{ "cells": [ { "cell_type": "markdown", "id": "a68aab0d", "metadata": {}, "source": [ "# Pre-tabulated spectroscopic tables\n", "\n", "NEMESIS performs the calculations of the gaseous opacities using pre-tabulated tables. These tables can either include the *k*-coefficients (Spectroscopy.*ILBL* = 0) (see [Irwin et al. (2008)](https://doi.org/10.1016/j.jqsrt.2007.11.006) for a detailed definition), or the line-by-line absorption cross sections computed at each specific wavelength (Spectroscopy.*ILBL* = 2). In this notebook, we provide some examples showing how archNEMESIS can be used to read this pre-tabulated tables that will later be used to compute the forward model. \n", "\n", "In archNEMESIS, the information about the Spectroscopy class is read from the HDF5 input files, in particular the number of gases *NGAS*, the flag for the look-up table type *ILBL*, and the location of the look-up tables *LOCATION*. In the case that we read the inputs from the standard NEMESIS files, then the main input files describing the spectroscopy of the gaseous species in the atmosphere are the *.kls* file (for *ILBL* = 0) and the *.lls* file (for *ILBL* = 2)." ] }, { "cell_type": "code", "execution_count": 1, "id": "0cb28eb7", "metadata": {}, "outputs": [], "source": [ "import archnemesis as ans\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "id": "ac4099e6-686d-46f3-b9ce-824b69c4dbb8", "metadata": {}, "source": [ "## 1. Reading the line-by-line tables\n", "\n", "In this section, we show how archNEMESIS can be used to read the pre-tabulated line-by-line tables, which include the absorption cross sections of a given molecule in a grid of temperatures and pressures. In addition, archNEMESIS includes a set of functions to interpolate the cross sections to any specified pressure and temperature level. " ] }, { "cell_type": "markdown", "id": "6c48c01f-babb-4dd3-abf4-e0e857f38585", "metadata": {}, "source": [ "### Reading the header of the tables" ] }, { "cell_type": "code", "execution_count": 2, "id": "0cceaf12-f879-42c7-86fb-9cc2a7881b03", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculation type ILBL :: 2 (line-by-line)\n", "Number of radiatively-active gaseous species :: 2\n", "Gaseous species :: ['H2O (1)', 'CO2']\n", "Number of spectral points :: 15001\n", "Wavelength range :: 3750.0 - 3765.0000007124618\n", "Step size :: 0.0010000000474974513\n", "Number of temperature levels :: 5\n", "Temperature range :: 100.0 - 200.0 K\n", "Number of pressure levels :: 5\n", "Pressure range :: 4.539993e-05 - 0.13533528 atm\n" ] } ], "source": [ "#Initialising spectroscopy class with ILBL = 2 (line-by-line)\n", "Spectroscopy = ans.Spectroscopy_0(ILBL=2)\n", "\n", "Spectroscopy.NGAS = 2 #We define two gases in the class\n", "Spectroscopy.LOCATION = ['h2o_lbltab.lta',\n", " 'co2_lbltab.lta']\n", "\n", "#Reading the header information\n", "Spectroscopy.read_header()\n", "\n", "#Printing summary information\n", "Spectroscopy.summary_info()" ] }, { "cell_type": "markdown", "id": "1d8c18be-7a5f-48c8-886e-53ca833d7ba2", "metadata": {}, "source": [ "### Reading the information in the tables\n", "\n", "Once the header of the tables is read, we can also read the cross sections in a specified spectral range and store the data in the Spectroscopy class. Once this is performed, we can plot and analyse the cross sections or perform some other calculations. It must be noted that the cross sections in the pre-tabulated tables are multiplied by a factor of 10$^{20}$ that must be accounted for by the user." ] }, { "cell_type": "code", "execution_count": 3, "id": "b927d036-c9ba-4e3c-92c3-1a877c8031af", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Reading the information in the lbl-tables in a specified spectral range\n", "Wavemin = 3750.\n", "Wavemax = 3760.\n", "Spectroscopy.read_tables(Wavemin,Wavemax)\n", "\n", "#Plotting the cross sections at a given temperature and pressure\n", "gasname = ['']*Spectroscopy.NGAS\n", "for i in range(Spectroscopy.NGAS):\n", " gasname1 = ans.gas_info[str(Spectroscopy.ID[i])]['name']\n", " if Spectroscopy.ISO[i]!=0:\n", " gasname1 = gasname1+' ('+str(Spectroscopy.ISO[i])+')'\n", " gasname[i] = gasname1\n", "\n", "#Plotting the cross sections\n", "fig,ax1 = plt.subplots(1,1,figsize=(10,4))\n", "iP = 3\n", "iT = 3\n", "for i in range(Spectroscopy.NGAS):\n", " ax1.plot(Spectroscopy.WAVE,Spectroscopy.K[:,iP,iT,i]*1.0e-20,label=gasname[i])\n", "ax1.set_title('Pressure :: '+str(Spectroscopy.PRESS[iP])+' atm - Temperature :: '+str(Spectroscopy.TEMP[iT])+' K')\n", "ax1.legend()\n", "ax1.set_yscale('log')\n", "ax1.set_ylim(1.0e-25,1.0e-14)\n", "ax1.set_xlim(Spectroscopy.WAVE.min(),Spectroscopy.WAVE.max())\n", "ax1.set_xlabel('Wavelength ($\\mu$m)')\n", "ax1.set_ylabel('Absorption cross section (cm$^2$)')\n", "ax1.set_facecolor('lightgray')\n", "ax1.grid()" ] }, { "cell_type": "markdown", "id": "e1fd6b30-0221-4eaa-aff4-bdbea16f9aa8", "metadata": {}, "source": [ "### Calculating the cross sections at an arbitrary temperature or pressure\n", "\n", "The cross sections in the pre-tabulated tables are calculated at different levels of pressure and temperature. However, we might need to calculate the cross sections at a different level, which requires an interpolation. There is a function in archNEMESIS to perform this interpolation." ] }, { "cell_type": "code", "execution_count": 7, "id": "1d931248-9bea-44f5-950b-4471455e76ea", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "NPoints = 2\n", "Press = [0.02,0.1] #Atm\n", "Temp = [128.,173.]\n", "\n", "k = Spectroscopy.calc_klbl(NPoints,Press,Temp)\n", "\n", "fig,(ax) = plt.subplots(2,1,figsize=(10,5),sharex=True)\n", "\n", "for i in range(Spectroscopy.NGAS):\n", " for j in range(NPoints):\n", " ax[i].plot(Spectroscopy.WAVE,k[:,j,i]*1.0e-20,label='Pressure :: '+str(Press[j])+' atm - Temperature :: '+str(Temp[j])+' K')\n", " ax[i].set_yscale('log')\n", " ax[i].set_ylabel('Absorption cross section (cm$^2$)')\n", " ax[i].set_title(gasname[i])\n", " ax[i].legend()\n", " ax[i].grid()\n", " ax[i].set_facecolor('lightgray')\n", " \n", "ax[Spectroscopy.NGAS-1].set_xlabel('Wavenumber (cm$^{-1}$)')\n", "\n", "plt.tight_layout()\n" ] }, { "cell_type": "markdown", "id": "cc48cf31-a5db-46d4-86e8-f57ba7d402ce", "metadata": {}, "source": [ "## 2. Reading the correlated-k tables\n", "\n", "In this section, we show how archNEMESIS can be used to read the pre-tabulated *k* tables, which include information about the *k*-distribution of a given gas in a grid of temperatures and pressures. In addition, archNEMESIS includes a set of functions to interpolate the *k*-distributions to any specified pressure and temperature level. " ] }, { "cell_type": "markdown", "id": "c3a27eff-2671-4cfd-add6-09bde6b52243", "metadata": {}, "source": [ "### Reading the header of the tables" ] }, { "cell_type": "code", "execution_count": 8, "id": "84cb939d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculation type ILBL :: 0 (k-distribution)\n", "Number of radiatively-active gaseous species :: 2\n", "Gaseous species :: ['H2O', 'CO2']\n", "Number of g-ordinates :: 10\n", "Number of spectral points :: 351\n", "Wavelength range :: 0.9125000238418579 - 5.287500089034438\n", "Step size :: 0.012500000186264515\n", "Spectral resolution of the k-tables (FWHM) :: 0.02500000037252903\n", "Number of temperature levels :: 5\n", "Temperature range :: 100.0 - 200.0 K\n", "Number of pressure levels :: 5\n", "Pressure range :: 3.0590232e-07 - 0.049787067 atm\n" ] } ], "source": [ "#Initialising spectroscopy class with ILBL = 2 (correlated-k)\n", "Spectroscopy = ans.Spectroscopy_0(ILBL=0)\n", "\n", "Spectroscopy.NGAS = 2 #We define two gases in the class\n", "Spectroscopy.LOCATION = ['h2o_ktab.kta',\n", " 'co2_ktab.kta']\n", "\n", "#Reading the header information\n", "Spectroscopy.read_header()\n", "\n", "#Printing summary information\n", "Spectroscopy.summary_info()" ] }, { "cell_type": "markdown", "id": "84cd99f3", "metadata": {}, "source": [ "### Reading the information in the tables\n", "\n", "Once the header is read, we can also read the *k*-distributions in a specified spectral range and store the data in the Spectroscopy class. Once this is performed, we can plot and analyse the data or perform some other calculations. It must be noted that the *k*-coefficients in the pre-tabulated tables are multiplied by a factor of 10$^{20}$ that must be accounted for by the user." ] }, { "cell_type": "code", "execution_count": 10, "id": "89e7a279", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Reading the information in the k-tables in a specified spectral range\n", "Wavemin = 1.0\n", "Wavemax = 5.0\n", "Spectroscopy.read_tables(Wavemin,Wavemax)\n", "\n", "\n", "#Plotting the k-coefficients at a given temperature and pressure\n", "gasname = ['']*Spectroscopy.NGAS\n", "for i in range(Spectroscopy.NGAS):\n", " gasname1 = ans.gas_info[str(Spectroscopy.ID[i])]['name']\n", " if Spectroscopy.ISO[i]!=0:\n", " gasname1 = gasname1+' ('+str(Spectroscopy.ISO[i])+')'\n", " gasname[i] = gasname1\n", "\n", " \n", "#Plotting the k-distributions for a given bin\n", "fig,(ax1,ax2) = plt.subplots(1,2,figsize=(10,3),sharex=True)\n", "\n", "iP = 3\n", "iT = 3\n", "\n", "iWave = 50\n", "ax1.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,0],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", "ax2.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,1],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", " \n", "iWave = 100\n", "ax1.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,0],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", "ax2.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,1],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", " \n", "iWave = 200\n", "ax1.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,0],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", "ax2.semilogy(Spectroscopy.G_ORD,Spectroscopy.K[iWave,:,iP,iT,1],label='$\\lambda$ = '+str(Spectroscopy.WAVE[iWave])+' $\\mu$m')\n", " \n", "ax1.set_title(gasname[0])\n", "ax2.set_title(gasname[1])\n", "ax1.set_facecolor('lightgray')\n", "ax2.set_facecolor('lightgray')\n", "ax1.legend()\n", "ax1.grid()\n", "ax2.grid()\n", "ax1.set_ylabel('k-coefficients')\n", "ax2.set_xlabel('g-ordinate')\n", "ax2.set_ylabel('k-coefficients')\n", "plt.tight_layout()\n", "\n", "\n", "\n", "\n", "#Plotting the cross sections as a function of wavelength\n", "\n", "k1 = np.matmul(Spectroscopy.K[:,:,iP,iT,0],Spectroscopy.DELG)\n", "k2 = np.matmul(Spectroscopy.K[:,:,iP,iT,1],Spectroscopy.DELG)\n", "\n", "fig,ax1 = plt.subplots(1,1,figsize=(10,4))\n", "ax1.plot(Spectroscopy.WAVE,k1*1.0e-20,label=gasname[0])\n", "ax1.plot(Spectroscopy.WAVE,k2*1.0e-20,label=gasname[1])\n", "ax1.set_ylim(1.0e-25,1.0e-16)\n", "ax1.legend()\n", "#ax1.set_xlim(0.30,0.32)\n", "ax1.grid()\n", "\n", "ax1.set_title('Pressure :: '+str(Spectroscopy.PRESS[iP])+' atm - Temperature :: '+str(Spectroscopy.TEMP[iT])+' K')\n", "ax1.set_yscale('log')\n", "ax1.set_xlabel('Wavelength ($\\mu$m)')\n", "ax1.set_ylabel('Absorption coefficient (cm$^2$)')\n", "ax1.set_facecolor('lightgray')\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "e147f644", "metadata": {}, "source": [ "### Calculating the *k* distributions at an arbitrary pressure and temperature\n", "\n", "Finally, and similarly as performed with the line-by-line absorption cross sections, the *k*-coefficients can also be interpolated to any given temperature and pressure using the Spectroscopy class. " ] }, { "cell_type": "code", "execution_count": 11, "id": "d67947e9", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "NPoints = 2\n", "Press = [0.005,0.02] #Atm\n", "Temp = [128.,173.]\n", "\n", "k = Spectroscopy.calc_k(NPoints,Press,Temp)\n", "\n", "#Plotting the k-distributions for a given bin\n", "fig,(ax1,ax2) = plt.subplots(1,2,figsize=(10,3),sharex=True)\n", "\n", "iP = 3\n", "iT = 3\n", "\n", "iWave = 50\n", "ax1.semilogy(Spectroscopy.G_ORD,k[iWave,:,0,0],label='Pressure :: '+str(Press[0])+' atm - Temperature :: '+str(Temp[0])+' K')\n", "ax1.semilogy(Spectroscopy.G_ORD,k[iWave,:,1,0],label='Pressure :: '+str(Press[1])+' atm - Temperature :: '+str(Temp[1])+' K')\n", "\n", "ax2.semilogy(Spectroscopy.G_ORD,k[iWave,:,0,1],label='Pressure :: '+str(Press[0])+' atm - Temperature :: '+str(Temp[0])+' K')\n", "ax2.semilogy(Spectroscopy.G_ORD,k[iWave,:,1,1],label='Pressure :: '+str(Press[1])+' atm - Temperature :: '+str(Temp[1])+' K')\n", "\n", "ax1.set_title(gasname[0]+' - $\\lambda$ = '+str(np.round(Spectroscopy.WAVE[iWave],2))+' $\\mu$m')\n", "ax2.set_title(gasname[1]+' - $\\lambda$ = '+str(np.round(Spectroscopy.WAVE[iWave],2))+' $\\mu$m')\n", "ax1.legend()\n", "ax1.grid()\n", "ax2.grid()\n", "ax1.set_xlabel('g-ordinate')\n", "ax1.set_ylabel('k-coefficients')\n", "ax2.set_xlabel('g-ordinate')\n", "ax2.set_ylabel('k-coefficients')\n", "ax1.set_facecolor('lightgray')\n", "ax2.set_facecolor('lightgray')\n", "plt.tight_layout()\n", "\n", "\n", "\n", "\n", "#Plotting the cross sections as a function of wavelength\n", "\n", "k11 = np.matmul(k[:,:,0,0],Spectroscopy.DELG)\n", "k21 = np.matmul(k[:,:,1,0],Spectroscopy.DELG)\n", "k12 = np.matmul(k[:,:,0,1],Spectroscopy.DELG)\n", "k22 = np.matmul(k[:,:,1,1],Spectroscopy.DELG)\n", "\n", "fig,(ax1,ax2) = plt.subplots(2,1,figsize=(10,5))\n", "\n", "ax1.plot(Spectroscopy.WAVE,k11*1.0e-20,label='Pressure :: '+str(Press[0])+' atm - Temperature :: '+str(Temp[0])+' K')\n", "ax1.plot(Spectroscopy.WAVE,k21*1.0e-20,label='Pressure :: '+str(Press[1])+' atm - Temperature :: '+str(Temp[1])+' K')\n", "\n", "ax2.plot(Spectroscopy.WAVE,k12*1.0e-20,label='Pressure :: '+str(Press[0])+' atm - Temperature :: '+str(Temp[0])+' K')\n", "ax2.plot(Spectroscopy.WAVE,k22*1.0e-20,label='Pressure :: '+str(Press[1])+' atm - Temperature :: '+str(Temp[1])+' K')\n", "\n", "ax1.set_ylim(1.0e-25,1.0e-16)\n", "ax1.legend()\n", "ax1.grid()\n", "ax2.set_ylim(1.0e-25,1.0e-16)\n", "ax2.legend()\n", "ax2.grid()\n", "\n", "ax1.set_title(gasname[0])\n", "ax2.set_title(gasname[1])\n", "ax1.set_yscale('log')\n", "ax1.set_xlabel('Wavelength ($\\mu$m)')\n", "ax1.set_ylabel('Absorption coefficient (cm$^2$)')\n", "ax2.set_yscale('log')\n", "ax2.set_xlabel('Wavelength ($\\mu$m)')\n", "ax2.set_ylabel('Absorption coefficient (cm$^2$)')\n", "ax1.set_facecolor('lightgray')\n", "ax2.set_facecolor('lightgray')\n", "plt.tight_layout()\n" ] }, { "cell_type": "markdown", "id": "31b83588-525c-486e-87f0-c1a646f7f1fc", "metadata": {}, "source": [ "## 3. Reading the tables from the input files\n", "\n", "Similar to the examples we have shown in the two previous sections, we can initialise the Spectroscopy class by reading the inputs files instead. In particular, we can use the built-in functions in the Spectroscopy class to perform this calculations." ] }, { "cell_type": "markdown", "id": "f89d9cbf-cfa2-4582-92af-98e01a27644c", "metadata": {}, "source": [ "### Initialising the class from the archNEMESIS HDF5 input file" ] }, { "cell_type": "code", "execution_count": 12, "id": "b141f1b2-bae3-4644-bb4a-4a848153815d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculation type ILBL :: 2 (line-by-line)\n", "Number of radiatively-active gaseous species :: 2\n", "Gaseous species :: ['H2O (1)', 'CO2']\n", "Number of spectral points :: 15001\n", "Wavelength range :: 3750.0 - 3765.0000007124618\n", "Step size :: 0.0010000000474974513\n", "Number of temperature levels :: 5\n", "Temperature range :: 100.0 - 200.0 K\n", "Number of pressure levels :: 5\n", "Pressure range :: 4.539993e-05 - 0.13533528 atm\n" ] } ], "source": [ "#Initialising the class\n", "Spectroscopy = ans.Spectroscopy_0(ILBL=2)\n", "Spectroscopy.NGAS = 2 #We define two gases in the class\n", "Spectroscopy.LOCATION = ['h2o_lbltab.lta',\n", " 'co2_lbltab.lta']\n", "\n", "#Writing information into HDF5 file\n", "Spectroscopy.write_hdf5('example_archnemesis')\n", "\n", "#Later, we can read this file to read directly the information in the HDF5 file\n", "Spectroscopy = ans.Spectroscopy_0()\n", "Spectroscopy.read_hdf5('example_archnemesis')\n", "Spectroscopy.summary_info()" ] }, { "cell_type": "markdown", "id": "d55d42f4-a63b-4329-8ce0-1b96c0165ee7", "metadata": {}, "source": [ "### Initialising the class from the NEMESIS *.lls* and *.kls* files" ] }, { "cell_type": "code", "execution_count": 13, "id": "14a3783a-879d-4036-a9c4-1bf6b6edfecb", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculation type ILBL :: 2 (line-by-line)\n", "Number of radiatively-active gaseous species :: 2\n", "Gaseous species :: ['H2O (1)', 'CO2']\n", "Number of spectral points :: 15001\n", "Wavelength range :: 3750.0 - 3765.0000007124618\n", "Step size :: 0.0010000000474974513\n", "Number of temperature levels :: 5\n", "Temperature range :: 100.0 - 200.0 K\n", "Number of pressure levels :: 5\n", "Pressure range :: 4.539993e-05 - 0.13533528 atm\n", "----------------------------------------------------\n", "Calculation type ILBL :: 0 (k-distribution)\n", "Number of radiatively-active gaseous species :: 2\n", "Gaseous species :: ['H2O', 'CO2']\n", "Number of g-ordinates :: 10\n", "Number of spectral points :: 351\n", "Wavelength range :: 0.9125000238418579 - 5.287500089034438\n", "Step size :: 0.012500000186264515\n", "Spectral resolution of the k-tables (FWHM) :: 0.02500000037252903\n", "Number of temperature levels :: 5\n", "Temperature range :: 100.0 - 200.0 K\n", "Number of pressure levels :: 5\n", "Pressure range :: 3.0590232e-07 - 0.049787067 atm\n" ] } ], "source": [ "#.lls file\n", "#############################################################\n", "\n", "#Writing name of the .lls file including the path to the pre-tabulated table\n", "LBLname1 = 'h2o_lbltab.lta'\n", "LBLname2 = 'co2_lbltab.lta'\n", "\n", "f = open('example.lls','w')\n", "f.write(LBLname1+' \\n')\n", "f.write(LBLname2)\n", "f.close()\n", "\n", "#Initialising spectroscopy class with ILBL = 2 (line-by-line)\n", "Spectroscopy = ans.Spectroscopy_0(ILBL=2)\n", "\n", "#Reading .lls file\n", "#Note this function just read the headers of the pre-tabulated tables to get some preliminary information\n", "Spectroscopy.read_lls('example')\n", "\n", "#Printing summary information\n", "Spectroscopy.summary_info()\n", "\n", "\n", "#.kls file\n", "#############################################################\n", "\n", "print('----------------------------------------------------')\n", "\n", "#Writing name of the .kls file including the path to the pre-tabulated table\n", "Kname1 = 'h2o_ktab.kta'\n", "Kname2 = 'co2_ktab.kta'\n", "\n", "\n", "f = open('example.kls','w')\n", "f.write(Kname1+' \\n')\n", "f.write(Kname2)\n", "f.close()\n", "\n", "#Initialising spectroscopy class with ILBL = 0 (correlated k)\n", "Spectroscopy = ans.Spectroscopy_0(ILBL=0)\n", "\n", "#Reading .kls file\n", "#Note this function just read the headers of the pre-tabulated tables to get some preliminary information\n", "Spectroscopy.read_kls('example')\n", "\n", "#Printing summary information\n", "Spectroscopy.summary_info()" ] } ], "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 }