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@bmorris3
Created November 4, 2015 01:21
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Presented at .Astronomy 7
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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Lightning tour of `astroplan` v0.1\n",
"\n",
"`.Astronomy` Lightning Talk, Nov 4, 2015\n",
"\n",
"An `astropy`-affiliated package by **Brett Morris** (maintainer), Jazmin Berlanga, Christoph Deil, Eric Jeschke, Adrian Price-Whelan, Erik Tollerud, Brigitta Sipocz\n",
"\n",
"\n",
"**Docs**: https://astroplan.readthedocs.org\n",
"\n",
"**Install**: \n",
"```\n",
"pip install astroplan\n",
"```\n",
"\n",
"Presenting with support from the Python Software Foundation\n",
"\n",
"***\n",
"\n",
"## Observe alpha Cen from the Justice & Police Museum\n",
"\n",
"Was @astropixie correct that we can see alpha Cen tonight?"
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"<FixedTarget \"alpha Centauri\" at SkyCoord (ICRS): (ra, dec) in deg (219.90085, -60.8356194)>"
]
},
"execution_count": 56,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from astroplan import Observer, FixedTarget\n",
"\n",
"import astropy.units as u\n",
"from astropy.time import Time\n",
"\n",
"# Create an observer\n",
"jpm = Observer(longitude=-151.2094*u.deg, \n",
" latitude=-33.8650*u.deg, \n",
" elevation=0*u.m,\n",
" name=\"Justice and Police Museum\")\n",
"\n",
"# Alternatively load from known observatories:\n",
"aao = Observer.at_site(\"AAO\")\n",
"\n",
"# Create a target\n",
"alpha_cen = FixedTarget.from_name('alpha Centauri')\n",
"alpha_crux = FixedTarget.from_name('alpha Crux')\n",
"\n",
"target_list = [alpha_crux, alpha_cen]\n",
"\n",
"alpha_cen"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"alpha Centauri: alt=51.75 deg, az=211.95 deg\n"
]
}
],
"source": [
"alt_az = jpm.altaz(Time.now(), alpha_cen)\n",
"print(\"{1.name}: alt={0.alt:.2f}, az={0.az:.2f}\".format(alt_az, alpha_cen))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Is the target up?"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 58,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"jpm.target_is_up(Time.now(), alpha_cen)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"When does the target set below 20 degrees altitude?"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"('2015-11-04 05:17:11.126', 2457330.7202676656)"
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"set_time = jpm.target_set_time(Time.now(), alpha_cen, which='nearest', horizon=20*u.deg)\n",
"set_time.iso, set_time.jd"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Computing with \"constraints\""
]
},
{
"cell_type": "code",
"execution_count": 61,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"&lt;Table masked=False length=2&gt;\n",
"<table id=\"table4419467472\">\n",
"<thead><tr><th>target name</th><th>ever observable</th><th>always observable</th><th>fraction of time observable</th></tr></thead>\n",
"<thead><tr><th>string112</th><th>bool</th><th>bool</th><th>float64</th></tr></thead>\n",
"<tr><td>alpha Crux</td><td>True</td><td>False</td><td>0.0454545454545</td></tr>\n",
"<tr><td>alpha Centauri</td><td>False</td><td>False</td><td>0.0</td></tr>\n",
"</table>"
],
"text/plain": [
"<Table masked=False length=2>\n",
" target name ever observable always observable fraction of time observable\n",
" string112 bool bool float64 \n",
"-------------- --------------- ----------------- ---------------------------\n",
" alpha Crux True False 0.0454545454545\n",
"alpha Centauri False False 0.0"
]
},
"execution_count": 61,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from astroplan import (AltitudeConstraint, MoonSeparationConstraint, \n",
" observability_table, AtNightConstraint)\n",
"\n",
"# Describe the constraints on what's \"observable\"\n",
"constraints = [AltitudeConstraint(min=25*u.deg), \n",
" MoonSeparationConstraint(min=10*u.deg),\n",
" AtNightConstraint.twilight_astronomical()]\n",
"\n",
"# Calculate sunset, sunrise times\n",
"sun_set = jpm.sun_set_time(Time.now(), which='next')\n",
"sun_rise = jpm.sun_rise_time(Time.now(), which='next')\n",
"time_range = Time([sun_set, sun_rise])\n",
"\n",
"table = observability_table(constraints, jpm, target_list, \n",
" time_range=time_range)\n",
"\n",
"table"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Plots!"
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
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FnK8CBbHqKDz0wkjgZ5gdgdkn+aQwCL9PNwA2NOv7K7WrMXsU7/GzFfAnMqZ7jJANBSAy\ncE0/nXIv9Iq0LnA1sCNmWUdzp1DAl+JtTTuZfeoSDPrCB0uej7eJfRmzt5tXVIRsCIL2xd07fwH2\nzm30E8fjvcS2C6M/jZh9AOyCZ/q6K0d3z87u1dM+FP+zK8iHt/vcAByBWfY4NxK7AbsBazU0+Xk3\n4T1+vo/0MXA10iatDKsRrp6gI+jYe0GaC28fOguzX+eXw6p4u9AXzXgot562xxt5LwBmBHZtdJtN\nuHqCoN3wuDt/A64uiNGfG7gKOCSMfoPwmvf++Bifk1pVbNT4g46g4+4F7xV1Nd4rbP/ccd5TD55/\nAPeacWROLR2JNAdwF3A6Zqc17rTVn4vw8QdB0fCAeOcCk4ADchv9xMnAf4D/yS2kIzF7B2lr4A6k\n5zFrariLtjf86mcsnSAoJO7zPRkP9bE5ZpPyCgKJffAsU+uYkW3cQMdj9gzS9sB1SK9gdm+zimpr\nV08QdBzSD4A9gY3wAXeZ5bAW3s7QY8bY3Hq6AulLeL7cDZjOsT3h6gmCouOhPb6BP/BFMPrz47Gg\nDgij30LMrsFDqlyHtF4zBnhFjT8IioDX8v4I9GD2RH45DMHz5N5oxk9y6+lKpJPwUO6bY/ZR/06R\noTunpHMkvSZpTI3tPZLelTQ6TUc3U08QFBJpAzzmzXZFMPqJ3+KxmX6WW0gX8wO8V9e5jU7j2Ox+\n/OcCW/axz61mtnqajmuyniAoFtJiuDtlT8zuyyvGkTgQ2AjY24zJufV0LT66d288TPvxjTx1Uw2/\neUyRvnyV4cIJuhOvxf0fcDJm/8isBgCJ9YGfAtub8V5uPV2Pu3i2B3ZCOrBRp809cteA9SQ9JOk6\neSCqIOgWvoM/g9lH5QJILISH+N7HjKdy6wkSZm/i3WmPReot30bd5O7V8wCwcEonuBU+HHyZajtK\nOrZscaSZjWy+vCBoEp745khg7Zwx9Sv4A3CmGTfkFhJUYDYOaQ/gfKSVa/X6ktQD9PR1uqb36pH7\nMK8xs5Xr2PcZYA2r6L4UvXqCjkIagmfQ+m1Ky5cdie2AE4BVI+JmgZF+B8yM2X717V7AIG2S5ivl\nf5W0Nv4ialpSgiAoCMcCz+GdH7Ij8TngN8DBYfQLz5HAxim8Q79pqqtH0sXAxsDckl4AjgEGA5jZ\nmcDOwEGSJgEfAF9ppp4gyI60HrAfsFpBYvCAp8u8x4ybcwsJ+sBsItLXgfOQVsLs3f6cJgZwBUGr\nkGbBE6QfgdlVueUASCyDR4VcNXLmthHSGcBgzL7e+241IhuH4Q+CFiGdCQyp1z/bbCQE/B24wawY\nPYuCOpFmBcYAB2L299q7RayeIMiHtA2wObBqbill7AwsADQs/nvQIswmJJfPOamXzzS5fKLGHwTN\nRpobeAjYA7Nbc8sBkJgVGAvsYUYRkrcH/cG/IoXZiOqbw9UTBK3He639GXgWsyNyyykhcRIwrxn7\n5NYSTAfSbLjL5+uY3Tj15nD1BEEO9gSWS38LgcSKwL7ASpmlBNOL2XtII4CzkstnQj2HRY0/CJqF\nx1S/Hw+rOzq3HPi0QXckcJkZv88sJ2gU0v8CH2N20GdXF3AAVxB0LFMCsJ1SFKOf2AOYFQ/PEHQO\nhwPbIG1az85h+IOgOXwLmBE4MbeQEhKzAycB34zcuR2G9+o5EPjf1NWzV8LVEwSNxqPM3gYMx2xc\nbjklJH4DfM6MA3JrCZqEdC7wAWYH+2L06gmC5uO9eEYCl2J2emY1nyKxGj5Ya0Uz3sytJ2gS0hx4\nL5+9MLslfPxB0Bq2AObF8+cWAokBwOnA0WH0OxwP11xy+cxca7cw/EHQKLxB9+fAjzCblFtOGfvi\nz/rZmXUErcDsb8AdwC9q7RL9+IOgcewMTMZz6BYCiTnxl9HWkT+3qzgMuLbWxvDxB0EjkAYBjwKH\nVBtBmQuJPwCTzDgkt5agxXiyk8kxcjcImse+wEvATZl1fIrEUsBOwNK5tQQZMDNUvb4chj8Iphdp\nJjzJ0C4FSq4Cnsz9TDPG5xYSFIsw/EEw/XwTuB+ze3ILKSExNz5Kd/ncWoLiEYY/CKYHj474A2CT\n3FIq+CZwhRmv5hYSFI8w/EEwfRwO3IDZI7mFlJCYCTgY6MksJSgoYfiDoL9I8wCHAGvmllLBXsC9\nZjyWW0hQTKI7ZxD0F+kUPOF1YbpKplG6jwEjzChEtq8gH5GIJQgaicfa3xtYMbeUCrYF3sODxAVB\nVSJkQxD0j2OAMzErWuPp94CTzSj+p3yQjajxB8G0Ii0HbEfBBkZJDAeGUaCQEUExiRp/EEw7PwNO\nxqxoA6MOB04xo0gB4oICEo27QTAtSGsAVwNLY/ZBbjklJJYERgGLmTExt56gGEQ8/iBoDD8HjiuS\n0U8cBvwxjH5QD+HjD4J6kXqApShYXHuJuYCvUrweRkFBiRp/ENSDp1T8BfBjzP6bW04FBwF/MeOV\n3EKC9iBq/EFQH18CZgYuzi2kHIkZ8dHDm+bWErQPYfiDoC+kgcDxwFGYFS2L1Z7A/WY8mltI0D6E\n4Q+CvtkG+JBeUtnlIIVnOByPxBkEdRM+/iDomwOB0wuWZAVga+B9YGRmHUGbEf34g6A3pEWBB4CF\ni9aFU+JW4AwzLsmtJSgm/e7HL2kpSTOm+S9I+pakoc0QGQQF5OvAhQU0+msDiwKX59YStB/1uHqu\nACZJWgo4E1gYuKipqoKgCEiDga/h933ROBw4NcIzBP2hHsM/2cwmATsCp5nZ94AFmisrCArBtsDT\nmBWqx4zE4nj3zUINJAvah3oM/38l7YHHHr9WPpBlcHNlBUEhOBD4Q24RVTgMOMuMCbmFBO1JPd05\n98cfgOPN7BlJiwPnN1dWEGTG7/M1gB1ySylHYk48teJKubUE7cs09eqRNCcwzMwebp6kquVGr56g\ntUg/B2bE7Lu5pZQj8QNgeTP2za0lKD79Tr0o6VZ8uPog4H7gDUl3mtl3Gi8zCAqANAT/0u3JrKQa\nXwUOzi0iaG/q8fHPbmbv4Y27fzKztYEvNldWEGRle+BxzB7PLaQcieWBuYA7c2sJ2pt6DP9ASQsA\nuwJ/S+uKP+orCPrPgRSzC+euwJ/NKFq8oKDNqMfw/xT4O/BvM7tX0pLAU82VFQSZ8PEqqwBX5pZS\nhV2BS3OLCNqfCNkQBOVIJwLCx6sUBomVgOvw1IpR4w/qYnoad2fCRy+uAMyUVpuZ7d9YiUGQGWkG\nYF9g/cxKqrErcFkY/aAR1OPqOR+YD9gSjwI4DCKvZ9CRfBkYg1mhXJkSAnYDLsutJegM6jH8S5nZ\nj4CJZnYeHgp2nb4OkrSwpFskPSrpEUnfqrHfbyU9JekhSatPm/wgaChFHam7CjAEuC+3kKAzqCtk\nQ/r7rqSVgaHAPHUc9zHwHTNbERgOHCxp+fIdJG2Nv1iWBkYAZ9StPAgaibQssDzw19xSqrAb7uYp\nfoNc0BbUY/jPSiN2jwauBsYCJ/Z1kJm9amYPpvmJwGPAghW7bQecl/YZBQyVNF/98oOgYYwAzi1a\nIvXk5onePEFD6bNx18zOSrO3Aov3pxBJiwGrA6MqNi0EvFC2/CLehvBaf8oJgn7h+Sb2pg4XZgY+\nn/6Ozqoi6Cjq6dUzB/5QLFa2v5lZVZ99leNnwZNFfDvV/KfapWK56uespGPLFkea2ch6yg+COtgJ\neACzp3MLqcKuwKXh5gnqQVIPdYQaqSc653XA3cDDTDHKdd2E8kQWVwAXmNlVVXZ5CU/sUmJYWjcV\nZnZsPWUGQT84EDg1t4hKytw8hYoQGhSXVCEeWVqWdEy1/eox/DNYPyIUprj9ZwNjzazWQ3U1cAhw\niaThwHgzCzdP0DqkFYGlgGtyS6nCWsB/8EpXEDSMegz/RZJG4A/Gf0orzeztPo5bH9gTeFhSyT95\nFLBIOv5MM7tO0taSxgHvA/tN6z8QBNPJCOAczD7OLaQK0ZsnaAp9hmyQdAhwPDAePh01aGa2RJO1\nlWuIkA1B4/FR6S8Aa2D2XG455UgMAJ4FtjKjUKkfg/ah3yEb8KTOS5rZm42XFQRZ2RUYVTSjnxgO\nTAijHzSDevrxPwV82GwhQZCBooZfhui7HzSRemr8HwAPSrqFKT7+urtzBkEh8VHoC+O91gpFcvPs\nAmyaW0vQmdRj+P8CXMWULpwiErEE7c8I4GzMJuUWUoX1gTfNKFQGsKBz6NXwSxoE7GdmPa2REwQt\nQBoA7AxsmFtKDSISZ9BUejX8ZjZJ0ieShprZ+FaJCoImsxbwNmbjcgupRGIgxX4pBR1APa6e94Ex\nkm5M8xA+/qC92Q4fPFhENgJeNov0pkHzqMfwX8nU+UfDxx+0M9sBB+QWUYPozRM0nci5G3QX0hLA\nXcCCmBUqjaHEIOBlYLgZRQwYF7QZ0zyAS9KfzWwXSWOqbDYzW6WhCoOgNWwHXFM0o5/oAZ4Nox80\nm95cPd9Of7+U/hrelXMR4MhmigqCJrI98OvcImoQvXmCllCXq0fS54Hd8UElzwJXmNlpzZX2mfLD\n1RNMP55J7llgfsw+yKzmM0gMBl4B1jCjiCEkgjakP66eZXFjvxvwBvBnYED06Q/amK2Am4tm9BOb\nAk+F0Q9aQW+unseAa4EtzOx5AEnTHJc/CArE9hS3G2f05glaRm9B2nbEg7PdJukPkjZl6jSJQdAe\nSDMAmwN/yy2lEokh+Evp8txagu6gpuE3s6vMbDdgJeB24DvAPJLOkLR5qwQGQYPoAR6lmBneNgPG\nmvFibiFBd9BnWGYzm2hmF5rZtng0w9FEr56g/SjyaN3ozRO0lBjAFXQ+nv/5eWBzzB7LLacciRmA\nV4EVzHglt56gs6hlO+tJxBIE7c7qeHtVEcMcrw2MC6MftJIw/EE34G6eYn7e9gAjM2sIuoww/EE3\nsD3w19wiatAD3JpbRNBdhI8/6GykRYAH8NG6hcq2lfz7bwILmxH5LoKGEz7+oFv5EvC3ohn9xFrA\nE2H0g1YThj/odMLNEwQVhOEPOhdpdmBd4B+5pdRgY6JhN8hAGP6gk9kSuB2zibmFVJLCNAzHR8UH\nQUsJwx90MttRXDfPWng0zvDvBy0nDH/QmUiD8TDM1+SWUoNw8wTZCMMfdCobAuMwezm3kBr0EIY/\nyEQY/qBTKWxQtpRta13Cvx9kIgx/0Hl4ULYiJ11ZE4/P805uIUF3EoY/6ERWSn/HZFVRmx7CzRNk\nJAx/0Il4bb+48Uh6iIFbQUbC8AedSDv492/LrSXoXsLwB52FtCCwFMU1rGsAT5vxdm4hQfcShj/o\nNL4E3IDZx7mF1KCHcPMEmQnDH3QahXXzJGLgVpCdiMcfdA7SLMArwDDM3s0tp5Lk338LWNyMt3Lr\nCTqfiMcfdAObA/cU0egnPg88G0Y/yE3bGH6Jgbk1BIWnyEHZINw8QUFoG8MPrJBbQFBgpEHANhQ3\nKBtEw25QENrJ8A/PLSAoNOsAL2P2XG4h1ZAYBKxPcbuZBl1EOxn+dXILCArNhsAtuUX0wurA82a8\nkVtIELST4Y8af9AbGwB35BbRCz2EmycoCO1k+BeTmC23iKCASAOA9YA7c0vphWjYDQpDOxn+0Xi6\nuiCoZDlgPGav5BZSjeTf34Dw7wcFoZ0M/yjC3RNUp+huntWAl8x4PbeQIIAmGn5JC0u6RdKjkh6R\n9K0q+/RIelfS6DQd3csp7yEaeIPqrE+4eYKgbgY18dwfA98xswflQ+nvl3SjmT1Wsd+tZrZdHecb\nBZwuITOKH2ciaCXrAyflFtELPcCfcosIghJNq/Gb2atm9mCanwg8BixYZdd6Y/C8iL9MFmuIwKAz\nkOYH5gTG5pZSjTTifEPCvx8UiJb4+CUthvdjHlWxyYD1JD0k6TpJNUfnplp++PmDStYH7sZscm4h\nNVgVeNmM13ILCYISzXT1AJDcPJcD3041/3IeABY2sw8kbQVcBSxT4zzHwg6zwszfli58xcxGNlN3\n0DYUvWG3h/DvBy1CUg9+z/W+XzPDMksaDFwLXG9mp9ax/zPAGmb2dsV6MzNJbAycYBa1/iAh3Qsc\ngVkhXSkSVwMXmnFpbi1B91ErLHPTDL8kAecBb5nZd2rsMx/werLqawOXmdliVfYrGf6ZgdeBOc34\nT1OEB+3D3GQ1AAAVTUlEQVSDVLof5sbsw9xyKkn+/TeB5c14NbeeoPuoZfib6epZH9gTeFjS6LTu\nKGARADM7E9gZOEjSJOAD4Cu9ndCM9yWexPtFV7YXBN3H2sDDRTT6iVWAV8PoB0WjaYbfzO6gj8Zj\nM/s98PtpPPUovD9/GP6g6P33e4j4PEEBaaeRuyXuIXr2BE7RDX8M3AoKSdvl3JVYHrjWjCUzywpy\nIg3E89cug1nhQiFIDMD9+yuaUcgYQkHn00k5d58A5pKYN7eQICsrAq8X0egnVgHeCKMfFJG2M/xm\nTAbuJeL2dDvrU+z+++HmCQpL2xn+RARsCzag2P79HqJhNygo7Wr4I3RDUNiG3eTf34gw/EFBaWfD\nv1YaIBN0G9IwYBa8vaeIrAS8ZcZLuYUEQTXa0vCb8SbwBp55Keg+vLZf3C5pPURtPygwbWn4E+Hn\n714K6+ZJrEexG56DLqedDX/4+buXokfkXAXPER0EhaSdDX/U+LsRaVZgWeD+3FKqITETsDjweG4t\nQVCLdjb8DwFLScySW0jQUtYBRmNW1OisKwBPmfHf3EKCoBZta/jTg/UQsGZuLUFLaQc3z8O5RQRB\nb7St4U+En7/7KHrDbhj+oPC0u+EPP383IQ3Cf++7ckvphVXwL9EgKCztbvhHAcMlpoo+F3QkqwAv\nYvZWbiHVSPfhqkSNPyg47W74nwMELJxbSNASiu7mmR8wiIxbQbFpa8NvhhGJWbqJokfkXBV4ON2X\nQVBY2trwJ6KBtxuQRPEjckbDbtAWdILhjwbe7mARYDDw79xCeiEMf9AWdILh/xewmsSQ3EKCpuL9\n94sbmA2iR0/QJrS94TdjAl4LXCW3lqCpFLphN1U8lgbG5tYSBH3R9oY/EX7+zqfoDbvLAc+Y8VFu\nIUHQF51i+MPP38lIQ4ElKXbEy+i/H7QNnWL4o8bf2QwH/oXZx7mF9EI07AZtQ6cY/seAeSXmyi0k\naApFd/NAGP6gjegIw2/GJ3jvnnD3dCZF778P0aMnaCM6wvAnws/fiUiD8dDbd+eWUguJeYEZgRdz\nawmCeugkwx9+/s5kNeAZzMbnFtILKxOhGoI2otMM/9pSR/1PQfu4ecK/H7QNHWMkzXgNGA8sk1tL\n0FDaoWE3unIGbUXHGP5EROrsJDwwW6FH7Caixh+0FZ1m+EcRDbydxBLAZDzvQiGRGISP2n0kt5Yg\nqJdOM/z3EcnXOwl38xQ7MNsywItmvJ9bSBDUS6cZ/seA5SIVY8cQDbtB0AQ6yvCb8TbwAbBgbi1B\nQ1iHAvffT4ThD9qOjjL8icdxn2vQzvjArWUovu88evQEbUcY/qCoLAs8j9mHuYX0QdT4g7YjDH9Q\nVFYGxuQW0RsScwKzA89mlhIE00QY/qCoFN7wkzSaMTm3kCCYFsLwB0WlHQx/uHmCtqQTDf/zwFwS\ns+YWEkwXYfiDoEl0nOFPsfmfImL2tC/SbMA8wNO5pfRBGP6gLek4w58Id097sxIwFrNPcguphcRA\nYEWK/1USBFMRhj8oIu3g5lkSeN2M93ILCYJpJQx/UETawfCHmydoW5pm+CXNKGmUpAcljZX0ixr7\n/VbSU5IekrR6g4qfZsMvqadBZfebImiAQuhY+bsFqZT0ci1aZvgL8HsAxdBRBA1QDB3To6FpD5eZ\nfQR8wcxWwx+SL0jaoHwfSVsDS5nZ0sAI4IwGFf8ksFTyw9ZLT4PKnh56cgtI9GQr2WPwr3wBzJ9N\nw2fpqbG+lTX+WhpaTU9uARRDAxRDR09/D2xqrcrMPkizQ4CBwNsVu2wHnJf2HQUMlTTf9JfL+8Dr\nwGLTe66g5SwITHqDwoc5DldP0LY01fBLGiDpQeA14BYzG1uxy0LAC2XLLwLDGlR8+Pnbk5UouH9f\nYjZgPuDfubUEQX9QK3JcSJod+DtwpJmNLFt/DfBLM7szLd8EfN/MHqg4vsiJOIIgCAqLmU2Vn2RQ\niwp+V9Lf8OxYI8s2vQQsXLY8LK2rPD4SqwRBEDSIZvbqmVvS0DQ/E7AZMLpit6uBvdM+w4HxZvZa\nszQFQRAEza3xLwCcJ2kA/oI538z+KelAADM708yuk7S1pHF4Y95+TdQTBEEQ0CIffxAEQVAcCjFI\nppXI+4lnJ6eOuAbF0gDF0FEEDeUUQU+naugawy/pG5JWAw/XnOsHLYiOT3/3zDd2EXQUQUNRdBRB\nQyGekU7X0PGuHkkrAhfiYwReBGY0s327UYekPYDDgduBu8zsslaWXyQdRdBQFB1F0JB0FOEZ6Q4N\nZtbREz6s+Yw0PwtwDXBSWh7QLTqA5YH7gY2BLwG3AntkuA7ZdRRBQ1F0FEFDmZbsz2q3aGjZj9rC\nm2cosDYwOC1/A/ht2fbFgPHAQmlZnaqj/CZJN9Nvypa3Bl5q0W+SXUcRNBRFRxE0pLKK8Ix0pYam\n/7itnPBAb68Df8NjAA1L06vAXGX7nQKc18k6gGOA04Fd0/IawIMV+1yPj5z+jDHoNB1F0FAUHUXQ\nkM5bhGekazV0TONuGiS2LrChmW2D5979ITABuAj4Y9nu5wMDSwPMOk2HpKOB9YAbgEMkHWFm9wMv\nSTqubNfvAxtJmt3MJjdSQ1F0FEFDUXQUQUPSUYRnpKs1dIzhN7MP8Ys4b1p1PvAWcBB+I68qaZe0\nbUngHTMb32k6JA0CNgS+Z2ZXA0cDC0r6atJwkKRSILy38AiT1uheC0XQUQQNRdFRBA0lcj8joaFN\nDX+6iUvzA9PoYIBzgO0BzOxJ4C7cPzYXcCiwqTwQ3M+AUY3W1GodlQ+lpEFmNgl4FNg9rb4rTZsC\n7wCnAiennhxH4xFSP7T0PdkIiqCjCBqKoqMIGpKO7M9qaEg0w2/VzAk4DPgzsEqVbesB/wt8MS0v\nAVwJLJeWBwNbADM3QMdBwP7A6rl0AJ8rmx9YNr858CdgxbS8LHBy0jUQ2BL4P+B3DboWM+bWASyc\n/g6oWN/qa7E9sHSV9a28FguUfgdgUMZrsTfeW2hoxmdk11TWHBk1ZL8OU5XbyJM1c8KTufwCuBFY\no2LbL4BdgNmBg4FLSjc8cB2wSQN1LAXcgTfG/A/wADBn2vbLVujAa2l3AucCe5atXxfvpTErcCxw\nQtm2v5K66ZVuqAbo2AJvCDwL2Lts/fBW6QBmAC4AnqKstwOwTouvxeeBh4DLgZXK1q/dwmvxxXRv\nXgmcmen3EJ5MZyRwM+6nvgiYJ20/qUXPyAZ4DfnvuAvlbJLhBU5otoaiXIdaU+FdPZIGp9mBeBLu\nr5jZ/fIY/yVONrM/m9m7+MU14BJJ1+P9YJ9soI5VgNvNbBszOx64u2y3E1ugYy7gOPzT/HxgZ0k/\nTptnx43fBOBaYCVJ35U0B15zeLd0HjP7uJ/lK7m1fgD8HK8d3gJsKWmHtNuszdZRxn/TOWcF9ipb\n30oNALsBp5nZzmb2SNn6pv8mAJJWwCsep+Jfo4tI2jRtbsm1SC4lS+W9ZGabAN/EM++VGipPaOYz\nIk/+NBh3af3GzLbA3SQf4bVr8B5LzdQwOPd16JNmvlWm8405EP8M/S0e0nkevEvTsvgNfgvuH1sv\n7V/eN3kIsBEwooE6TsNrkUcCF+O1qNPxlvhDgZXT/oMbrQNvixmQ5lfGb57Sp/wyuI92wSrHrYZ/\nuj8M/KwB12JAWbl7AMuk+VnxGkypi6CapaPiWsyQlg8DdsZr/bPXOK4Z16KkY2C6F9dKywfhNf2p\nPs+beC32Zsqgn9nwL49hwJAWXIuB+Ff3CfiXxZco63qYtr8GbJyWy91PjXpGShpOwr98V2RKDXow\n/oW+To37s5EaSjZrY9ztd04rr0PdWltRSD8u4AA88fqFwJ64O+G7+JDyn6SLOwfe8n1P2XFfLv24\nTdCxN54/4HDct38DPqJuNfzzeUwzdKSyXgGOT8uL46kJ5yvb53fAFRXHzVZ2Q83UQB0/T8ufS9en\nNOjkYmD/Ksc1TEeZhuPK1g0C/pn0nAMcj3ePa8W1OC4tD8W/vnYE/oL3x74C+GsLrkXp91iOKW63\n54Hb0n17QZOvxcbAg+k5OSA9o1smDWuX7XcQMLJsuZHPSKWGUUwxroNxt8tVwPoVxzVSQ7mt2Av/\nsvoe8AZl7ZHNvA7TpLfVBdZ5EWfHXSizpuVtgaNwY/swcEDZvo8A26X5HYDlm6hjG+A36aH7NTBv\n2b4PAz2N1IF/8v0Vr9GOBpZN688DLinbbzbgXlKjIu4z/GEDr0OljqUqtg/B/corV6w/tFE6amnA\nje5P0vzu+Cf9WPxFIPwTu5nXovSb/BT4F546FPyF9CRTGu0OaeK1KGmYKT0nI9LyjMCbTPkqbpiG\nMi0bAXuVLZ+RjNt+wP1p3UBgfrxTxmKNfEZqaPgt8Iuy5cUpG6RW9jzv2EANlbbiS8AReCXtxlZc\nh2nS2+oCp+FCXgx8K83Phte4f4U3ah6GdzebMV3EpVqkY1Zg36RjPN7eAN796gpg/iaUv0j6+0vg\n0jQ/C16TKD3Qg3D3T2nf6a7J9aHjojRfCvI3H3BDml8I2LkZOio0XFwqA++meDPeuHoVcHnZMc2+\nFpeW6bgH+DHJxYN/me7XwmsxCO8OuEnZfr8Dtm3itZgpPYclF+BXSUYXr4WXnp01SzpboGF3vL2t\ntL0HdwENwRt5f9okHdVs1om4e2cEXhFp2nWYlqnIjbtXAqtJWsDM3gOewI3t7/HPt1PwT7onzWxc\ni3RMAB7Hf8iTge9LOgevfT1oZq82unAzez7NngosIWlbM5uIu7yOlrQf3u96FWBiOubDJutYWtIW\nlu5wvEY1VNJhuC91/mboqNCwlKStUxlX4i6/Vc1sB7zxcsVmaKiiYwlJ26RyTsFzSI+Q9D/AVqTG\n/xZdi0n49T9F0nKSjsIHbY1thobSOc3sIzP7JK3aDP/KAP8yXl6eb/tivAdcw6miYQs8qmWJxYFv\n4/biBTP7ceU5GkSlzXoSb3/7Me4SvoYmXodpIvebp5e35wL42/KHZevuYkoDzRo0oYZdp4678UbW\nBfHeHAu36JociPcoKi1vnbRd1CoNZTpuK1s+DJgE/IFUE22Bhm8At9bY1tA+z9P4m6yGtwP9Hlg0\nk4bj8cbbi1t4bw7CXRnXM8UNtxTeFrcBMCyThsXwtp+LgAWaXH4tm7Vmmv9CK65DPVOh4/FLWg/v\nKXAacB8+0OFoM7u71wObr+Mc4Egza+jo3z40yMxM0hV4AKfJ+PV42Fr4I1bR8RbwEvCYmd2WQcNL\neMPaBcCojNfilbT6j2b2cCYNr+FtHBfjnQ0+apWOpGVGvHH5L8DX8Jr/oea13xwaRgDj8J5Lr7Wo\n/EpbcTZwlJnd04ry6yb3m6eOt+jW+EClx4FDulkH3mB5O/5AfSvjtSjX8e0CaCjKtciiowgako51\n8QrJHcDXulhDdlvR11ToGn8JSUOAT2yKD68rdUg6HFgE7znynxwaiqKjCBqKoqMIGpKOYXiD5slm\n9t9u1ZB0FMJm1aItDH/gSBpgTQiT2446iqChKDqKoCFoL8LwB0EQdBlF7s4ZBEEQNIEw/EEQBF1G\nGP4gCIIuIwx/EARBlxGGPwiCoMsIwx8EQdBlhOEP+kTSXJJGp+kVSS+m+QmSfteE8uaRNErS/ZLW\nb/T5y8rZTNK/JD2c/n6hbNsaksZIekrSb8rWbyTpAUkfS9qp4nyflF2nq3op9wZJ70i6pmL9IZLG\nSZosac5ejl88XZ+nJF1Slh2utH0tSZMk7Vjj+E/S/zB/Wp5YsX1fSadJOqrs/yn/3w6RtIyk6yQ9\nmX6nSyXNK2lDSWMljamlPygAuYcOx9ReE3AM8N0ml/EV4Kwa2wY0sJzVSIH+8IxNL5Ztu5eUSATP\ngbplml8UD9B3HrBTxfkm1FnuJniOiWuq6FkUeIaUx7nG8ZcxJdvZGcA3yrYNxENUX1upr5bOKsv7\n4Gkkq+6Dh0B+EtimbN3GTEnivihliYliKt4UNf6gPwhAUk+p1irpWEnnSbpN0rOSdpR0cqpNXy9p\nUNpvDUkjUw37hlKt89MTS6vhQa62T7XSGSVNTOd6EFhXni92TJq+nY5bTNLjks6V9ISkCyVtLunO\nVCtdq/KfMLPyUNpjgZkkDZa0AJ5Q49607U94wgzM7DkzG4PHg+kXZnYzKYR2FT3P9XasJOFRHi9P\nq84raUscmra90V99dbAHcJeZ/a20wsxuNbNHSzKbWHbQAMLwB41kcdwobYdHy7zRzFYBPgS2SS6J\n0/Ca6Jp4IKvjy09gZg/i8csvMbPPm0eY/Bweb381PPrkvnhO2+HAAellAbAknidhOTw3825mtj6e\nCemoPrTvhGeM+hhPJlMez/2ltK4vZkxuj7slbV/H/v1hLmC8TQnR8Kk2SQvheV7PSNuaNSx/ReD+\nJp07aAGDcgsIOgYDrjezTyQ9grtk/p62jcHjoi+DG42bvOLKQODlKucSn601foJnOAOP7X6lpaQi\nkq7Ek41cDTxTqnVKehS4KR3zSCq/KvKkLb/Ek4hMD4uY2SuSFgduljTGzJ6eznNOC6fi4cItfRlM\nT827r5dG1OrbmDD8QSP5L4CZTZb0cdn6yfi9JuBRM1uvj/NUGp2PzMzKtpUbHZXtXx6ZcnJJT1n5\nUyGP5nglnrP1mbT6JWBY2W7D0rpedZrZK+nvM5JGAqtLmhs4M+3yIzO7tsb/WBNJN+DpLe8zsxGS\nhmpKYLZhTPk6WQO4JL1U5wa2kvSxmV3dRxEfShqcvnbAvyp6cxU9ivv0gzYlXD1Bo6inBvgEMI+k\n4QDJn77CNJ7rdmAHSTNJmhn3b99eZ/mfLUQaiqcq/IGVJfdJBvw9SeukmvNeeC7fSo0qP5ekGdL8\n3MD6+EvuXjNbPU3XVhzfq7wyPVum40ekVbcAu6T5ffDUn5jZEma2uJktjvv5D6rD6APcCuyZtM+U\nzn1LL/tfBKwnaetPxXpvpxXrKCsoAGH4g/5QXvuuNg9T12gt1Sh3Bk5IDbWj8cQZ1c5f9VxmNhpP\nK3gvntz8LDN7qFaZvegBOARvFzimrKvi3GnbN/EMZ08B48zsBvi0q+QL6f84s6zb4grAfen/uhlP\nOP54lTKRdDveM2dTSS9I2iyt/1Y690LAw5L+WO144AfAdyU9hac2PLvGfvXybWBHSaPxtKKXmdkd\nFfuU/wYf4b2SDk0N54/iqTBfn04dQYuIsMxB0GVImmBmszbx/IvhXVVXblYZwfQRNf4g6D7eS11l\nF2j0iSWVGtqb2Z00mE6ixh8EQdBlRI0/CIKgywjDHwRB0GWE4Q+CIOgywvAHQRB0Gf8PSgPqiqXd\nuD4AAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x106e40bd0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"import matplotlib\n",
"import matplotlib.pyplot as plt\n",
"\n",
"import numpy as np\n",
"\n",
"from astroplan.plots import plot_airmass, plot_sky\n",
"\n",
"times = time_range[0] + np.linspace(0, 20, 30)*u.hour\n",
"\n",
"fig = plt.figure()\n",
"ax = fig.add_subplot(111)\n",
"\n",
"plot_airmass(alpha_cen, jpm, times, ax=ax)\n",
"plot_airmass(alpha_crux, jpm, times, style_kwargs={'color':'r'}, ax=ax)\n",
"ax.legend(loc='upper left');"
]
},
{
"cell_type": "code",
"execution_count": 63,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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CriQdmkJOSdwIXJJSYD1fvhgBcFHK9rpBjEG9q8bxF1Jn9qigQl66BCwLHJxQ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\nZOWWyWSGkv8PPJJXpUElARoAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x10ac1e290>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"color_list = ['b', 'r']\n",
"for target, color in zip(target_list, color_list):\n",
" plot_sky(target, jpm, times, style_kwargs={'color': color});"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Downloading http://skyview.gsfc.nasa.gov/tempspace/fits/skv4402958694212.fits [Done]\n"
]
},
{
"data": {
"image/png": 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OypNqt8/LQnKPusUVoqRvmdUZQpCWuKNtRTwsg0TpdCIa99mXLmRTKD1hllLQ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\n17zvnwAAAABJRU5ErkJggg==\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x106ee8450>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from astroplan.plots.finder import plot_finder_image\n",
"\n",
"plot_finder_image(alpha_cen, survey='2MASS-J', fov_radius=15*u.arcmin);"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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JUhJJj4Z+RmogOrjPtsH5t5/5qElGA8uyXKCFQgHLy8sYGBjA4OBg111ukqSp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\nQmCC\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x10abe1f90>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"crab_nebula = FixedTarget.from_name('M1')\n",
"\n",
"plot_finder_image(crab_nebula, fov_radius=10*u.arcmin, reticle=True);"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.10"
}
},
"nbformat": 4,
"nbformat_minor": 0
}
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