{ "cells": [ { "cell_type": "markdown", "id": "f402ad5b-74d9-4370-8c23-d8801e711161", "metadata": {}, "source": [ "# Calculate overlap reduction functions \n", "## Overlap reduction function calculation for arbitrary baselines\n", "\n", "In this tutorial we will demonstrate how to calculate the overlap reduction function (ORF) for arbitrary baselines, which encodes the geometric sensitivity of a given detector pair as a function of the relative positions and orientations of the two interferometers. " ] }, { "cell_type": "markdown", "id": "a0106520-9f5b-48f2-b083-dba13c3b2dd4", "metadata": {}, "source": [ "First we import the necessary modules. We will use the `Baseline` module of `pygwb`. For more information on the `Baseline` module, we refer the user to the [documentation page](api/pygwb.baseline.html)." ] }, { "cell_type": "code", "execution_count": 8, "id": "cdccd3a0-8ead-4fb3-88d3-e97b8b8262c0", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt \n", "import bilby\n", "from copy import deepcopy\n", "from pygwb.baseline import Baseline\n", "import seaborn as sns\n", "my_palette = sns.color_palette(\"colorblind\")" ] }, { "cell_type": "markdown", "id": "fbda5abb-25e1-4cf0-bc6a-57e8c51ba6a5", "metadata": {}, "source": [ "Next we initialize empty `Interferometer` objects for LIGO Livingston, LIGO India, Virgo, Kagra, and Einstein Telescope. The latter is a `TringularInterferometer` object, which consists of three separate `Interferometer` objects at the vertices of an equilateral triangle. The `Interferometer` objects store the location information for each detector, like the latitude and longitude of the vertex and angle of the arms." ] }, { "cell_type": "code", "execution_count": 2, "id": "aa0d1219-0fd1-4ee7-ba7a-4e809f0d9774", "metadata": {}, "outputs": [], "source": [ "L1 = bilby.gw.detector.get_empty_interferometer('L1')\n", "A1 = bilby.gw.detector.get_empty_interferometer('A1')\n", "V1 = bilby.gw.detector.get_empty_interferometer('V1')\n", "K1 = bilby.gw.detector.get_empty_interferometer('K1')\n", "ET = bilby.gw.detector.get_empty_interferometer('ET')" ] }, { "cell_type": "markdown", "id": "e28c517b-8c16-4166-a2d1-6854af06bb0a", "metadata": {}, "source": [ "More information about the `Interferometer` object can be found [here](api/pygwb.detector.Interferometer.html). For additional information on the `bilby.gw.detector` object, we refer the user to the [documentation](https://lscsoft.docs.ligo.org/bilby/api/bilby.gw.detector.html)." ] }, { "cell_type": "markdown", "id": "2ee652d8-82b5-442d-9cb7-fb8b2b28e674", "metadata": {}, "source": [ "Next, we set the frequencies in each interferometer. We use a maximum frequency of 2048 Hz sampled with a spacing of $\\delta f = 1/T = 0.25~\\mathrm{Hz}$, where $T$ is the analysis segment duration:" ] }, { "cell_type": "code", "execution_count": 3, "id": "8a93bf60-45eb-4193-96dc-ea39bd705b24", "metadata": {}, "outputs": [], "source": [ "duration = 4 \n", "freqs = np.arange(0,2048,1./duration)\n", "masks = []\n", "for ifo in [L1, A1, V1, K1, ET]:\n", " if ifo.name=='ET':\n", " for i in range(3):\n", " ifo[i].strain_data.frequency_array = freqs\n", " else:\n", " ifo.strain_data.frequency_array = freqs" ] }, { "cell_type": "markdown", "id": "e11367cd-443a-4b51-bc9f-088d7cbc27c6", "metadata": {}, "source": [ "Now let's define some baselines with the interferometers initialized above. This constitutes a pair of detectors. We define a few different baselines with the ET interferometers to demonstrate the ORF normalization for detectors with non-90-degree arms." ] }, { "cell_type": "code", "execution_count": 4, "id": "81ade653-1f0e-4ed3-a5d1-064b2820783f", "metadata": {}, "outputs": [], "source": [ "L1V1 = Baseline('L-V', L1, V1, frequencies=freqs, duration=duration)\n", "L1A1 = Baseline('L-A', A1, L1, frequencies=freqs, duration=duration)\n", "V1K1 = Baseline('V-K', V1, K1, frequencies=freqs, duration=duration)\n", "A1ET = Baseline('A-ET', A1, ET[0], frequencies=freqs, duration=duration)\n", "ET01 = Baseline('ET 01', ET[0], ET[1], frequencies=freqs, duration=duration)\n", "ET02 = Baseline('ET 02', ET[0], ET[2], frequencies=freqs, duration=duration)\n", "ET00 = Baseline('ET 00', ET[0], ET[0], frequencies=freqs, duration=duration)" ] }, { "cell_type": "markdown", "id": "c3214c87-f6f6-4075-87ce-60c88d1c53cd", "metadata": {}, "source": [ "We need to tell the code for what polarization we are interested in calculating the overlap reduction function. For now, we assume that General Relativity is correct and look at the `tensor` polarization." ] }, { "cell_type": "code", "execution_count": 12, "id": "11931234-d370-4b8d-98c1-01ba67b6cdfb", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, '$\\\\gamma(f)$')" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(12,8))\n", "for ii,baseline in enumerate([L1V1, L1A1, V1K1, A1ET, ET00, ET01, ET02]):\n", " baseline.orf_polarization = 'tensor'\n", " if baseline.name == 'ET 02':\n", " ls='--'\n", " else:\n", " ls='-'\n", " plt.plot(freqs, baseline.overlap_reduction_function, label=baseline.name, ls=ls, lw=2.5, c=my_palette[ii])\n", " \n", "plt.legend(loc='upper right', prop={'size':18})\n", "plt.xlim(0,300)\n", "plt.xticks(fontsize=18)\n", "plt.yticks(fontsize=18)\n", "plt.xlabel(r'$f~[\\mathrm{Hz}]$', fontsize = 18)\n", "plt.ylabel(r'$\\gamma(f)$', fontsize = 18)" ] }, { "cell_type": "markdown", "id": "0f0ad7e1-870e-479d-98f8-931520eb3b7e", "metadata": {}, "source": [ "This plot shows us that the ORFs are normalized to be 1 for coincident and coaligned detectors irrespective of the opening angle between their arms. For additional information on the computation of the ORF, we refer the user to the [documentation page](api/pygwb.orfs.html) of the module, as well as to the `Baseline` [module](api/pygwb.baseline.html) to see how the two modules interact with one another. " ] }, { "cell_type": "markdown", "id": "5ec9223e-87ef-4c51-95d7-48df25fb08b3", "metadata": {}, "source": [ "## Check normalization for ET\n", "\n", "What about for coincident detectors that are rotated with respect to each other? This is the case for the `ET01` and `ET02` baselines, which are basically equivalent to two coincident ET detectors rotated by 120 degrees. Let's verify this. First we make a copy of the `ET[0]` detector and rotate its x and y arm positions by 120 degrees. Then we create a baseline between the original `ET[0]` and this rotated copy." ] }, { "cell_type": "code", "execution_count": 10, "id": "cdcbefd2-5918-4b73-a1fd-8657b7f91a39", "metadata": {}, "outputs": [], "source": [ "ET_rot120 = deepcopy(ET[0])\n", "ET_rot120.xarm_azimuth += 120\n", "ET_rot120.yarm_azimuth += 120\n", "ET_test120 = Baseline('ET rot', ET[0], ET_rot120, frequencies=freqs, duration=duration)\n", "ET_test120.orf_polarization = 'tensor'" ] }, { "cell_type": "markdown", "id": "6964d547-5371-44c9-9200-8975d2af4d90", "metadata": {}, "source": [ "Now we plot for comparison with the `ET01` and `ET02` baselines above." ] }, { "cell_type": "code", "execution_count": 13, "id": "32a04d8a-30d8-4c5b-aad8-7ecfc0e644cd", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, '$\\\\gamma(f)$')" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(12,8))\n", "for ii,baseline in enumerate([L1V1, L1A1, V1K1, A1ET, ET01, ET02, ET_test120]):\n", " if baseline.name == 'ET 02':\n", " ls='--'\n", " elif baseline.name == 'ET rot':\n", " ls=':'\n", " else:\n", " ls='-'\n", " plt.plot(freqs, baseline.overlap_reduction_function, label=baseline.name, ls=ls, lw=2.5, c=my_palette[ii])\n", " \n", "plt.legend(loc='upper right', prop={'size':18})\n", "plt.xlim(0,300)\n", "plt.xticks(fontsize=18)\n", "plt.yticks(fontsize=18)\n", "plt.xlabel(r'$f~[\\mathrm{Hz}]$',fontsize=18)\n", "plt.ylabel(r'$\\gamma(f)$',fontsize=18)" ] }, { "cell_type": "markdown", "id": "d4ab8147-152a-4e3c-8c74-30c1f161d53d", "metadata": {}, "source": [ "You can see that the three ET baselines lie nearly on top of each other, as expected. This tells us that the ORF normalization is such that $\\gamma(f=0) = \\cos{\\beta}$, for arm opening angles of $\\beta$." ] }, { "cell_type": "markdown", "id": "63c7738b-517f-45eb-ac3d-36c63e42678c", "metadata": {}, "source": [ "## Plot non-GR polarizations\n", "In addition, the `orfs` module also allows non-GR polarizations. This is illustrated below for scalar polarizations, but it can also be calculated for vector polarizations." ] }, { "cell_type": "code", "execution_count": 14, "id": "8bab9399-52ce-4d46-89b1-73899d23f701", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, '$\\\\gamma(f)$')" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(12,8))\n", "for ii,baseline in enumerate([L1V1, L1A1, V1K1, A1ET, ET02]):\n", " baseline.orf_polarization = 'scalar'\n", " plt.plot(freqs, baseline.overlap_reduction_function, label=baseline.name, ls='-',lw=2.5, c=my_palette[ii])\n", " \n", "plt.legend(loc='upper right', prop={'size':18})\n", "plt.xlim(0,300)\n", "plt.xticks(fontsize=18)\n", "plt.yticks(fontsize=18)\n", "plt.xlabel(r'$f~[\\mathrm{Hz}]$',fontsize=18)\n", "plt.ylabel(r'$\\gamma(f)$',fontsize=18)" ] }, { "cell_type": "markdown", "id": "0c1fdf9a-62fd-4e46-8e5c-40ad3d982aca", "metadata": {}, "source": [ "More information about how the ORFs are computed can be found in the [documentation](api/pygwb.orfs.html) of the `orfs` module." ] } ], "metadata": { "kernelspec": { "display_name": "JOSS_env", "language": "python", "name": "joss_env" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.18" } }, "nbformat": 4, "nbformat_minor": 5 }