{
“cells”: [
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}, “tags”: []

}, “source”: [

“# Asymm Gaussian on sphere”

]

}, {

“cell_type”: “code”, “execution_count”: 1, “id”: “cc88fe90”, “metadata”: {

“execution”: {

“iopub.execute_input”: “2021-08-17T08:15:05.230580Z”, “iopub.status.busy”: “2021-08-17T08:15:05.229365Z”, “iopub.status.idle”: “2021-08-17T08:15:08.192982Z”, “shell.execute_reply”: “2021-08-17T08:15:08.194500Z”

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}, “tags”: []

}, “outputs”: [], “source”: [

“%%capturen”, “n”, “import numpy as npn”, “n”, “import matplotlib.pyplot as pltn”, “n”, “import warningsn”, “warnings.simplefilter("ignore")n”, “n”, “from astromodels.functions.function import _known_functionsn”, “n”, “import healpy as hpn”, “n”, “n”, “from astropy.coordinates import ICRS, Galacticn”, “n”, “n”, “from jupyterthemes import jtplotn”, “jtplot.style(context="talk", fscale=1, ticks=False, grid=False)n”, “%matplotlib inlinen”, “n”, “n”, “n”

]

}, {

“cell_type”: “code”, “execution_count”: 2, “id”: “ac74da83”, “metadata”: {

“execution”: {

“iopub.execute_input”: “2021-08-17T08:15:08.217921Z”, “iopub.status.busy”: “2021-08-17T08:15:08.216632Z”, “iopub.status.idle”: “2021-08-17T08:15:08.222586Z”, “shell.execute_reply”: “2021-08-17T08:15:08.223458Z”

}, “nbsphinx”: “hidden”, “papermill”: {

“duration”: 0.020826, “end_time”: “2021-08-17T08:15:08.223832”, “exception”: false, “start_time”: “2021-08-17T08:15:08.203006”, “status”: “completed”

}, “tags”: [

“parameters”

]

}, “outputs”: [], “source”: [

“func_name = "Latitude_galactic_diffuse"n”

]

}, {

“cell_type”: “code”, “execution_count”: 3, “id”: “d11d2104”, “metadata”: {

“execution”: {

“iopub.execute_input”: “2021-08-17T08:15:08.245301Z”, “iopub.status.busy”: “2021-08-17T08:15:08.243759Z”, “iopub.status.idle”: “2021-08-17T08:15:08.248066Z”, “shell.execute_reply”: “2021-08-17T08:15:08.248845Z”

}, “papermill”: {

“duration”: 0.017635, “end_time”: “2021-08-17T08:15:08.249157”, “exception”: false, “start_time”: “2021-08-17T08:15:08.231522”, “status”: “completed”

}, “tags”: [

“injected-parameters”

]

}, “outputs”: [], “source”: [

“# Parametersn”, “func_name = "Asymm_Gaussian_on_sphere"n”

]

}, {

“cell_type”: “code”, “execution_count”: 4, “id”: “7357ebb6”, “metadata”: {

“execution”: {

“iopub.execute_input”: “2021-08-17T08:15:08.271673Z”, “iopub.status.busy”: “2021-08-17T08:15:08.270509Z”, “iopub.status.idle”: “2021-08-17T08:15:08.288220Z”, “shell.execute_reply”: “2021-08-17T08:15:08.289008Z”

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“duration”: 0.032977, “end_time”: “2021-08-17T08:15:08.289345”, “exception”: false, “start_time”: “2021-08-17T08:15:08.256368”, “status”: “completed”

}, “tags”: []

}, “outputs”: [], “source”: [

“func = _known_functions[func_name]()n”, “n”, “NSIDE = 2**7n”, “NPIX = hp.nside2npix(NSIDE)n”, “n”, “ra, dec = hp.pix2ang(nside=NSIDE, ipix=np.arange(NPIX), lonlat=True)n”

]

}, {

“cell_type”: “markdown”, “id”: “e97cda9b”, “metadata”: {

“lines_to_next_cell”: 0, “papermill”: {

“duration”: 0.007451, “end_time”: “2021-08-17T08:15:08.304535”, “exception”: false, “start_time”: “2021-08-17T08:15:08.297084”, “status”: “completed”

}, “tags”: []

}, “source”: [

“## Description”

]

}, {

“cell_type”: “code”, “execution_count”: 5, “id”: “2362b7aa”, “metadata”: {

“execution”: {

“iopub.execute_input”: “2021-08-17T08:15:08.334104Z”, “iopub.status.busy”: “2021-08-17T08:15:08.324987Z”, “iopub.status.idle”: “2021-08-17T08:15:08.338508Z”, “shell.execute_reply”: “2021-08-17T08:15:08.339611Z”

}, “papermill”: {

“duration”: 0.027264, “end_time”: “2021-08-17T08:15:08.339975”, “exception”: false, “start_time”: “2021-08-17T08:15:08.312711”, “status”: “completed”

}, “tags”: []

}, “outputs”: [

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“<ul>n”, “n”, “<li>description: A bidimensional Gaussian function on a sphere (in spherical coordinates)n”, “see https://en.wikipedia.org/wiki/Gaussian_function#Two-dimensional_Gaussian_function</li>n”, “n”, “<li>formula: $n.a.$</li>n”, “n”, “<li>parameters: n”, “<ul>n”, “n”, “<li>lon0: n”, “<ul>n”, “n”, “<li>value: 0.0</li>n”, “n”, “<li>desc: Longitude of the center of the source</li>n”, “n”, “<li>min_value: 0.0</li>n”, “n”, “<li>max_value: 360.0</li>n”, “n”, “<li>unit: </li>n”, “n”, “<li>is_normalization: False</li>n”, “n”, “<li>delta: 0.1</li>n”, “n”, “<li>free: True</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “<li>lat0: n”, “<ul>n”, “n”, “<li>value: 0.0</li>n”, “n”, “<li>desc: Latitude of the center of the source</li>n”, “n”, “<li>min_value: -90.0</li>n”, “n”, “<li>max_value: 90.0</li>n”, “n”, “<li>unit: </li>n”, “n”, “<li>is_normalization: False</li>n”, “n”, “<li>delta: 0.1</li>n”, “n”, “<li>free: True</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “<li>a: n”, “<ul>n”, “n”, “<li>value: 10.0</li>n”, “n”, “<li>desc: Standard deviation of the Gaussian distribution (major axis)</li>n”, “n”, “<li>min_value: 0.0</li>n”, “n”, “<li>max_value: 20.0</li>n”, “n”, “<li>unit: </li>n”, “n”, “<li>is_normalization: False</li>n”, “n”, “<li>delta: 1.0</li>n”, “n”, “<li>free: True</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “<li>e: n”, “<ul>n”, “n”, “<li>value: 0.9</li>n”, “n”, “<li>desc: Excentricity of Gaussian ellipse</li>n”, “n”, “<li>min_value: 0.0</li>n”, “n”, “<li>max_value: 1.0</li>n”, “n”, “<li>unit: </li>n”, “n”, “<li>is_normalization: False</li>n”, “n”, “<li>delta: 0.09000000000000001</li>n”, “n”, “<li>free: True</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “<li>theta: n”, “<ul>n”, “n”, “<li>value: 10.0</li>n”, “n”, “<li>desc: inclination of major axis to a line of constant latitude</li>n”, “n”, “<li>min_value: -90.0</li>n”, “n”, “<li>max_value: 90.0</li>n”, “n”, “<li>unit: </li>n”, “n”, “<li>is_normalization: False</li>n”, “n”, “<li>delta: 1.0</li>n”, “n”, “<li>free: True</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “</ul>n”, “n”, “</li>n”, “n”, “</ul>n”

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}, “metadata”: {}, “output_type”: “display_data”

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“func.display()”

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}, “tags”: []

}, “source”: [

“## Shapen”, “n”, “The shape of the function on the sky.”

]

}, {

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“execution”: {

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n”, “text/plain”: [

“<Figure size 612x388.8 with 2 Axes>”

]

}, “metadata”: {

“needs_background”: “light”

}, “output_type”: “display_data”

}

], “source”: [

“n”, “n”, “m=func(ra, dec)n”, “hp.mollview(m, title=func_name, cmap="magma")n”, “hp.graticule(color="grey", lw=2)n”, “n”, “n”

]

}

], “metadata”: {

“jupytext”: {

“formats”: “ipynb,md”

}, “kernelspec”: {

“display_name”: “Python 3”, “language”: “python”, “name”: “python3”

}, “language_info”: {

“codemirror_mode”: {

“name”: “ipython”, “version”: 3

}, “file_extension”: “.py”, “mimetype”: “text/x-python”, “name”: “python”, “nbconvert_exporter”: “python”, “pygments_lexer”: “ipython3”, “version”: “3.7.11”

}, “papermill”: {

“default_parameters”: {}, “duration”: 6.223482, “end_time”: “2021-08-17T08:15:10.249779”, “environment_variables”: {}, “exception”: null, “input_path”: “Asymm_Gaussian_on_sphere.ipynb”, “output_path”: “../docs/notebooks/Asymm_Gaussian_on_sphere.ipynb”, “parameters”: {

“func_name”: “Asymm_Gaussian_on_sphere”

}, “start_time”: “2021-08-17T08:15:04.026297”, “version”: “2.3.3”

}

}, “nbformat”: 4, “nbformat_minor”: 5

}