{ "cells": [ { "cell_type": "markdown", "id": "49a89dcf-61d8-4941-8270-bf2f58299369", "metadata": {}, "source": [ "# Defining the CIA class\n", "\n", "In NEMESIS, the information about the collision-induced absorption (CIA) cross sections is stored in a binary file whose name is listed in the input *.cia* file. In particular, it includes the CIA cross sections for a limited number of pairs that are mostly relevant for the gas and ice giant planets. In particular, it lists the cross sections for H$_2$-H$_2$ (equilibrium), H$_2$-He (equilibrium), H$_2$-H$_2$ (normal), H$_2$-He (normal), H$_2$-N$_2$, N$_2$-CH$_4$, N$_2$-N$_2$, CH$_4$, CH$_4$, H$_2$-CH$_4$. These tables can also be read with archNEMESIS automatically by using the function CIA_0.*read_cia()* within the CIA class.\n", "\n", "In archNEMESIS, while we can read the files used for running NEMESIS retrievals, we also include a new format of these versions to allow for a bigger variety of CIA pairs. In particular, rather than tabulating the cross sections for a pre-defined list of pairs, we specify in the table the ID and ISO identifiers of the involved gases. That way, we can specify the cross sections for any arbitrary pair of gases.\n", "\n", "In this notebook, we are going to show how we can use the routines in archNEMESIS to read the *.cia* file from a NEMESIS run, and convert it to the most updated HDF5 CIA tables supported by archNEMESIS." ] }, { "cell_type": "code", "execution_count": 1, "id": "76a50218-f228-4559-9816-ed2ab9bcf7aa", "metadata": {}, "outputs": [], "source": [ "import archnemesis as ans\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import os" ] }, { "cell_type": "markdown", "id": "171e4013-7656-468d-a675-6c9d8e38440e", "metadata": {}, "source": [ "## 1. Reading the binary CIA tables from NEMESIS\n", "\n", "In this section, we first read the CIA tables using the NEMESIS format and store the information within the CIA class of archNEMESIS.\n", "\n", "It must be noted that the units of the CIA tables in the NEMESIS format are defined in cm$^{-1}$ amagat$^{-2}$, while the units of the cross sections in the CIA class of archNEMESIS are in cm$^{5}$ molecule$^{-2}$. This unit conversion is automatically applied when reading the CIA tables from the standard NEMESIS CIA tables, following the definition of the amagat unit, 1 $A$ = 2.6867811 $\\times$ 10$^{25}$ molecules m$^{-3}$." ] }, { "cell_type": "code", "execution_count": 2, "id": "5c47391f-940a-4a85-af57-7771d3a142f3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wavelength range :: 0.0 15000.0 cm-1\n", "Temperature range :: 50.0 170.0 K\n", "Number of CIA pairs :: 9\n", "Pairs included in CIA class :: \n", "H2-H2\n", "H2-He\n", "H2-H2 ('normal')\n", "H2-He ('normal')\n", "H2-N2\n", "N2-CH4\n", "N2-N2\n", "CH4-CH4\n", "H2-CH4\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Reading the .cia file\n", "##########################################\n", "\n", "CIA = ans.CIA_0(runname='neptune')\n", "CIA.read_cia()\n", "\n", "#Printing summary information to screen\n", "###########################################\n", "\n", "CIA.summary_info()\n", "\n", "#Making summary plot with the cross sections\n", "##############################################\n", "\n", "CIA.plot_cia()" ] }, { "cell_type": "markdown", "id": "a39eb9ca-70ed-4aeb-bbc3-4ae23605d900", "metadata": {}, "source": [ "## 2. Writing a CIA table in the archNEMESIS HDF5 format\n", "\n", "Once we have read the CIA tables from NEMESIS, we can directly write the CIA tables into the HDF5 file supported by archNEMESIS. The units of the CIA cross sections in the HDF5 file are the same as in the CIA class (cm$^{5}$ molecule$^{-2}$).\n", "\n", "The information that is stored in the HDF5 CIA tables includes:\n", "\n", "- *NPAIR*: Number of CIA pairs included in the look-up table\n", "- *NWAVE*: Number of wavenumber points in the look-up table\n", "- *NT*: Number of temperatures at which the CIA cross sections are tabulated\n", "- *IPAIRG1* and *IPAIRG2*: ID of the gases for each CIA pair (e.g., N2-CO2; IPAIRG1 = N2 = 22, IPAIRG2 = CO2 = 2)\n", "- *INORMALT*: Flag indicating whether the cross sections correspond to equilibrium or normal hydrogen\n", "- *WAVEN*: Wavenumber array (cm$^{-1}$)\n", "- *TEMP*: Temperature (K)\n", "- *K_CIA*: CIA cross sections (cm$^{5}$ molecule$^{-2}$)" ] }, { "cell_type": "code", "execution_count": 3, "id": "b1bbd16b-ea70-4fe7-a9f9-bf1f17f23be3", "metadata": {}, "outputs": [], "source": [ "#Writing the information about the CIA tables into an HDF5 table\n", "CIA.write_ciatable_hdf5('example')" ] }, { "cell_type": "markdown", "id": "8de219e2-4e7f-4d71-a451-f59a36965b51", "metadata": {}, "source": [ "## 3. Reading the information from the CIA HDF5 tables\n", "\n", "In this case, instead of reading the information from the CIA table listed in the *.cia* file, we read the information from the HDF5 table supported by archNEMESIS. " ] }, { "cell_type": "code", "execution_count": 4, "id": "caa2b25d-13cb-43de-84c2-21d3b3773ec0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wavelength range :: 0.0 15000.0 cm-1\n", "Temperature range :: 50.0 170.0 K\n", "Number of CIA pairs :: 9\n", "Pairs included in CIA class :: \n", "H2-H2\n", "H2-He\n", "H2-H2 ('normal')\n", "H2-He ('normal')\n", "H2-N2\n", "N2-CH4\n", "N2-N2\n", "CH4-CH4\n", "H2-CH4\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Initialising the CIA class\n", "########################################\n", "\n", "CIA = ans.CIA_0()\n", "\n", "CIA.CIADATA = os.getcwd() #Path where the CIA table is stored (Default is /Data/cia/)\n", "CIA.CIATABLE = 'example.h5' #Name of the CIA HDF5 table\n", "\n", "#Reading the CIA table\n", "#########################################\n", "\n", "CIA.read_ciatable_hdf5(CIA.CIADATA+'/'+CIA.CIATABLE)\n", "\n", "\n", "#Printing summary information to screen\n", "###########################################\n", "\n", "CIA.summary_info()\n", "\n", "#Making summary plot with the cross sections\n", "##############################################\n", "\n", "CIA.plot_cia()" ] }, { "cell_type": "markdown", "id": "a4ac749c-fbb4-43cd-bdca-e9df1b934693", "metadata": {}, "source": [ "## 4. Reading/writing the information from an archNEMESIS HDF5 file\n", "\n", "It must be noted that so far when we have been talking about the HDF5 tables, they do refer to the files storing the information about the CIA cross sections, not the input HDF5 file for computing a forward model or retrieval. However, in the input HDF5 file we just need to include the path and name of the CIA HDF5 table, and this can be written with the methods in the CIA class." ] }, { "cell_type": "code", "execution_count": 8, "id": "012b10d8-053b-45b8-a15d-e19858202705", "metadata": {}, "outputs": [], "source": [ "#Initialising the CIA class\n", "########################################\n", "\n", "CIA = ans.CIA_0()\n", "\n", "#Defining the location and name of the CIA table\n", "####################################################\n", "\n", "CIA.CIADATA = os.getcwd()+'/' #Path where the CIA table is stored (Default is /Data/cia/)\n", "CIA.CIATABLE = 'example.h5' #Name of the CIA HDF5 table\n", "\n", "#Writing the archNEMESIS input HDF5 file\n", "####################################################\n", "\n", "CIA.write_hdf5('input')" ] }, { "cell_type": "code", "execution_count": 9, "id": "d381ed8f-5f8d-495a-9ee6-e0959461d8af", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Initialising the CIA class\n", "########################################\n", "\n", "CIA = ans.CIA_0()\n", "\n", "#Reading the archNEMESIS input HDF5 file\n", "####################################################\n", "\n", "CIA.read_hdf5('input') #Note that this reads the CIA tables directly\n", "\n", "#Plotting the information\n", "####################################################\n", "\n", "CIA.plot_cia()" ] } ], "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 }