{
"cells": [
{
"cell_type": "markdown",
"id": "6299e07c",
"metadata": {},
"source": [
""
]
},
{
"cell_type": "markdown",
"id": "a1c2b3b7-ea0f-4d56-87b8-24b8520d3fd4",
"metadata": {},
"source": [
"# Tutorial on making batch calculations using dataset from GEMS and adding your own data.\n",
"Miron et al., (2023). ThermoFun: A C++/Python library for computing standard thermodynamic properties of substances and reactions across wide ranges of temperatures and pressures. Journal of Open Source Software, 8(83), 4624\n",
"\n",
"[![DOI](https://joss.theoj.org/papers/10.21105/joss.04624/status.svg)](https://doi.org/10.21105/joss.04624)"
]
},
{
"cell_type": "markdown",
"id": "c8cdfd6f",
"metadata": {},
"source": [
"### Import ThermoFun module\n",
"ThermoFun delivers thermodynamic properties of substances and reactions at the temperature and pressure of interest."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "151b0912",
"metadata": {},
"outputs": [],
"source": [
"import thermofun as fun"
]
},
{
"cell_type": "markdown",
"id": "49e7f131",
"metadata": {},
"source": [
"### Initialize a ThermoFun database record - \n",
"Thermofun needs a database of substances and or reactions. The data is in JSON format. Have a look at the json files '../databases/'. One can also use the available datasets in thermohub database and retrieve them uisng thermohubclient. ThermoHub contains the up to date datasets. \n",
"Another possible source for ThermoFun database files is https://github.com/thermohub/thermohub mirror of thermohub database.\n",
"\n",
"For this example we will use a dataset that comes from a GEMS project, containing a subset of elements (REE). For this you need to go in your GEMS project select the SysEq system you want to export and go to Data->Export GEMS3K files and tick FUN-json option. From the resulted files we need the one finishing with -fun.json"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "76b3eaba",
"metadata": {},
"outputs": [],
"source": [
"# initalize a database using a local file HREE-P-OH_3K-fun.json\n",
"REE = fun.Database('gemsfiles/HREE-P-OH_3K-fun.json')"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "791dd85f-f4ce-485c-b14e-e26b6c618d5a",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"dict_keys(['Ce(H2PO4)+2', 'Ce+3', 'Ce+4', 'CeCl+2', 'CeCl2+', 'CeCl3@', 'CeO+', 'CeO2-', 'CeO2H@', 'CeOH+2', 'CePO4', 'Cl-', 'ClO-', 'ClO4-', 'Dy(H2PO4)+2', 'Dy+3', 'DyCl+2', 'DyCl2+', 'DyCl3@', 'DyO+', 'DyO2-', 'DyO2H@', 'DyOH+2', 'DyPO4', 'Er(H2PO4)+2', 'Er+3', 'ErCl+2', 'ErCl2+', 'ErCl3@', 'ErO+', 'ErO2-', 'ErO2H@', 'ErOH+2', 'ErPO4', 'Eu(H2PO4)+2', 'Eu(OH)+2', 'Eu+3', 'Eu+4', 'EuCl+2', 'EuCl2+', 'EuCl3@', 'EuO+', 'EuO2-', 'EuO2H@', 'EuOH+2', 'EuPO4', 'Gd(H2PO4)+2', 'Gd+3', 'GdCl+2', 'GdCl2+', 'GdCl3@', 'GdO+', 'GdO2-', 'GdO2H@', 'GdOH+2', 'GdPO4', 'H+', 'H2', 'H2@', 'H2O', 'H2O2@', 'H2O@', 'H2P2O7-2', 'H2PO2-', 'H2PO3-', 'H2PO4-', 'H3P2O7-', 'H3PO2@', 'H3PO3@', 'H3PO4@', 'H4P2O7@', 'HCl', 'HCl@', 'HClO@', 'HO2-', 'HP2O7-3', 'HPO3-2', 'HPO4-2', 'Halite', 'Ho(H2PO4)+2', 'Ho+3', 'HoCl+2', 'HoCl2+', 'HoCl3@', 'HoO+', 'HoO2-', 'HoO2H@', 'HoOH+2', 'HoPO4', 'La(H2PO4)+2', 'La+3', 'LaCl+2', 'LaCl2+', 'LaCl3@', 'LaO+', 'LaO2-', 'LaO2H@', 'LaOH+2', 'LaPO4', 'Lu(H2PO4)+2', 'Lu+3', 'LuCl+2', 'LuCl2+', 'LuCl3@', 'LuO+', 'LuO2-', 'LuO2H@', 'LuOH+2', 'LuPO4', 'Na+', 'NaCl@', 'NaOH@', 'Nd(H2PO4)+2', 'Nd+3', 'NdCl+2', 'NdCl2+', 'NdCl3@', 'NdO+', 'NdO2-', 'NdO2H@', 'NdOH+2', 'NdPO4', 'O2', 'O2@', 'OH-', 'P2O7-4', 'PO4-3', 'Pr(H2PO4)+2', 'Pr+3', 'PrCl+2', 'PrCl2+', 'PrCl3@', 'PrO+', 'PrO2-', 'PrO2H@', 'PrOH+2', 'PrPO4', 'Sm(H2PO4)+2', 'Sm+3', 'SmCl+2', 'SmCl2+', 'SmCl3@', 'SmO+', 'SmO2-', 'SmO2H@', 'SmOH+2', 'SmPO4', 'Tb(H2PO4)+2', 'Tb+3', 'TbCl+2', 'TbCl2+', 'TbCl3@', 'TbO+', 'TbO2-', 'TbO2H@', 'TbOH+2', 'TbPO4', 'Tm(H2PO4)+2', 'Tm+3', 'TmCl+2', 'TmCl2+', 'TmCl3@', 'TmO+', 'TmO2-', 'TmO2H@', 'TmOH+2', 'TmPO4', 'Y+3', 'YO+', 'YO2-', 'YO2H@', 'YOH+2', 'YPO4', 'Yb(H2PO4)+2', 'Yb+3', 'YbCl+2', 'YbCl2+', 'YbCl3@', 'YbO+', 'YbO2-', 'YbO2H@', 'YbOH+2', 'YbPO4', 'rhabdophane-(Ce)', 'rhabdophane-(Eu)', 'rhabdophane-(Gd)', 'rhabdophane-(La)', 'rhabdophane-(Nd)', 'rhabdophane-(Pr)', 'rhabdophane-(Sm)'])\n"
]
}
],
"source": [
"# print available substances \n",
"print(REE.mapSubstances().keys())"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "e77ab176-2215-4982-ba1a-8e3967152f03",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"dict_keys(['rhabdophane-(Ce)', 'rhabdophane-(Eu)', 'rhabdophane-(Gd)', 'rhabdophane-(La)', 'rhabdophane-(Nd)', 'rhabdophane-(Pr)', 'rhabdophane-(Sm)'])\n"
]
}
],
"source": [
"# print avaialble reactions\n",
"print(REE.mapReactions().keys())"
]
},
{
"cell_type": "markdown",
"id": "1dcfb3ac-0bb4-4fcf-8f14-d543fedb23fd",
"metadata": {},
"source": [
"### Add your own data file\n",
"Adjust the gibbs_energy of Er+3 based on the fit result, add it as a record to mydata-thermofun.json with a new symbol Er+3_fit"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "8de3dfd7-0a72-45c5-b9af-dc88a4060635",
"metadata": {},
"outputs": [],
"source": [
"REE.appendData('mydata-thermofun.json')\n",
"#batch = fun.ThermoBatch(REE)"
]
},
{
"cell_type": "markdown",
"id": "442e1909-37ef-4ec2-81b6-6b63c0c94379",
"metadata": {},
"source": [
"### Initialize a Batch class object\n",
"This object ca be used to do batch calculations for a list of substances or reactions, T-P points, and properties"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "6f598d2c-80ee-4531-8437-7bd7a5b92112",
"metadata": {},
"outputs": [],
"source": [
"batch = fun.ThermoBatch(REE)"
]
},
{
"cell_type": "markdown",
"id": "b3b88241-2ec9-408d-992d-619c878063cc",
"metadata": {},
"source": [
"### inspect avialable batch functions. \n",
"print(fun.availablePropertiesReaction())"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "f377e4b0-7107-491e-9792-d0aec23dd188",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"property (unit)\n",
"---------------\n",
"enthalpy (J/mol)\n",
"entropy (J/K/mol)\n",
"gibbs_energy (J/mol)\n",
"heat_capacity_cp (J/K/mol)\n",
"heat_capacity_cv (J/K/mol)\n",
"helmholtz_energy (J/mol)\n",
"internal_energy (J/mol)\n",
"volume (J/bar)\n",
"\n",
"property (unit)\n",
"---------------\n",
"lnKr (1)\n",
"logKr (1)\n",
"reaction_enthalpy (J/mol)\n",
"reaction_entropy (J/K/mol)\n",
"reaction_gibbs_energy (J/mol)\n",
"reaction_heat_capacity_cp (J/K/mol)\n",
"reaction_heat_capacity_cv (J/K/mol)\n",
"reaction_helmholtz_energy (J/mol)\n",
"reaction_internal_energy (J/mol)\n",
"reaction_volume (J/bar)\n",
"\n"
]
}
],
"source": [
"print(fun.availablePropertiesSubstance())\n",
"print(fun.availablePropertiesReaction())"
]
},
{
"cell_type": "markdown",
"id": "05363601-2623-40a6-b400-e9c7c3fa6e0b",
"metadata": {},
"source": [
"Set units to C and bar, setPropertiesUnits([\"temperature\", \"pressure\"],[\"degC\",\"bar\"])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "3d2c8111-6fec-431d-ae45-0bc3e3261857",
"metadata": {},
"outputs": [],
"source": [
"batch.setPropertiesUnits([\"temperature\", \"pressure\"],[\"degC\",\"bar\"])\n",
"batch.setPropertiesDigits([\"heat_capacity_cp\",\"entropy\", \"temperature\", \"pressure\"], [4, 4, 0, 2])"
]
},
{
"cell_type": "markdown",
"id": "f4291854-8e1b-4f47-a6ce-a1b4f751929c",
"metadata": {},
"source": [
"### set temperature and pressure increments"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "1a5ee7e9-845d-4e8d-aa98-8c32ee6d0cb7",
"metadata": {},
"outputs": [],
"source": [
"batch.setPressureIncrement(0,0,0)\n",
"batch.setTemperatureIncrement(0,250, 5)"
]
},
{
"cell_type": "markdown",
"id": "e97831c5-2ff9-44a9-8f09-c4fe197f493c",
"metadata": {},
"source": [
"### Calculate properties and plot\n",
"\"Er+3\", \"Sm+3\", \"Eu+3\"\n",
"\"heat_capacity_cp\",\"entropy\""
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "43bc57f2-f336-4845-a46a-d1d119be6a6a",
"metadata": {},
"outputs": [],
"source": [
"substances = [\"Er+3\", \"Sm+3\", \"Eu+3\"]\n",
"properties = [\"heat_capacity_cp\",\"entropy\"]\n",
"batch.thermoPropertiesSubstance(substances, properties).toCSV('results_substances.csv')"
]
},
{
"cell_type": "markdown",
"id": "3e109076-9564-40c0-8ae5-703c4970538f",
"metadata": {},
"source": [
"### inspect the results file and plot the results"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "ff5ecb2c-5cb8-4b1c-9a0f-0bb1e236922f",
"metadata": {},
"outputs": [
{
"data": {
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\n",
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