From d1977bbf852323f93f967839429e37d84ddee221 Mon Sep 17 00:00:00 2001 From: Zach Langford Date: Fri, 7 Jun 2019 17:27:22 -0700 Subject: [PATCH] Add files via upload --- PROJECT/K2-4.ipynb | 810 +++++++++++++++++++++++++++++++++++++++++ PROJECT/K2-6.ipynb | 739 +++++++++++++++++++++++++++++++++++++ PROJECT/K24.pdf | Bin 0 -> 93155 bytes PROJECT/K26.pdf | Bin 0 -> 93164 bytes PROJECT/PLOTS.ipynb | 362 ++++++++++++++++++ PROJECT/Untitled.ipynb | 806 ++++++++++++++++++++++++++++++++++++++++ PROJECT/k24_hist.png | Bin 0 -> 69352 bytes PROJECT/k26_hist.png | Bin 0 -> 68478 bytes 8 files changed, 2717 insertions(+) create mode 100644 PROJECT/K2-4.ipynb create mode 100644 PROJECT/K2-6.ipynb create mode 100644 PROJECT/K24.pdf create mode 100644 PROJECT/K26.pdf create mode 100644 PROJECT/PLOTS.ipynb create mode 100644 PROJECT/Untitled.ipynb create mode 100644 PROJECT/k24_hist.png create mode 100644 PROJECT/k26_hist.png diff --git a/PROJECT/K2-4.ipynb b/PROJECT/K2-4.ipynb new file mode 100644 index 0000000..5c08533 --- /dev/null +++ b/PROJECT/K2-4.ipynb @@ -0,0 +1,810 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 113, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as pl\n", + "from everest import Everest, TransitModel\n", + "import numpy as np\n", + "import emcee\n", + "from tqdm import tqdm_notebook as tqdm\n", + "from corner import corner\n", + "import math\n", + "\n", + "def truncate(number, digits) -> float:\n", + " stepper = pow(10.0, digits)\n", + " return math.trunc(stepper * number) / stepper" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [], + "source": [ + "stars = {'k2-4':201208431,'k2-6':201384232,'k2-7':201393098}" + ] + }, + { + "cell_type": "code", + "execution_count": 252, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201208431.\n" + ] + } + ], + "source": [ + "star = Everest(stars['k2-4'])" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.plot()]: Plotting the light curve...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:791: RuntimeWarning: invalid value encountered in less\n", + " for i in np.where(flux < ylim[0])[0]:\n", + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:807: RuntimeWarning: invalid value encountered in greater\n", + " for i in np.where(flux > ylim[1])[0]:\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "star.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 249, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/ipykernel_launcher.py:1: RuntimeWarning: invalid value encountered in less_equal\n", + " \"\"\"Entry point for launching an IPython kernel.\n" + ] + }, + { + "data": { + "text/plain": [ + "1982.4933" + ] + }, + "execution_count": 249, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mask1 = (star.fcor <= 23850)&(star.time<=1985)&(star.time>=1980)\n", + "trans_time1 = star.time[mask1]\n", + "trans_fcor1 = star.fcor[mask1]\n", + "t0 = trans_time1[trans_fcor1 == trans_fcor1.min()]\n", + "t0_g = truncate(t0[0],4)\n", + "ti = np.where(star.time == t0)[0][0]\n", + "\n", + "flux = np.where(star.fcor == trans_fcor1.min())[0][0]\n", + "\n", + "y = star.fcor[flux-1:flux+2]\n", + "x = star.time[ti-1:ti+2]\n", + "t0_g" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/ipykernel_launcher.py:1: RuntimeWarning: invalid value encountered in less\n", + " \"\"\"Entry point for launching an IPython kernel.\n" + ] + }, + { + "data": { + "text/plain": [ + "(array([849]),)" + ] + }, + "execution_count": 91, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mask2 = (star.fcor < 23800)&(star.time<2000)&(star.time>1990)\n", + "trans_time2 = star.time[mask2]\n", + "trans_fcor2 = star.fcor[mask2]\n", + "t1 = trans_time2[trans_fcor2 == trans_fcor2.min()]\n", + "#t1 = truncate(t1[0],4)\n", + "t1" + ] + }, + { + "cell_type": "code", + "execution_count": 117, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "10.0322" + ] + }, + "execution_count": 117, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "per_g = truncate((t1-t0_g)[0],4)\n", + "per_g" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 248, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1982.4922" + ] + }, + "execution_count": 248, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a,b,c = np.polyfit(x,y,2)\n", + "t0_g = (-b)/(2*a)\n", + "t0_g = truncate(t0_g,4)\n", + "t0_g" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"MCMC example for transit fitting.\"\"\"\n", + "def lnprior(x):\n", + " \"\"\"Return the log prior given parameter vector `x`.\"\"\"\n", + " per, t0, b = x\n", + " if b < -1 or b > 1:\n", + " return -np.inf\n", + " elif per < per_g-2 or per > per_g+2:\n", + " return -np.inf\n", + " elif t0 < t0_g-2 or t0 > t0_g+2:\n", + " return -np.inf\n", + " else:\n", + " return 0.\n", + "\n", + "\n", + "def lnlike(x, star):\n", + " \"\"\"Return the log likelihood given parameter vector `x`.\"\"\"\n", + " ll = lnprior(x)\n", + " if np.isinf(ll):\n", + " return ll, (np.nan, np.nan)\n", + " per, t0, b = x\n", + " model = TransitModel('b', per=per, t0=t0, b=b, rhos=10.)(star.time)\n", + " like, d, vard = star.lnlike(model, full_output=True)\n", + " ll += like\n", + " return ll, (d,)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f9ce76de95eb4d4c8cf001fc2cc04c75", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(IntProgress(value=0, max=10000), HTML(value='')))" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Set up the MCMC sampler\n", + "params = ['Period (days)', r't$_0$ (BJD - 2454833)', 'Impact parameter']\n", + "blobs = ['Depth (%)']\n", + "nsteps = 5000\n", + "nburn = 500\n", + "nwalk = 10\n", + "ndim = len(params)\n", + "nblobs = len(blobs)\n", + "sampler = emcee.EnsembleSampler(nwalk, ndim, lnlike, args=[star])\n", + "x0 = [[per_g + 0.1 * np.random.randn(),\n", + " t0_g + 0.01 * np.random.randn(),\n", + " 0. + 0.1 * np.random.randn()] for k in range(nwalk)]\n", + "blobs0 = [[0.] for k in range(nwalk)]\n", + "\n", + "# Run!\n", + "for _ in tqdm(sampler.sample(x0, iterations=nsteps, blobs0=blobs0),\n", + " total=nsteps):\n", + " pass\n", + "#sampler.run_mcmc(x0,N=nsteps);" + ] + }, + { + "cell_type": "code", + "execution_count": 214, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "WARNING [root.hist2d()]: Too few points to create valid contours\n", + "WARNING [root.hist2d()]: Too few points to create valid contours\n", + "WARNING [root.hist2d()]: Too few points to create valid contours\n", + "WARNING [root.hist2d()]: Too few points to create valid contours\n", + "WARNING [root.hist2d()]: Too few points to create valid contours\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG 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[matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Add the blobs to the chain for plotting\n", + "chain = np.concatenate((sampler.chain,\n", + " np.array(sampler.blobs).swapaxes(0, 1)), axis=2)\n", + "\n", + "# Re-scale the transit time for prettier axes labels\n", + "#chain[:, :, 1] -= t0_g\n", + "\n", + "# Take the absolute value of the impact parameter for plotting\n", + "chain[:, :, 2] = np.abs(chain[:, :, 2])\n", + "\n", + "# Re-scale the transit depth as a percentage\n", + "chain[:, :, 3] *= 100.\n", + "\n", + "# Plot the chains\n", + "fig1, ax = pl.subplots(ndim + nblobs, figsize=(6, 7))\n", + "fig1.suptitle(\"K2-4b\", fontsize=16, fontweight='bold')\n", + "ax[-1].set_xlabel(\"Iteration\", fontsize=14)\n", + "for n in range(ndim + nblobs):\n", + " for k in range(nwalk):\n", + " ax[n].plot(chain[k, :, n], alpha=0.3, lw=1)\n", + " ax[n].set_ylabel((params + blobs)[n], fontsize=9)\n", + " ax[n].margins(0, None)\n", + " ax[n].axvline(nburn, color='b', alpha=0.5, lw=1, ls='--')\n", + " if n < ndim+nblobs-1:\n", + " ax[n].xaxis.set_major_formatter(plt.NullFormatter())\n", + "fig1.savefig(\"k2-4b_chains.png\", bbox_inches='tight')\n", + "\n", + "# Plot the posterior distributions\n", + "samples = chain[:, nburn:, :].reshape(-1, ndim + nblobs)\n", + "fig2 = corner(samples, labels=params + blobs)\n", + "fig2.suptitle(\"K2-4b\", fontsize=16, fontweight='bold')\n", + "fig2.set_size_inches(6, 6)\n", + "for ax in fig2.axes:\n", + " for tick in ax.get_xticklabels() + ax.get_yticklabels():\n", + " tick.set_fontsize(7)\n", + "fig2.savefig(\"k2-4b_corner.png\", bbox_inches='tight');" + ] + }, + { + "cell_type": "code", + "execution_count": 246, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.4819400000000001" + ] + }, + "execution_count": 246, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.mean(sampler.acceptance_fraction)" + ] + }, + { + "cell_type": "code", + "execution_count": 259, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "samples = sampler.chain[:, nburn:, :].reshape((-1, ndim))\n", + "blobsplot = np.array(sampler.blobs).flatten()\n", + "\n", + "fig, ((ax1,ax2),(ax3,ax4)) = plt.subplots(2,2,figsize=[20,20])\n", + "ax1.hist(sampler.flatchain[:,0], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,0]),\n", + " np.std(samples[:,0])))\n", + "ax1.set_title(\"Period (Days)\",size=20)\n", + "ax1.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax2.hist(sampler.flatchain[:,1], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,1]),\n", + " np.std(samples[:,1])))\n", + "ax2.set_title(\"t0 (BJD - 2454833)\",size=20)\n", + "ax2.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax3.hist(sampler.flatchain[:,2], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,2]),\n", + " np.std(samples[:,2])))\n", + "ax3.set_title(\"Impact Parameter\",size=20)\n", + "ax3.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax4.hist(blobsplot*100, 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(blobsplot*100),\n", + " np.std(blobsplot*100)))\n", + "ax4.set_title(\"Transit Depth (%)\",size=20)\n", + "ax4.legend(loc=2,prop={'size': 16})\n", + "\n", + "plt.savefig('k24_hist.png')" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.00036029, 0.00028185, 0.00056662, ..., 0.00163366, 0.0016342 ,\n", + " 0.00164006])" + ] + }, + "execution_count": 137, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#blobplots = np.array(sampler.blobs).flatten()" + ] + }, + { + "cell_type": "code", + "execution_count": 250, + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "invalid syntax (, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[0;36m File \u001b[0;32m\"\"\u001b[0;36m, line \u001b[0;32m1\u001b[0m\n\u001b[0;31m Things to talk about\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid syntax\n" + ] + } + ], + "source": [ + "Things to talk about\n", + " Why distributions might appear this way\n", + " Solar activity,etc\n", + " Comparison to algebraic value and accepted value\n", + " Discuss Mandel-Agol model, limitations\n", + " MCMC \n", + " Everest Pixel level decorrelation\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 258, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.basecamp.compute()]: Computing the model...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "star.mask_planet(np.mean(samples[:,0]), np.mean(samples[:,1]))\n", + "star.compute()\n", + "star.plot_folded(np.mean(samples[:,0]), np.mean(samples[:,1]))\n", + "plt.savefig('k24_transit.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "@webio": { + "lastCommId": null, + "lastKernelId": null + }, + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/PROJECT/K2-6.ipynb b/PROJECT/K2-6.ipynb new file mode 100644 index 0000000..72adf15 --- /dev/null +++ b/PROJECT/K2-6.ipynb @@ -0,0 +1,739 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import matplotlib.pyplot as pl\n", + "from everest import Everest, TransitModel\n", + "import numpy as np\n", + "import emcee\n", + "from tqdm import tqdm_notebook as tqdm\n", + "from corner import corner\n", + "import math\n", + "\n", + "def truncate(number, digits) -> float:\n", + " stepper = pow(10.0, digits)\n", + " return math.trunc(stepper * number) / stepper" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "stars = {'k2-4':201208431,'k2-6':201384232,'k2-7':201393098}" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201384232.\n" + ] + } + ], + "source": [ + "star = Everest(stars['k2-6'])" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.plot()]: Plotting the light curve...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:791: RuntimeWarning: invalid value encountered in less\n", + " for i in np.where(flux < ylim[0])[0]:\n", + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:807: RuntimeWarning: invalid value encountered in greater\n", + " for i in np.where(flux > ylim[1])[0]:\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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np.where(star.fcor == trans_fcor1.min())[0][0]\n", + "\n", + "y = star.fcor[flux-1:flux+2]\n", + "x = star.time[ti-1:ti+2]\n", + "t0_g" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/ipykernel_launcher.py:1: RuntimeWarning: invalid value encountered in less\n", + " \"\"\"Entry point for launching an IPython kernel.\n" + ] + }, + { + "data": { + "text/plain": [ + "2025.3801" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mask2 = (star.fcor < 137200)&(star.time<2028)&(star.time>2024)\n", + "trans_time2 = star.time[mask2]\n", + "trans_time2\n", + "trans_fcor2 = star.fcor[mask2]\n", + "t1 = trans_time2[trans_fcor2 == trans_fcor2.min()]\n", + "t1 = truncate(t1[0],4)\n", + "t1" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "30.8317" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "per_g = truncate((t1-t0_g),4)\n", + "per_g" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1994.5476" + ] + }, + "execution_count": 82, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a,b,c = np.polyfit(x,y,2)\n", + "t0_g = (-b)/(2*a)\n", + "t0_g = truncate(t0_g,4)\n", + "t0_g" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"MCMC example for transit fitting.\"\"\"\n", + "def lnprior(x):\n", + " \"\"\"Return the log prior given parameter vector `x`.\"\"\"\n", + " per, t0, b = x\n", + " if b < -1 or b > 1:\n", + " return -np.inf\n", + " elif per < per_g-2 or per > per_g+2:\n", + " return -np.inf\n", + " elif t0 < t0_g-2 or t0 > t0_g+2:\n", + " return -np.inf\n", + " else:\n", + " return 0.\n", + "\n", + "\n", + "def lnlike(x, star):\n", + " \"\"\"Return the log likelihood given parameter vector `x`.\"\"\"\n", + " ll = lnprior(x)\n", + " if np.isinf(ll):\n", + " return ll, (np.nan, np.nan)\n", + " per, t0, b = x\n", + " model = TransitModel('b', per=per, t0=t0, b=b, rhos=10.)(star.time)\n", + " like, d, vard = star.lnlike(model, full_output=True)\n", + " ll += like\n", + " return ll, (d,)" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "624a64c296bb45d3a1c65cd903c86c0f", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(IntProgress(value=0, max=5000), HTML(value='')))" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# Set up the MCMC sampler\n", + "params = ['Period (days)', r't$_0$ (BJD - 2454833)', 'Impact parameter']\n", + "blobs = ['Depth (%)']\n", + "nsteps = 5000\n", + "nburn = 500\n", + "nwalk = 10\n", + "ndim = len(params)\n", + "nblobs = len(blobs)\n", + "sampler = emcee.EnsembleSampler(nwalk, ndim, lnlike, args=[star])\n", + "x0 = [[per_g + 0.1 * np.random.randn(),\n", + " t0_g + 0.01 * np.random.randn(),\n", + " 0. + 0.1 * np.random.randn()] for k in range(nwalk)]\n", + "blobs0 = [[0.] for k in range(nwalk)]\n", + "\n", + "# Run!\n", + "for _ in tqdm(sampler.sample(x0, iterations=nsteps, blobs0=blobs0),\n", + " total=nsteps):\n", + " pass\n", + "#sampler.run_mcmc(x0,N=nsteps);" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG 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[matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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[matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Add the blobs to the chain for plotting\n", + "chain = np.concatenate((sampler.chain,\n", + " np.array(sampler.blobs).swapaxes(0, 1)), axis=2)\n", + "\n", + "# Re-scale the transit time for prettier axes labels\n", + "#chain[:, :, 1] -= t0_g\n", + "\n", + "# Take the absolute value of the impact parameter for plotting\n", + "chain[:, :, 2] = np.abs(chain[:, :, 2])\n", + "\n", + "# Re-scale the transit depth as a percentage\n", + "chain[:, :, 3] *= 100.\n", + "\n", + "# Plot the chains\n", + "fig1, ax = pl.subplots(ndim + nblobs, figsize=(6, 7))\n", + "fig1.suptitle(\"K2-4b\", fontsize=16, fontweight='bold')\n", + "ax[-1].set_xlabel(\"Iteration\", fontsize=14)\n", + "for n in range(ndim + nblobs):\n", + " for k in range(nwalk):\n", + " ax[n].plot(chain[k, :, n], alpha=0.3, lw=1)\n", + " ax[n].set_ylabel((params + blobs)[n], fontsize=9)\n", + " ax[n].margins(0, None)\n", + " ax[n].axvline(nburn, color='b', alpha=0.5, lw=1, ls='--')\n", + " if n < ndim+nblobs-1:\n", + " ax[n].xaxis.set_major_formatter(plt.NullFormatter())\n", + "fig1.savefig(\"k2-4b_chains.png\", bbox_inches='tight')\n", + "\n", + "# Plot the posterior distributions\n", + "samples = chain[:, nburn:, :].reshape(-1, ndim + nblobs)\n", + "fig2 = corner(samples, labels=params + blobs)\n", + "fig2.suptitle(\"K2-4b\", fontsize=16, fontweight='bold')\n", + "fig2.set_size_inches(6, 6)\n", + "for ax in fig2.axes:\n", + " for tick in ax.get_xticklabels() + ax.get_yticklabels():\n", + " tick.set_fontsize(7)\n", + "fig2.savefig(\"k2-4b_corner.png\", bbox_inches='tight');" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.34174" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.mean(sampler.acceptance_fraction)" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "samples = sampler.chain[:, nburn:, :].reshape((-1, ndim))\n", + "blobsplot = np.array(sampler.blobs).flatten()\n", + "\n", + "fig, ((ax1,ax2),(ax3,ax4)) = plt.subplots(2,2,figsize=[20,20])\n", + "ax1.hist(sampler.flatchain[:,0], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,0]),\n", + " np.std(samples[:,0])))\n", + "ax1.set_title(\"Period (Days)\",size=20)\n", + "ax1.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax2.hist(sampler.flatchain[:,1], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,1]),\n", + " np.std(samples[:,1])))\n", + "ax2.set_title(\"t0 (BJD - 2454833)\",size=20)\n", + "ax2.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax3.hist(sampler.flatchain[:,2], 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(samples[:,2]),\n", + " np.std(samples[:,2])))\n", + "ax3.set_title(\"Impact Parameter\",size=20)\n", + "ax3.legend(loc=2,prop={'size': 16})\n", + "\n", + "ax4.hist(blobsplot*100, 100, color=\"k\", histtype=\"step\",\n", + " label='Mean:{0:.4f}\\nSTD:{1:.4f}'.format(np.mean(blobsplot*100),\n", + " np.std(blobsplot*100)))\n", + "ax4.set_title(\"Transit Depth (%)\",size=20)\n", + "ax4.legend(loc=2,prop={'size': 16})\n", + "\n", + "plt.savefig('k26_hist.png')" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.00036029, 0.00028185, 0.00056662, ..., 0.00163366, 0.0016342 ,\n", + " 0.00164006])" + ] + }, + "execution_count": 137, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + " " + ] + } + ], + "metadata": { + "@webio": { + "lastCommId": null, + "lastKernelId": null + }, + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/PROJECT/K24.pdf b/PROJECT/K24.pdf new file mode 100644 index 0000000000000000000000000000000000000000..0beab382c001804cb93ab7de3810f16513b6255b GIT binary patch literal 93155 zcmYg$V~}P+(`CD-ZQI7vwr$(C-P5*h+nly-+jdXe-g)=kZ+CxGWMxI2Jej8=?ya~t z$rMDy=m7LA&}7wHgjF5T076DWdm}4o9v(sl1w(UFXF{fbD@ue6DxMCegbc!lE`~Pt z=7fBF(57}K|Jlg#{{cijT*Q@K3|&kKS^f(Wv$u00Wd845!O+FU)X9#J^*=5&gMyR2 zv9hTPq4qx>5wU;qO+8!)86<80aSHt(EBt?~B%v-LgR+I8iKU%6A=`i98uCU~rp7LW 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"import everest" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201208431.\n" + ] + } + ], + "source": [ + "stars = {'k2-4':201208431,'k2-6':201384232,'k2-7':201393098}" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#plt.imshow(e[1].data)\n", + "e = fits.open('/Users/zllangford/Downloads/hlsp_everest_k2_llc_201208431-c01_kepler_v2.0_lc.fits')\n", + "fig, (ax1,ax2) = plt.subplots(2,1,figsize=(10,10))\n", + "ax1.scatter(e[1].data['TIME'],e[1].data['FRAW'],s=1)\n", + "ax1.set_title('K2-4',size=20)\n", + "#ax1.set_xlim([1975,2060])\n", + "#ax1.set_ylim([136800,138000])\n", + "ax1.set_ylabel('Raw Flux',size=20)\n", + "\n", + "ax2.scatter(e[1].data['TIME'],e[1].data['FLUX'],s=1)\n", + "#ax2.set_xlim([1975,2060])\n", + "#ax2.set_ylim([136800,138000])\n", + "ax2.set_ylabel('Everest Flux',size=20)\n", + "ax2.set_xlabel('Time (BJD - 2454833)',size=20)\n", + "plt.savefig('K24.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.fontName()]: Assigning font /b'F1' = '/usr/X11/lib/X11/fonts/TTF/Vera.ttf'\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Embedding font /usr/X11/lib/X11/fonts/TTF/Vera.ttf.\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Writing TrueType font.\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "e = fits.open('/Users/zllangford/Downloads/hlsp_everest_k2_llc_201208431-c01_kepler_v2.0_lc.fits')\n", + "fig, (ax1,ax2) = plt.subplots(2,1,figsize=(10,10))\n", + "ax1.scatter(e[1].data['TIME'],e[1].data['FRAW'],s=1)\n", + "ax1.set_title('K2-4',size=20)\n", + "ax1.set_xlim([1970,2060])\n", + "ax1.set_ylim([23600,24000])\n", + "ax1.set_ylabel('Raw Flux',size=20)\n", + "\n", + "ax2.scatter(e[1].data['TIME'],e[1].data['FLUX'],s=1)\n", + "ax2.set_xlim([1970,2060])\n", + "ax2.set_ylim([24500,23600])\n", + "ax2.set_ylabel('Everest Flux',size=20)\n", + "ax2.set_xlabel('Time (BJD - 2454833)',size=20)\n", + "plt.savefig('K24.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "e = fits.open('/Users/zllangford/Downloads/hlsp_everest_k2_llc_201393098-c01_kepler_v2.0_lc.fits')\n", + "fig, (ax1,ax2) = plt.subplots(2,1,figsize=(10,10))\n", + "ax1.scatter(e[1].data['TIME'],e[1].data['FRAW'],s=1)\n", + "ax1.set_title('K2-7',size=20)\n", + "ax1.set_xlim([1970,2060])\n", + "ax1.set_ylim([23600,24000])\n", + "ax1.set_ylabel('Raw Flux',size=20)\n", + "\n", + "ax2.scatter(e[1].data['TIME'],e[1].data['FLUX'],s=1)\n", + "ax2.set_xlim([1970,2060])\n", + "ax2.set_ylim([24500,23600])\n", + "ax2.set_ylabel('Everest Flux',size=20)\n", + "ax2.set_xlabel('Time (BJD - 2454833)',size=20)\n", + "plt.savefig('K27.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201393098.\n" + ] + } + ], + "source": [ + "star = everest.Everest(201393098)" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.plot()]: Plotting the light curve...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:791: RuntimeWarning: invalid value encountered in less\n", + " for i in np.where(flux < ylim[0])[0]:\n", + "/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/user.py:807: RuntimeWarning: invalid value encountered in greater\n", + " for i in np.where(flux > ylim[1])[0]:\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "star.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.fontName()]: Assigning font /b'F1' = '/usr/X11/lib/X11/fonts/TTF/Vera.ttf'\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Embedding font /usr/X11/lib/X11/fonts/TTF/Vera.ttf.\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Writing TrueType font.\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "star = everest.Everest(stars['k2-4'])\n", + "#e = fits.open('/Users/zllangford/Downloads/hlsp_everest_k2_llc_201208431-c01_kepler_v2.0_lc.fits')\n", + "fig, (ax1,ax2) = plt.subplots(2,1,figsize=(10,10))\n", + "ax1.scatter(star.time,star.fraw,s=1)\n", + "ax1.set_title('K2-4',size=20)\n", + "#ax1.set_xlim([1975,2060])\n", + "ax1.set_ylim([23600,24250])\n", + "ax1.set_ylabel('Raw Flux',size=20)\n", + "\n", + "ax2.scatter(star.time,star.fcor,s=1)\n", + "#ax2.set_xlim([1975,2060])\n", + "ax2.set_ylim([23600,24250])\n", + "ax2.set_ylabel('Everest Flux',size=20)\n", + "ax2.set_xlabel('Time (BJD - 2454833)',size=20)\n", + "plt.savefig('K24.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201384232.\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.fontName()]: Assigning font /b'F1' = '/usr/X11/lib/X11/fonts/TTF/Vera.ttf'\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Embedding font /usr/X11/lib/X11/fonts/TTF/Vera.ttf.\n", + "DEBUG [matplotlib.backends.backend_pdf.writeFonts()]: Writing TrueType font.\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "star = everest.Everest(stars['k2-6'])\n", + "#e = fits.open('/Users/zllangford/Downloads/hlsp_everest_k2_llc_201208431-c01_kepler_v2.0_lc.fits')\n", + "fig, (ax1,ax2) = plt.subplots(2,1,figsize=(10,10))\n", + "ax1.scatter(star.time,star.fraw,s=1)\n", + "ax1.set_title('K2-6',size=20)\n", + "#ax1.set_xlim([1975,2060])\n", + "ax1.set_ylim([136600,137700])\n", + "ax1.set_ylabel('Raw Flux',size=20)\n", + "\n", + "ax2.scatter(star.time,star.fcor,s=1)\n", + "#ax2.set_xlim([1975,2060])\n", + "ax2.set_ylim([136600,137700])\n", + "ax2.set_ylabel('Everest Flux',size=20)\n", + "ax2.set_xlabel('Time (BJD - 2454833)',size=20)\n", + "plt.savefig('K26.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/PROJECT/Untitled.ipynb b/PROJECT/Untitled.ipynb new file mode 100644 index 0000000..ebbeb87 --- /dev/null +++ b/PROJECT/Untitled.ipynb @@ -0,0 +1,806 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Everest Example" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import everest\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201635569.\n" + ] + } + ], + "source": [ + "star = everest.Everest(201635569)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.plot()]: Plotting the light curve...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Downloading the file...\n" + ] + } + ], + "source": [ + "star.plot()\n", + "#plt.axvline(1978.4513)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.basecamp.compute()]: Computing the model...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "star.mask_planet(1978.4513, 8.368)\n", + "star.compute()\n", + "star.plot_folded(1978.4513, 8.368)\n", + "plt.savefig('transit.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "flux_mask = ((star.fcor < 8640)&(star.fcor > 8500))\n", + "#x = [star.time[i] for i in range()]\n", + "star.time[flux_mask]\n", + "\n", + "#plt.scatter(star.time[flux_mask],star.fcor[flux_mask])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def lnlike(x, star):\n", + " \"\"\"Return the log likelihood given parameter vector `x`.\"\"\"\n", + " per, t0, b = x\n", + " model = TransitModel('b', per=per, t0=t0, b=b)(star.time)\n", + " ll = star.lnlike(model)\n", + " return ll" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# MCMC Example\n", + "## Fitting a transit model to EPIC 20135569" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201505350.\n" + ] + } + ], + "source": [ + "\"\"\"MCMC example for transit fitting.\"\"\"\n", + "\n", + "import matplotlib.pyplot as pl\n", + "from everest import Everest, TransitModel\n", + "import numpy as np\n", + "import emcee\n", + "from tqdm import tqdm_notebook as tqdm\n", + "from corner import corner\n", + "\n", + "\n", + "def lnprior(x):\n", + " \"\"\"Return the log prior given parameter vector `x`.\"\"\"\n", + " per = x\n", + " if per < 6 or per > 9:\n", + " return -np.inf\n", + " else:\n", + " return 0.\n", + "\n", + "\n", + "def lnlike(x):\n", + " \"\"\"Return the log likelihood given parameter vector `x`.\"\"\"\n", + " ll = lnprior(x)\n", + " if np.isinf(ll):\n", + " return ll, (np.nan, np.nan)\n", + " per = x\n", + " model = TransitModel('b', per=per, rhos=10.,single=False)(star.time)\n", + " like, d, vard = star.lnlike(model, full_output=True)\n", + " ll += like\n", + " return ll, (d,)\n", + "\n", + "\n", + "# Initialize the everest model\n", + "star = Everest(201505350)\n", + "\n", + "# Set up the MCMC sampler\n", + "params = ['Period (days)']\n", + "nsteps = 1000\n", + "nburn = 300\n", + "nwalk = 10\n", + "ndim = len(params)\n", + "\n", + "x0 = [[7.9 + 0.01 * np.random.randn()] for k in range(nwalk)]\n", + "x1 = 7.9\n", + "\n", + "pos = [7.9 + 1e-4*np.random.randn(ndim) for _ in range(nwalk)]\n", + "\n", + "# Run!\n", + "sampler = emcee.EnsembleSampler(nwalk, ndim, lnlike)\n", + "sampler.run_mcmc(pos,N=nsteps);\n", + "#for i in tqdm(sampler.sample(x0, iterations=nsteps),\n", + " # total=nsteps):\n", + " # pass\n", + "#from multiprocessing import Pool\n", + "\n", + "#with Pool() as pool:\n", + "# sampler = emcee.EnsembleSampler(nwalk, ndim, lnlike, pool=pool)\n", + "# sampler.run_mcmc(x0, nsteps)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "chain = sampler.chain\n", + "fig1, ax = pl.subplots(ndim, figsize=(6,7))\n", + "fig1.suptitle(\"K2-14b\", fontsize=16, fontweight='bold')\n", + "ax.set_xlabel('Iterations', fontsize=14)\n", + "for k in range(nwalk):\n", + " ax.plot(chain[k,:], alpha=0.3, lw=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'nblobs' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0;31m# Plot the chains\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mfig1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpl\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mndim\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0mnblobs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfigsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m6\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m7\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 3\u001b[0m \u001b[0mfig1\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msuptitle\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"K2-14b\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfontsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m16\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfontweight\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'bold'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_xlabel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Iteration\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfontsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m14\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mn\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mndim\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0mnblobs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mNameError\u001b[0m: name 'nblobs' is not defined" + ] + } + ], + "source": [ + "# Plot the chains\n", + "fig1, ax = pl.subplots(ndim + nblobs, figsize=(6, 7))\n", + "fig1.suptitle(\"K2-14b\", fontsize=16, fontweight='bold')\n", + "ax[-1].set_xlabel(\"Iteration\", fontsize=14)\n", + "for n in range(ndim + nblobs):\n", + " for k in range(nwalk):\n", + " ax[n].plot(chain[k, :, n], alpha=0.3, lw=1)\n", + " ax[n].set_ylabel((params + blobs)[n], fontsize=9)\n", + " ax[n].margins(0, None)\n", + " ax[n].axvline(nburn, color='b', alpha=0.5, lw=1, ls='--')\n", + "fig1.savefig(\"k2-14b_chains.png\", bbox_inches='tight')\n", + "\n", + "# Plot the posterior distributions\n", + "samples = chain[:, nburn:, :].reshape(-1, ndim + nblobs)\n", + "fig2 = corner(samples, labels=params + blobs)\n", + "fig2.suptitle(\"K2-14b\", fontsize=16, fontweight='bold')\n", + "fig2.set_size_inches(6, 6)\n", + "for ax in fig2.axes:\n", + " for tick in ax.get_xticklabels() + ax.get_yticklabels():\n", + " tick.set_fontsize(7)\n", + "fig2.savefig(\"k2-14b_corner.png\", bbox_inches='tight')\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## PyMC implementation" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201635569.\n", + " [-----------------100%-----------------] 50000 of 50000 complete in 250.9 sec" + ] + }, + { + "ename": "TypeError", + "evalue": "plot() missing 1 required positional argument: 'name'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 48\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mtraces\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfit_vals\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 49\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 50\u001b[0;31m \u001b[0mtraces\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfit_vals\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcompute_MCMC\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 51\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 52\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Maximum a-postreriori parameter estimates\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mcompute_MCMC\u001b[0;34m(niter, burn)\u001b[0m\n\u001b[1;32m 42\u001b[0m \u001b[0mM\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpymc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMAP\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 43\u001b[0m \u001b[0mM\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 44\u001b[0;31m \u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mM\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 45\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 46\u001b[0m \u001b[0mfit_vals\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mM\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mper\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mM\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mt0\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mM\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mb\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m~/anaconda2/envs/py3/lib/python3.6/site-packages/pymc/Matplot.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(pymc_obj, *args, **kwargs)\u001b[0m\n\u001b[1;32m 375\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 376\u001b[0m \u001b[0;31m# If others fail, assume that raw data is passed\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 377\u001b[0;31m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpymc_obj\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 378\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 379\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mTypeError\u001b[0m: plot() missing 1 required positional argument: 'name'" + ] + } + ], + "source": [ + "import numpy as np\n", + "from astroML.plotting.mcmc import plot_mcmc\n", + "\n", + "import scipy\n", + "import scipy.misc\n", + "scipy.derivative = scipy.misc.derivative\n", + "import pymc\n", + "\n", + "from everest import Everest, TransitModel\n", + "\n", + "def trans_model(per,t0,b,star):\n", + " \"\"\"Mandel-Agol Model for transits\"\"\"\n", + " model = TransitModel('b', per=per, t0=t0, b=b, \n", + " rhos=10.)(star.time)\n", + " return model\n", + "\n", + "# Everest object. Holds data\n", + "star = Everest(201635569)\n", + "\n", + "# Priors\n", + "per = pymc.Uniform('per',7,10,value=8.)\n", + "t0 = pymc.Uniform('t0',1977.,1979.,value=1978.)\n", + "b = pymc.Uniform('b',-1,1,value=0.)\n", + "\n", + "# PYMC Objects\n", + "@pymc.deterministic\n", + "def y_model(per=per,t0=t0,b=b,star=star):\n", + " return trans_model(per,t0,b,star)\n", + "\n", + "# Likelihood model\n", + "y = pymc.Normal('y', mu=y_model, tau=star.fraw_err ** -2,\n", + " observed=True, value=star.fraw)\n", + "\n", + "model = dict(per=per, t0=t0, b=b, y_model=y_model, y=y)\n", + "\n", + "# Runs MCMC\n", + "def compute_MCMC(niter=50000, burn=10000):\n", + " S = pymc.MCMC(model)\n", + " S.sample(iter=niter, burn=burn)\n", + " traces = [S.trace(s)[:] for s in ['per','t0','b']]\n", + " \n", + " M = pymc.MAP(model)\n", + " M.fit()\n", + " \n", + " fit_vals = (M.per.value, M.t0.value, M.b.value)\n", + " \n", + " return traces, fit_vals\n", + "\n", + "traces, fit_vals = compute_MCMC()\n", + "\n", + "print(\"Maximum a-postreriori parameter estimates\")\n", + "print('Period: ', fit_vals[0] )\n", + "print('t0: ', fit_vals[1] )\n", + "print('Transit Depth:', fit_vals[2])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from pymc.Matplot import plot\n", + "# Plot posteriors\n", + "\n", + "fig = plt.figure(figsize=(7,7))\n", + "fig.subplots_adjust(bottom=0.1, top=0.95,\n", + " left=0.1, right=0.95,\n", + " hspace=0.05, wspace=0.05)\n", + "\n", + "labels = ['$Per$','$t_0$','Depth']\n", + "#limits = [(7,9),(1950,1990),(-.15,.2)]\n", + "plot_mcmc(traces, labels=labels, fig=fig,\n", + " #limits=limits,\n", + " bins=30, color='k')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'M' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mpymc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMatplot\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mplot\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mM\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;31mNameError\u001b[0m: name 'M' is not defined" + ] + } + ], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Initial Data\n", + "\n", + "k2-19 system. 3 planets" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201505350.\n" + ] + } + ], + "source": [ + "k219 = everest.Everest(201505350)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.plot()]: Plotting the light curve...\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n", + "DEBUG [matplotlib.axes._base._update_title_position()]: update_title_pos\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "k219.plot(plot_gp=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "mask = ((k219.time > 2030)&(k219.time < 2033)&\n", + " (k219.fcor < 105200)&(k219.fcor > 104600))\n", + "k219.time[mask]\n", + "\n", + "#plt.scatter(star.time[flux_mask],star.fcor[flux_mask])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'star' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mstar\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmask_planet\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m1985.1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m7.919\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0mstar\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcompute\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0mstar\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot_folded\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m1980.1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m7.919\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mNameError\u001b[0m: name 'star' is not defined" + ] + } + ], + "source": [ + "star.mask_planet(1985.1, 7.919)\n", + "star.compute()\n", + "star.plot_folded(1980.1, 7.919)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO [everest.user.DownloadFile()]: Found cached file.\n", + "INFO [everest.user.load_fits()]: Loading FITS file for 201505350.\n", + "emcee: Exception while calling your likelihood function:\n", + " params: [ 7.92031158e+00 1.98037101e+03 -1.20190995e-01]\n", + " args: []\n", + " kwargs: {}\n", + " exception:\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/emcee/ensemble.py\", line 519, in __call__\n", + " return self.f(x, *self.args, **self.kwargs)\n", + " File \"\", line 31, in lnlike\n", + " like, d, vard = star.lnlike(model, full_output=True)\n", + " File \"/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/everest/basecamp.py\", line 1165, in lnlike\n", + " lnl += -0.5 * np.dot(r, cho_solve(CDK, r))\n", + " File \"/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/scipy/linalg/decomp_cholesky.py\", line 196, in cho_solve\n", + " b1 = asarray_chkfinite(b)\n", + " File \"/Users/zllangford/anaconda2/envs/py3/lib/python3.6/site-packages/numpy/lib/function_base.py\", line 498, in asarray_chkfinite\n", + " \"array must not contain infs or NaNs\")\n", + "ValueError: array must not contain infs or NaNs\n" + ] + }, + { + "ename": "ValueError", + "evalue": "array must not contain infs or NaNs", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 55\u001b[0m \u001b[0;31m# total=nsteps):\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 56\u001b[0m \u001b[0;31m# pass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 57\u001b[0;31m \u001b[0msampler\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun_mcmc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mN\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mnsteps\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m;\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;32m~/anaconda2/envs/py3/lib/python3.6/site-packages/emcee/sampler.py\u001b[0m in \u001b[0;36mrun_mcmc\u001b[0;34m(self, pos0, N, rstate0, lnprob0, **kwargs)\u001b[0m\n\u001b[1;32m 170\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 171\u001b[0m for results in self.sample(pos0, lnprob0, rstate0, iterations=N,\n\u001b[0;32m--> 172\u001b[0;31m **kwargs):\n\u001b[0m\u001b[1;32m 173\u001b[0m \u001b[0;32mpass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 174\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m~/anaconda2/envs/py3/lib/python3.6/site-packages/emcee/ensemble.py\u001b[0m in \u001b[0;36msample\u001b[0;34m(self, p0, lnprob0, rstate0, blobs0, iterations, thin, storechain, mh_proposal)\u001b[0m\n\u001b[1;32m 257\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mS0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mS1\u001b[0m \u001b[0;32min\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfirst\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msecond\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0msecond\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfirst\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 258\u001b[0m q, newlnp, acc, blob = self._propose_stretch(p[S0], p[S1],\n\u001b[0;32m--> 259\u001b[0;31m lnprob[S0])\n\u001b[0m\u001b[1;32m 260\u001b[0m \u001b[0;32mif\u001b[0m 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\u001b[0;32mand\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0misfinite\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mall\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 497\u001b[0m raise ValueError(\n\u001b[0;32m--> 498\u001b[0;31m \"array must not contain infs or NaNs\")\n\u001b[0m\u001b[1;32m 499\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 500\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mValueError\u001b[0m: array must not contain infs or NaNs" + ] + } + ], + "source": [ + "\"\"\"MCMC example for transit fitting.\"\"\"\n", + "\n", + "import matplotlib.pyplot as pl\n", + "from everest import Everest, TransitModel\n", + "import numpy as np\n", + "import emcee\n", + "from tqdm import tqdm_notebook as tqdm\n", + "from corner import corner\n", + "\n", + "\n", + "def lnprior(x):\n", + " \"\"\"Return the log prior given parameter vector `x`.\"\"\"\n", + " per, t0, b = x\n", + " if b < -1 or b > 1:\n", + " return -np.inf\n", + " elif per < 6 or per > 9:\n", + " return -np.inf\n", + " elif t0 < 1978 or t0 > 1982:\n", + " return -np.inf\n", + " else:\n", + " return 0.\n", + "\n", + "\n", + "def lnlike(x, star):\n", + " \"\"\"Return the log likelihood given parameter vector `x`.\"\"\"\n", + " ll = lnprior(x)\n", + " if np.isinf(ll):\n", + " return ll, (np.nan, np.nan)\n", + " per, t0, b = x\n", + " model = TransitModel('b', per=per, t0=t0, b=b, rhos=10.)(star.time)\n", + " like, d, vard = star.lnlike(model, full_output=True)\n", + " ll += like\n", + " return ll, (d,)\n", + "\n", + "\n", + "# Initialize the everest model\n", + "k219 = everest.Everest(201505350);\n", + "\n", + "# Set up the MCMC sampler\n", + "params = ['Period (days)', r't$_0$ (BJD - 2456811)', 'Impact parameter']\n", + "blobs = ['Depth (%)']\n", + "nsteps = 1000\n", + "nburn = 300\n", + "nwalk = 10\n", + "ndim = len(params)\n", + "nblobs = len(blobs)\n", + "sampler = emcee.EnsembleSampler(nwalk, ndim, lnlike, args=[k219])\n", + "x0 = [[7.9194 + 0.1 * np.random.randn(),\n", + " 1980.3837 + 0.01 * np.random.randn(),\n", + " 0. + 0.1 * np.random.randn()] for k in range(nwalk)]\n", + "blobs0 = [[0.] for k in range(nwalk)]\n", + "\n", + "# Run!\n", + "#for i in tqdm(sampler.sample(x0, iterations=nsteps, blobs0=blobs0),\n", + "# total=nsteps):\n", + "# pass\n", + "sampler.run_mcmc(x0,N=nsteps);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Add the blobs to the chain for plotting\n", + "chain = np.concatenate((sampler.chain,\n", + " np.array(sampler.blobs).swapaxes(0, 1)), axis=2)\n", + "\n", + "# Re-scale the transit time for prettier axes labels\n", + "chain[:, :, 1] -= 1980.\n", + "\n", + "# Take the absolute value of the impact parameter for plotting\n", + "chain[:, :, 2] = np.abs(chain[:, :, 2])\n", + "\n", + "# Re-scale the transit depth as a percentage\n", + "chain[:, :, 3] *= 100.\n", + "\n", + "# Plot the chains\n", + "fig1, ax = pl.subplots(ndim + nblobs, figsize=(6, 7))\n", + "fig1.suptitle(\"K2-19b\", fontsize=16, fontweight='bold')\n", + "ax[-1].set_xlabel(\"Iteration\", fontsize=14)\n", + "for n in range(ndim + nblobs):\n", + " for k in range(nwalk):\n", + " ax[n].plot(chain[k, :, n], alpha=0.3, lw=1)\n", + " ax[n].set_ylabel((params + blobs)[n], fontsize=9)\n", + " ax[n].margins(0, None)\n", + " ax[n].axvline(nburn, color='b', alpha=0.5, lw=1, ls='--')\n", + "fig1.savefig(\"k2-19b_chains.png\", bbox_inches='tight')\n", + "\n", + "# Plot the posterior distributions\n", + "samples = chain[:, nburn:, :].reshape(-1, ndim + nblobs)\n", + "fig2 = corner(samples, labels=params + blobs)\n", + "fig2.suptitle(\"K2-19b\", fontsize=16, fontweight='bold')\n", + "fig2.set_size_inches(6, 6)\n", + "for ax in fig2.axes:\n", + " for tick in ax.get_xticklabels() + ax.get_yticklabels():\n", + " tick.set_fontsize(7)\n", + "fig2.savefig(\"k2-19b_corner.png\", bbox_inches='tight')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.037076230862751976" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.random.randn()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "bias_data = [CCDData.read(filename,unit='adu') for filename in bias_list]" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1980.3837000001222" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "2456813.3837 - 2454833" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "star = everest.Everest(201635569)" + ] + } + ], + "metadata": { + "@webio": { + "lastCommId": null, + "lastKernelId": null + }, + "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": "3.6.8" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/PROJECT/k24_hist.png b/PROJECT/k24_hist.png new file mode 100644 index 0000000000000000000000000000000000000000..aa5c6da704dc633f05a336d5f1619146f05dfcca GIT binary patch literal 69352 zcmeEuXIPYJx@M`Zw7FZ`gaU0_7*IiS23u{hh)NL2DhL7sk~5`ktF02WNRm~ONRpf> zZ51S|B*`c_OU|(Oi#@Y5XV08DXZQTry>_^!ufeLK>Z>5|9xY9jHdc6eq6pa_#OXVef5-vHHETv6Zvo1hbFf< zJSb}O%Q+hr3qu?G3s#pXW*2O(Ua_#bVtnyOyGvHq#uny3@^c^I=0Eh~WgDBTVmv(m 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