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@beckermr
Created June 7, 2023 19:14
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Desktop/misc/work/2023_06_07_lsst_6month_rolling_delay/Untitled.ipynb
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{
"cells": [
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "import matplotlib.pyplot as plt\n\nimport healpy as hp\nimport numpy as np\nimport astropy as ap\n\n%matplotlib inline",
"execution_count": 126,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "\ndef calc_season(ra, time):\n \"\"\"Calculate the 'season' in the survey for a series of ra/time values of an observation.\n Based only on the RA of the point on the sky, it calculates the 'season' based on when the sun\n passes through this RA (this marks the start of a 'season').\n\n Note that seasons should be calculated using the RA of a fixed point on the sky, such as\n the slice_point['ra'] if calculating season values for a series of opsim pointings on the sky.\n To convert to integer seasons, use np.floor(seasons)\n\n Parameters\n ----------\n ra : `float`\n The RA (in degrees) of the point on the sky\n time : `np.ndarray`\n The times of the observations, in MJD days\n\n Returns\n -------\n seasons : `np.array`\n The season values, as floats.\n \"\"\"\n # A reference time and sun RA location to anchor the location of the Sun\n # This time was chosen as it is close to the expected start of the survey.\n ref_time = 60575.0\n ref_sun_ra = 179.20796047239727\n # Calculate the fraction of the sphere/\"year\" for this location\n offset = (ra - ref_sun_ra) / 360 * 365.25\n # Calculate when the seasons should begin\n season_began = ref_time + offset\n # Calculate the season value for each point.\n seasons = (time - season_began) / 365.25\n # (usually) Set first season at this point to 0\n # seasons = seasons - np.floor(np.min(seasons))\n return seasons\n # The reference values can be evaluated using:\n # from astropy.time import Time\n # from astropy.coordinates import get_sun\n # from astropy.coordinates import EarthLocation\n # loc = EarthLocation.of_site('Cerro Pachon')\n # t = Time('2024-09-22T00:00:00.00', format='isot', scale='utc', location=loc)\n # print('Ref time', t.utc.mjd)\n # print('Ref sun RA', get_sun(t).ra.deg, t.utc.mjd)\n # print('local sidereal time at season start', t.sidereal_time('apparent').deg)",
"execution_count": 28,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "ra, dec = hp.pix2ang(128, np.arange(hp.nside2npix(128), dtype=int), nest=True, lonlat=True)",
"execution_count": 5,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "from astropy.time import Time, TimeDelta\nfrom astropy.coordinates import EarthLocation",
"execution_count": 76,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "loc = EarthLocation.of_site('Cerro Pachon')\n",
"execution_count": 8,
"outputs": []
},
{
"metadata": {
"trusted": true,
"scrolled": true
},
"cell_type": "code",
"source": "import subprocess\nsubprocess.run(\"rm roll*.png\", shell=True)\n\nsec_per_month = 360.25*24*60*60/12\n\ntu = Time('2025-09-01T00:00:00.00', format='isot', scale='utc', location=loc)\ntd = Time('2024-09-01T00:00:00.00', format='isot', scale='utc', location=loc)\ndt = (tu-td)/12\n\nts = Time('2024-09-01T00:00:00.00', format='isot', scale='utc', location=loc)\nfor i in range(96):\n season = np.floor(calc_season(ra, ts.utc.mjd)/0.5)*0.5 + 1\n hp.orthview(season, nest=True, min=0, max=10, title=ts.to_string())\n hp.graticule()\n plt.savefig(\"roll%02d.png\" % i)\n plt.close(\"all\")\n ts += dt\n ",
"execution_count": 120,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "import imageio\n\nimport glob\n\nfilenames = sorted(glob.glob(\"roll*.png\"))\n\n\nimport imageio\nwith imageio.get_writer('roll.gif', mode='I', duration=500) as writer:\n for filename in filenames:\n image = imageio.imread(filename)\n writer.append_data(image)",
"execution_count": 121,
"outputs": [
{
"output_type": "stream",
"text": "/var/folders/p6/5q6thssj6sx3drv_mrndv1v40000gn/T/ipykernel_44843/3280145318.py:11: DeprecationWarning: Starting with ImageIO v3 the behavior of this function will switch to that of iio.v3.imread. To keep the current behavior (and make this warning disappear) use `import imageio.v2 as imageio` or call `imageio.v2.imread` directly.\n image = imageio.imread(filename)\n",
"name": "stderr"
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "TimeDelta?",
"execution_count": 73,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "t.to_string()",
"execution_count": 80,
"outputs": [
{
"output_type": "stream",
"text": "/Users/beckermr/mambaforge/envs/work/lib/python3.10/site-packages/erfa/core.py:154: ErfaWarning: ERFA function \"d2dtf\" yielded 1 of \"dubious year (Note 5)\"\n warnings.warn('ERFA function \"{}\" yielded {}'.format(func_name, wmsg),\n",
"name": "stderr"
},
{
"output_type": "execute_result",
"execution_count": 80,
"data": {
"text/plain": "'2027-05-19T00:00:00.000'"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "hp.mollview?",
"execution_count": 91,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.close(\"all\")",
"execution_count": 92,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "imageio.help(\"gif\")",
"execution_count": 99,
"outputs": [
{
"output_type": "stream",
"text": "GIF-PIL - Compuserve GIF via Pillow\n\n See :mod:`imageio.plugins.pillow_legacy`\n\n",
"name": "stdout"
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "print(imageio.plugins.pillow_legacy.GENERIC_DOCS)",
"execution_count": 101,
"outputs": [
{
"output_type": "stream",
"text": "\n Parameters for reading\n ----------------------\n\n pilmode : str\n From the Pillow documentation:\n\n * 'L' (8-bit pixels, grayscale)\n * 'P' (8-bit pixels, mapped to any other mode using a color palette)\n * 'RGB' (3x8-bit pixels, true color)\n * 'RGBA' (4x8-bit pixels, true color with transparency mask)\n * 'CMYK' (4x8-bit pixels, color separation)\n * 'YCbCr' (3x8-bit pixels, color video format)\n * 'I' (32-bit signed integer pixels)\n * 'F' (32-bit floating point pixels)\n\n PIL also provides limited support for a few special modes, including\n 'LA' ('L' with alpha), 'RGBX' (true color with padding) and 'RGBa'\n (true color with premultiplied alpha).\n\n When translating a color image to grayscale (mode 'L', 'I' or 'F'),\n the library uses the ITU-R 601-2 luma transform::\n\n L = R * 299/1000 + G * 587/1000 + B * 114/1000\n as_gray : bool\n If True, the image is converted using mode 'F'. When `mode` is\n not None and `as_gray` is True, the image is first converted\n according to `mode`, and the result is then \"flattened\" using\n mode 'F'.\n\n",
"name": "stdout"
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "hp.gnomview?",
"execution_count": 124,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "from healpy.newvisufunc import projview",
"execution_count": 127,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "projview(season, nest=True, min=0, max=10, projection_type=\"polar\", graticule=True, graticule_labels=True)",
"execution_count": 135,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 135,
"data": {
"text/plain": "<matplotlib.collections.QuadMesh at 0x1700dd930>"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 1200x756 with 2 Axes>",
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "",
"execution_count": null,
"outputs": []
}
],
"metadata": {
"kernelspec": {
"name": "conda-env-work-py",
"display_name": "Python [conda env:work]",
"language": "python"
},
"language_info": {
"name": "python",
"version": "3.10.11",
"mimetype": "text/x-python",
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"pygments_lexer": "ipython3",
"nbconvert_exporter": "python",
"file_extension": ".py"
},
"gist": {
"id": "",
"data": {
"description": "Desktop/misc/work/2023_06_07_lsst_6month_rolling_delay/Untitled.ipynb",
"public": true
}
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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