{ "cells": [ { "cell_type": "markdown", "id": "517361d1", "metadata": {}, "source": [ "# Defining the Stellar Spectrum\n", "\n", "In this notebook we provide some examples showing how archNEMESIS can be used to define the stellar spectrum for an atmospheric retrieval. \n", "\n", "The main input file for the standard version of NEMESIS is the *.sol* file, which just includes one line with the name of the file where the solar spectrum is stored. Note this file must be defined in a specific format and it is expected to be stored in *Data/stellar/*.\n", "\n", "On the other hand, in archNEMESIS the information about the solar spectrum is directly written into the input HDF5 file (rather than just using the HDF5 as a pointer to another file). \n", "\n", "While the retrievals from archNEMESIS will typically use the input HDF5 file, we also include some built-in methods in the Stellar class to read/write the *.sol* file and use archNEMESIS as a post or pre-processing tool for standard NEMESIS retrievals." ] }, { "cell_type": "code", "execution_count": 1, "id": "7452b9af", "metadata": {}, "outputs": [], "source": [ "import archnemesis as ans\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "id": "d79165bc", "metadata": {}, "source": [ "## 1. Reading the stellar spectrum from the input file" ] }, { "cell_type": "markdown", "id": "7d2e36c9-e5e4-4bde-8295-55360ea9649f", "metadata": {}, "source": [ "### Reading the stellar spectrum from the *.sol* file\n", "\n", "In this example we show how we can use the Stellar class to read the information about the solar spectrum. Here, we are going to create an example *.sol* file pointing at one of the stellar spectra stored in */Data/stellar/*, and we are going to read the file with the Stellar class. Note that the actual file where the stellar spectrum is stored must have a defined format as specified by NEMESIS." ] }, { "cell_type": "code", "execution_count": 2, "id": "3ccf2ee5", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Writing arbitrary .sol file\n", "###############################################################\n", "f = open('example.sol','w')\n", "f.write('houghtonsolar_corr_wl.dat') #Name of the file containing the information about the solar spectrum\n", "f.close()\n", "\n", "#Initialising stellar class and reading .sol file\n", "###############################################################\n", "\n", "Stellar = ans.Stellar_0()\n", "Stellar.read_sol('example')\n", "\n", "#Making summary plot\n", "###############################################################\n", "\n", "fig,ax1 = plt.subplots(1,1,figsize=(7,4))\n", "ax1.plot(Stellar.WAVE,Stellar.SOLSPEC)\n", "ax1.grid()\n", "if Stellar.ISPACE==0:\n", " ax1.set_xlabel('Wavenumber (cm$^{-1}$)')\n", " ax1.set_ylabel('Spectral luminosity (W (cm$^{-1}$)$^{-1}$)')\n", "elif Stellar.ISPACE==1:\n", " ax1.set_xlabel('Wavelength ($\\mu$m)')\n", " ax1.set_ylabel('Spectral luminosity (W $\\mu$m$^{-1}$)')\n", "ax1.set_facecolor('lightgray')\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "9b3622bd-8f0b-4591-8500-03e96a7dd143", "metadata": {}, "source": [ "### Reading the stellar spectrum from the HDF5 file\n", "\n", "In the case that we are reading the information from the HDF5 file, the information about the stellar spectrum is directly stored in this file. Most of the information in the HDF5 file is indeed the information stored in the file under */Data/stellar/*. However, in the HDF5 file we also store the information about the planet-star distance." ] }, { "cell_type": "code", "execution_count": 3, "id": "91ca9643-cdc4-4dea-b4ff-05693fbce613", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Initialising class and reading HDF5 file\n", "###################################################\n", "\n", "Stellar = ans.Stellar_0()\n", "Stellar.read_hdf5('example')\n", "\n", "#Making summary plot\n", "###################################################\n", "\n", "fig,ax1 = plt.subplots(1,1,figsize=(7,4))\n", "ax1.plot(Stellar.WAVE,Stellar.SOLSPEC)\n", "ax1.grid()\n", "if Stellar.ISPACE==0:\n", " ax1.set_xlabel('Wavenumber (cm$^{-1}$)')\n", " ax1.set_ylabel('Spectral luminosity (W (cm$^{-1}$)$^{-1}$)')\n", "elif Stellar.ISPACE==1:\n", " ax1.set_xlabel('Wavelength ($\\mu$m)')\n", " ax1.set_ylabel('Spectral luminosity (W $\\mu$m$^{-1}$)')\n", "ax1.set_facecolor('lightgray')\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "8230fbc9-6d34-4043-a716-0b08462c74fe", "metadata": {}, "source": [ "## 2. Writing the solar spectrum with the format of the input files\n", "\n", "We can also use the Stellar class to write the information about our specific stellar spectrum into the input files requires by NEMESIS and archNEMESIS. In this section, we know how this is performed for each of the two cases." ] }, { "cell_type": "markdown", "id": "1f745376-bf49-42cb-ab23-cb1c618fb018", "metadata": {}, "source": [ "### Creating a new stellar spectrum file\n", "\n", "In NEMESIS, the *.sol* file just points to another file under *Data/stellar/* with the information about the stellar spectrum. There are several files stored in this repository, but we may want to create our own for our specific case. In particular, the information we need to know include in the file is:\n", "\n", "- *ISPACE*: Units of the stellar spectrum in wavenumber (cm$^{-1}$; *ISPACE*=0) or in wavelength ($\\mu$m; *ISPACE*=1).\n", "- *RADIUS*: Radius of the star (km)\n", "- *WAVE*: Wavelength at which the solar spectrum is defined.\n", "- *SOLSPEC*: Stellar luminosity (W (cm$^{-1})^{-1}$ or W $\\mu$m)." ] }, { "cell_type": "code", "execution_count": 4, "id": "1ad37cde-70b1-47c7-8b36-76464b2abde2", "metadata": {}, "outputs": [], "source": [ "#Initialising Stellar class\n", "Stellar = ans.Stellar_0()\n", "\n", "#Reading the .sol file\n", "#Here we are reading the information from the .sol file but we may be getting it from other sources\n", "Stellar.read_sol('solspec_wl')\n", "\n", "#Writing the new stellar file\n", "Stellar.write_solar_file('example_solar_file.txt')" ] }, { "cell_type": "markdown", "id": "2153c60b-22d1-4a70-a4f6-52cad3845ed4", "metadata": {}, "source": [ "### Writing the archNEMESIS HDF5 file\n", "\n", "In archNEMESIS, we directly include the information about the stellar spectrum in the input HDF5 file, but the information we require is indeed the same. Note that the Planet-Star distance is another parameter in the Stellar class, and this information also needs to be defined to write the HDF5 file apart from the stellar spectrum itself." ] }, { "cell_type": "code", "execution_count": 5, "id": "fd0c21c1-3b14-4d37-a3a2-ec11cc9aa29f", "metadata": {}, "outputs": [], "source": [ "#Initialising Stellar class\n", "Stellar = ans.Stellar_0()\n", "\n", "#Reading the .sol file\n", "#Here we are reading the information from the .sol file but we may be getting it from other sources\n", "Stellar.read_sol('solspec_wl')\n", "\n", "#Defining the planet-star distance\n", "Stellar.DIST = 1.0 #Earth distance\n", "\n", "#Writing the HDF5 file\n", "Stellar.write_hdf5('example_hdf5')" ] }, { "cell_type": "markdown", "id": "bda448d8-29c4-4027-b735-1c90e667056b", "metadata": {}, "source": [ "We may define the stellar spectrum ourselves, but we may also want to use the information in the *Data/stellar/* files used by NEMESIS. In this case, we just need use the optional input *solfile* in the Stellar.*write_hdf5()* method.\n", "\n", "Here, we are going to write the information in the *solspec_tsis1-sim.dat* file under *Data/stellar/*." ] }, { "cell_type": "code", "execution_count": 6, "id": "941017ad-a5bb-4bea-ba7f-47e83a31fde6", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Initialising Stellar class\n", "Stellar = ans.Stellar_0()\n", "\n", "#Defining the planet-star distance\n", "Stellar.DIST = 1.0 #Earth distance\n", "\n", "#Writing the information into HDF5 file\n", "Stellar.write_hdf5('example_hdf5',solfile='solspec_tsis1-sim.dat')\n", "\n", "#Reading the HDF5 file\n", "Stellar.read_hdf5('example_hdf5')\n", "\n", "#Making plot of the spectrum\n", "fig,ax1 = plt.subplots(1,1,figsize=(7,4))\n", "ax1.plot(Stellar.WAVE,Stellar.SOLSPEC)\n", "ax1.grid()\n", "if Stellar.ISPACE==0:\n", " ax1.set_xlabel('Wavenumber (cm$^{-1}$)')\n", " ax1.set_ylabel('Spectral luminosity (W (cm$^{-1}$)$^{-1}$)')\n", "elif Stellar.ISPACE==1:\n", " ax1.set_xlabel('Wavelength ($\\mu$m)')\n", " ax1.set_ylabel('Spectral luminosity (W $\\mu$m$^{-1}$)')\n", "ax1.set_facecolor('lightgray')\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "489314e5", "metadata": {}, "source": [ "## 3. Calculating the solar irradiance at a given distance\n", "\n", "Once the stellar spectrum has been read, the stellar flux or irradiance at a given distance to the star can be easily calculated following\n", "\n", "\\begin{equation}\n", "F(\\lambda,d) = \\dfrac{P(\\lambda)}{4 \\pi d^2},\n", "\\end{equation}\n", "\n", "where $P(\\lambda)$ is the stellar spectral luminosity and $d$ is the distance from the planet to the star. This calculation can be performed in the Stellar class using the method *calc_solar_flux()*, and the information about this parameter is stored under Stellar.*SOLFLUX*." ] }, { "cell_type": "code", "execution_count": 7, "id": "5dc0d9f3", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Initialising Stellar class\n", "Stellar = ans.Stellar_0()\n", "\n", "#Reading the .sol file\n", "Stellar.read_sol('solspec_wl')\n", "\n", "#Defining a range of planet-Sun distances \n", "dist = [0.39,0.72,1.,1.52,5.2,9.54,19.22,30.06]\n", "labels = ['Mercury','Venus','Earth','Mars','Jupiter','Saturn','Uranus','Neptune']\n", "\n", "#Making a plot with the flux at the different planets\n", "fig,ax1 = plt.subplots(1,1,figsize=(7,4))\n", "\n", "for i in range(8):\n", "\n", " #Defining the distance to star\n", " Stellar.DIST = dist[i] #Planet-Star distance in Astronomical Units\n", "\n", " #Calculating the flux\n", " Stellar.calc_solar_flux()\n", "\n", " ax1.plot(Stellar.WAVE,Stellar.SOLFLUX,label=labels[i])\n", " \n", "ax1.grid()\n", "ax1.legend()\n", "#ax1.set_yscale('log')\n", "if Stellar.ISPACE==0:\n", " ax1.set_xlabel('Wavenumber (cm$^{-1}$)')\n", " ax1.set_ylabel('Spectral irradiance (W cm$^{-2}$ (cm$^{-1}$)$^{-1}$)')\n", "elif Stellar.ISPACE==1:\n", " ax1.set_xlabel('Wavelength ($\\mu$m)')\n", " ax1.set_ylabel('Spectral irradiance (W cm$^{-2}$ $\\mu$m$^{-1}$)')\n", "ax1.set_facecolor('lightgray')\n", "plt.tight_layout()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.11.7" } }, "nbformat": 4, "nbformat_minor": 5 }