffb1_0
- fontconfig=2.12.4=h88586e7_1
- freetype=2.8=hab7d2ae_1
- glib=2.53.6=h5d9569c_2
- gst-plugins-base=1.12.4=h33fb286_0
- gstreamer=1.12.4=hb53b477_0
- heapdict=1.0.0=py36_2
- hypothesis=3.46.0=py36_1
- icu=58.2=h9c2bf20_1
- idna=2.6=py36h82fb2a8_1
- imageio=2.2.0=py36he555465_0
- intel-openmp=2018.0.0=hc7b2577_8
- jinja2=2.10=py36ha16c418_0
- jpeg=9b=h024ee3a_2
- jsonschema=2.6.0=py36h006f8b5_0
- libedit=3.1=heed3624_0
- libffi=3.2.1=hd88cf55_4
- libgcc-ng=7.2.0=h7cc24e2_2
- libgfortran-ng=7.2.0=h9f7466a_2
- libpng=1.6.34=hb9fc6fc_0
- libstdcxx-ng=7.2.0=h7a57d05_2
- libtiff=4.0.9=h28f6b97_0
- libxcb=1.12=hcd93eb1_4
- libxml2=2.9.7=h26e45fe_0
- libxslt=1.1.32=h1312cb7_0
- locket=0.2.0=py36h787c0ad_1
- lxml=4.1.1=py36hf71bdeb_1
- markupsafe=1.0=py36hd9260cd_1
- matplotlib=2.1.2=py36h0e671d2_0
- mkl=2018.0.1=h19d6760_4
- mock=2.0.0=py36h3c5bf6c_0
- msgpack-python=0.5.5=py36h6bb024c_0
- ncurses=6.0=h9df7e31_2
- networkx=2.1=py36_0
- numpy=1.14.1=py36h3dfced4_1
- olefile=0.45.1=py36_0
- openjpeg=2.2.0=h622c3cc_2
- openssl=1.0.2n=hb7f436b_0
- packaging=16.8=py36ha668100_1
- pandas=0.22.0=py36hf484d3e_0
- partd=0.3.8=py36h36fd896_0
- pbr=3.1.1=py36hb5f6b33_0
- pcre=8.41=hc27e229_1
- pillow=5.0.0=py36h3deb7b8_0
- pip=9.0.1=py36_5
- pluggy=0.6.0=py36hb689045_0
- psutil=5.4.3=py36h14c3975_0
- py=1.5.2=py36h29bf505_0
- pycparser=2.18=py36hf9f622e_1
- pyopenssl=17.5.0=py36h20ba746_0
- pyparsing=2.2.0=py36hee85983_1
- pyqt=5.6.0=py36h0386399_5
- pysocks=1.6.8=py36_0
- pytest=3.4.1=py36_0
- pytest-arraydiff=0.2=py36_0
- pytest-astropy=0.2.1=py36_0
- pytest-doctestplus=0.1.2=py36_0
- pytest-mock=1.7.0=py36_0
- pytest-openfiles=0.2.0=py36_0
- pytest-remotedata=0.2.0=py36_0
- python=3.6.4=hc3d631a_1
- python-dateutil=2.6.1=py36h88d3b88_1
- pytz=2018.3=py36_0
- pywavelets=0.5.2=py36he602eb0_0
- pyyaml=3.12=py36hafb9ca4_1
- qt=5.6.2=hd25b39d_14
- readline=7.0=ha6073c6_4
- requests=2.18.4=py36he2e5f8d_1
- scikit-image=0.13.1=py36h14c3975_1
- scipy=1.0.0=py36hbf646e7_0
- semantic_version=2.6.0=py36_0
- setuptools=38.5.1=py36_0
- sip=4.18.1=py36h51ed4ed_2
- six=1.11.0=py36h372c433_1
- sortedcontainers=1.5.9=py36_0
- sqlalchemy=1.2.4=py36h14c3975_0
- sqlite=3.22.0=h1bed415_0
- suds-jurko=0.6=py36_2
- tblib=1.3.2=py36h34cf8b6_0
- tk=8.6.7=hc745277_3
- toolz=0.9.0=py36_0
- tornado=4.5.3=py36_0
- urllib3=1.22=py36hbe7ace6_0
- wheel=0.30.0=py36hfd4bba0_1
- xz=5.2.3=h55aa19d_2
- yaml=0.1.7=had09818_2
- zict=0.1.3=py36h3a3bf81_0
- zlib=1.2.11=ha838bed_2
- pip:
- astropy==3.1.dev21550
prefix: /opt/miniconda/envs/wcsaxes-dev
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