{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Thermodynamic engine" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Pure component chemical models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "BioSTEAM's thermodynamic engine is called ThermoSTEAM. It packages chemical and mixture thermodynamic models in a flexible framework that allows users to fully customize and extend the models, as well as create new models. Central to all thermodynamic algorithms is the [Chemical](../API/thermosteam/Chemical.txt) object, which contain the same thermodynamic models and data as [thermo](https://thermo.readthedocs.io)'s Chemical objects, but present an API more suitable for [BioSTEAM](../index.txt)'s needs." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chemical: Water (phase_ref='l')\n", "[Names] CAS: 7732-18-5\n", " InChI: H2O/h1H2\n", " InChI_key: XLYOFNOQVPJJNP-U...\n", " common_name: water\n", " iupac_name: ('oxidane',)\n", " pubchemid: 962\n", " smiles: O\n", " formula: H2O\n", "[Groups] Dortmund: <1H2O>\n", " UNIFAC: <1H2O>\n", " PSRK: <1H2O>\n", " NIST: \n", "[Data] MW: 18.015 g/mol\n", " Tm: 273.15 K\n", " Tb: 373.12 K\n", " Tt: 273.16 K\n", " Tc: 647.1 K\n", " Pt: 611.65 Pa\n", " Pc: 2.2064e+07 Pa\n", " Vc: 5.5948e-05 m^3/mol\n", " Hf: -2.8582e+05 J/mol\n", " S0: 70 J/K/mol\n", " LHV: -44011 J/mol\n", " HHV: -0 J/mol\n", " Hfus: 6010 J/mol\n", " Sfus: None\n", " omega: 0.3443\n", " dipole: 1.85 Debye\n", " similarity_variable: 0.16653\n", " iscyclic_aliphatic: 0\n", " combustion: {'H2O': 1.0}\n" ] } ], "source": [ "import biosteam as bst # Imports everything in thermosteam too \n", "bst.nbtutorial()\n", "# Initialize chemical with an identifier (e.g. by name, CAS, InChI...)\n", "Water = bst.Chemical('Water') \n", "Water.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " Access pure component data:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'7732-18-5'" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# CAS number\n", "Water.CAS" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "18.01528" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Molecular weight (g/mol)\n", "Water.MW" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "373.124295848" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Boiling point (K)\n", "Water.Tb" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Temperature (in Kelvin) and pressure (in Pascal) dependent properties can be computed:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "101417.99665995422" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Vapor pressure (Pa)\n", "Water.Psat(T=373.15)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.07197220523022962" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Surface tension (N/m)\n", "Water.sigma(T=298.15)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "1.8068319928499427e-05" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Liquid molar volume (m^3/mol)\n", "Water.V(phase='l', T=298.15, P=101325)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.02350635143332423" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Vapor molar volume (m^3/mol)\n", "Water.V(phase='g', T=298.15, P=101325)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "997.0644792261086" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# With user-specified units of measure:\n", "Water.get_property('rho', 'kg/m3', phase='l', T=298.15, P=101325)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Temperature dependent properties are managed by objects:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/plain": [ "VaporPressure(CASRN=\"7732-18-5\", Tb=373.124295848, Tc=647.096, Pc=22064000.0, omega=0.3443, extrapolation=\"AntoineAB|DIPPR101_ABC\", method=\"IAPWS_PSAT\", Tmin=235.0, Tmax=647.096)" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Water.Psat" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Phase dependent properties have attributes with model handles for each phase:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "PhaseTPHandle(phase, T, P=None) -> V [m^3/mol]\n" ] } ], "source": [ "Water.V" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/plain": [ "VolumeLiquid(CASRN=\"7732-18-5\", MW=18.01528, Tb=373.124295848, Tc=647.096, Pc=22064000.0, Vc=5.59480372671e-05, Zc=0.22943845208106295, omega=0.3443, dipole=1.85, Psat=VaporPressure(CASRN=\"7732-18-5\", Tb=373.124295848, Tc=647.096, Pc=22064000.0, omega=0.3443, extrapolation=\"AntoineAB|DIPPR101_ABC\", method=\"IAPWS_PSAT\", Tmin=235.0, Tmax=647.096), extrapolation=\"constant\", method=\"HEOS_FIT\", method_P=\"COSTALD_COMPRESSED\", tabular_extrapolation_permitted=True, Tmin=251.165, Tmax=582.3864)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Water.V.l" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A new model can be added easily using `add_method`, for example:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'USER_METHOD'" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def User_antoine_model(T):\n", " return 10.0**(10.116 - 1687.537 / (T - 42.98))\n", "Water.Psat.add_method(f=User_antoine_model, Tmin=273.20, Tmax=473.20)\n", "Water.Psat.method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `add_method` method is a high level interface that even lets you create a constant model:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.31" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Water.Cn.l.add_method(75.31) \n", "Water.Cn('l', 350)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose what model to use through the `method` attribute:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/plain": [ "{'COOLPROP',\n", " 'CRCSTD',\n", " 'DADGOSTAR_SHAW',\n", " 'HEOS_FIT',\n", " 'JANAF',\n", " 'POLING_CONST',\n", " 'ROWLINSON_BONDI',\n", " 'ROWLINSON_POLING',\n", " 'USER_METHOD',\n", " 'WEBBOOK_SHOMATE',\n", " 'ZABRANSKY_SPLINE_C',\n", " 'ZABRANSKY_SPLINE_C_1',\n", " 'ZABRANSKY_SPLINE_C_2',\n", " 'ZABRANSKY_SPLINE_C_3',\n", " 'ZABRANSKY_SPLINE_C_4'}" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Water.Cn.l.all_methods" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.6223925836403" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Water.Cn.l.method = 'ZABRANSKY_SPLINE_C'\n", "Water.Cn('l', 350)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Managing chemical sets" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define multiple chemicals as a [Chemicals](../API/thermosteam/Chemicals.txt) object:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chemicals([Water, Ethanol])\n" ] } ], "source": [ "chemicals = bst.Chemicals(['Water', 'Ethanol'])\n", "chemicals" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The chemicals are attributes:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(Chemical('Water'), Chemical('Ethanol'))" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(chemicals.Water, chemicals.Ethanol)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Chemicals are indexable:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chemical('Water')\n" ] } ], "source": [ "Water = chemicals['Water']\n", "print(repr(Water))" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Chemical('Ethanol'), Chemical('Water')]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chemicals['Ethanol', 'Water']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Chemicals are also iterable:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chemical('Water')\n", "Chemical('Ethanol')\n" ] } ], "source": [ "for chemical in chemicals:\n", " print(repr(chemical))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "More chemicals can also be appended:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chemicals([Water, Ethanol, Propanol])\n" ] } ], "source": [ "Propanol = bst.Chemical('Propanol')\n", "chemicals.append(Propanol)\n", "chemicals" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The main benefit of using a Chemicals object, is that they can be compiled and used as part of a thermodynamic property package, as defined through a [Thermo](../API/thermosteam/Thermo.txt) object:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Thermo(\n", " chemicals=CompiledChemicals([Water, Ethanol, Propanol]),\n", " mixture=IdealMixture(...\n", " include_excess_energies=False\n", " ),\n", " Gamma=DortmundActivityCoefficients,\n", " Phi=IdealFugacityCoefficients,\n", " PCF=MockPoyintingCorrectionFactors\n", ")\n" ] } ], "source": [ "# A Thermo object is built with an iterable of Chemicals or their IDs.\n", "# Default mixture, thermodynamic equilibrium models are selected.\n", "thermo = bst.Thermo(chemicals)\n", "thermo.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "[Creating a thermo property package](./Property_packages.ipynb), may be a little challenging if some chemicals cannot be found in the database, in which case they can be built from scratch. A complete example on how this can be done is available in another [tutorial](./Property_packages.ipynb)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Material and energy balances" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A [Stream](../API/thermosteam/Stream.txt) object is the main interface for estimating thermodynamic properties, vapor-liquid equilibrium, and material and energy balances. First set the thermo property package and we can start creating streams:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s1\n", "phase: 'l', T: 298.15 K, P: 101325 Pa\n", "flow (kg/hr): Water 20\n", " Ethanol 20\n" ] } ], "source": [ "# This also works: tmo.settings.set_thermo(['Water', 'Ethanol', 'Propanol'])\n", "bst.settings.set_thermo(thermo)\n", "s1 = bst.Stream(Water=20, Ethanol=20, units='kg/hr')\n", "s1.show(flow='kg/hr')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create another stream at a higher temperature:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s2\n", "phase: 'l', T: 350 K, P: 101325 Pa\n", "flow (kg/hr): Water 10\n" ] } ], "source": [ "s2 = bst.Stream(Water=10, units='kg/hr', T=350, P=101325)\n", "s2.show(flow='kg/hr')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Mix both streams into a new one:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s_mix\n", "phase: 'l', T: 310.54 K, P: 101325 Pa\n", "flow (kg/hr): Water 30\n", " Ethanol 20\n" ] } ], "source": [ "s_mix = bst.Stream()\n", "s_mix.mix_from([s1, s2])\n", "s_mix.show(flow='kg/hr')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Check the energy balance through enthalpy:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "-5.884430720470846e-10" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_mix.H - (s1.H + s2.H)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the balance is not perfect as the solver stops within a small temperature tolerance. However, the approximation is less than 0.01% off:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-0.00%\n" ] } ], "source": [ "error = s_mix.H - (s1.H + s2.H)\n", "percent_error = 100 * error / (s1.H + s2.H)\n", "print(f\"{percent_error:.2%}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Split the mixture to two streams by defining the component splits:" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s1\n", "phase: 'l', T: 310.54 K, P: 101325 Pa\n", "flow (kg/hr): Ethanol 20\n", "Stream: s2\n", "phase: 'l', T: 310.54 K, P: 101325 Pa\n", "flow (kg/hr): Water 30\n" ] } ], "source": [ "# First define an array of component splits\n", "component_splits = s_mix.chemicals.array(['Water', 'Ethanol'], [0, 1])\n", "s_mix.split_to(s1, s2, component_splits)\n", "s1.T = s2.T = s_mix.T # Take care of energy balance\n", "s1.show(flow='kg/hr')\n", "s2.show(flow='kg/hr')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Separate out stream from mixture:" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s_mix\n", "phase: 'l', T: 310.54 K, P: 101325 Pa\n", "flow (kg/hr): Ethanol 20\n" ] } ], "source": [ "s_mix.separate_out(s2)\n", "s_mix.show(flow='kg/hr') # Only enthanol will remain" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the energy balance still holds:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.00%\n" ] } ], "source": [ "error = s_mix.H - s1.H\n", "percent_error = 100 * error / s2.H\n", "print(f\"{percent_error:.2%}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Flow rates" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The most convenient way to get and set flow rates is through the `get_flow` and `set_flow` methods:" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "1.0" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set and get flow of a single chemical\n", "# in gallons per minute\n", "s1.set_flow(1, 'gpm', 'Water')\n", "s1.get_flow('gpm', 'Water')" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([10., 20.])" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set and get flows of many chemicals\n", "# in kilograms per hour\n", "s1.set_flow([10, 20], 'kg/hr', ('Ethanol', 'Water'))\n", "s1.get_flow('kg/hr', ('Ethanol', 'Water'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is also possible to index flow rate data using chemical IDs through the `imol`, `imass`, and `ivol` [indexers](../API/thermosteam/indexer/index.txt):" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ChemicalMolarFlowIndexer (kmol/hr):\n", "(l) Water 1.11\n", " Ethanol 0.217\n" ] } ], "source": [ "s1.imol.show()" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.1101687012358397" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.imol['Water']" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0.217, 1.11 ])" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.imol['Ethanol', 'Water']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "All flow rates are stored as a sparse array in the `mol` attribute. These arrays work just like numpy arrays, but are more scalable (saving memory and increasing speed) for sparse chemical data:" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sparse([1.11 , 0.217, 0. ])" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.mol # Molar flow rates [kmol/hr]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Mass and volumetric flow rates are also available for convenience:" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "sparse([20., 10., 0.])" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.mass" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "sparse([0.02 , 0.013, 0. ])" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.vol" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The data of these arrays are linked to the molar flows:" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "18.01528" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Mass flows are always up to date with molar flows\n", "s1.mol[0] = 1\n", "s1.mass[0]" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.0" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Changing mass flows changes molar flows\n", "s1.mass[0] *= 2\n", "s1.mol[0]" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sparse([38.031, 12. , 2. ])" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# New arrays are not linked to molar flows\n", "s1.mass + 2 # A new array is created" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "15.34352" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Array methods are also the same\n", "s1.mass.mean()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Thermal condition" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Temperature and pressure can be get and set through the `T` and `P` attributes:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: s1\n", "phase: 'l', T: 400 K, P: 202650 Pa\n", "flow (kmol/hr): Water 2\n", " Ethanol 0.217\n" ] } ], "source": [ "s1.T = 400.\n", "s1.P = 2 * 101325.\n", "s1.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The phase may also be changed ('s' for solid, 'l' for liquid, and 'g' for gas):" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "s1.phase = 'g'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notice that VLE is not enforced, but it is possible to perform. For now, just check that the dew point is lower than the actual temperature to assert it must be gas:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DewPointValues(T=390.81, P=202650, IDs=('Water', 'Ethanol'), z=[0.902 0.098], x=[0.991 0.009])" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dp = s1.dew_point_at_P() # Dew point at constant pressure\n", "dp" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dp.T < s1.T" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is also possible to get and set in other units of measure:" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.0" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.set_property('P', 1, 'atm')\n", "s1.get_property('P', 'atm')" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "256.99999999999994" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.set_property('T', 125, 'degC')\n", "s1.get_property('T', 'degF')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Enthalpy and entropy can also be set. In both cases, an energy balance is made to solve for temperature at isobaric conditions:" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "184.9588719718261" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.H = 1.05 * s1.H \n", "s1.get_property('T', 'degC') # Temperature should go up" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "74.98140649417905" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1.S = 0.95 * s1.S\n", "s1.get_property('T', 'degC') # Temperature should go down" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Thermal properties" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Thermodynamic properties are pressure, temperature and phase dependent. In the following examples, let's just use water as it is easier to check properties:" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "997.0644792261086" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_water = bst.Stream(Water=1, units='kg/hr')\n", "s_water.rho # Density [kg/m^3]" ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "973.7419512246709" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_water.T = 350\n", "s_water.rho # Density changes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get properties in different units:" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.06324769600985489" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_water.get_property('sigma', 'N/m') # Surface tension" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.01850108232200766" ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_water.get_property('V', 'm3/kmol') # Molar volume" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Flow properties" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Several flow properties are available, such as net material and energy flow rates:" ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.05550843506179199" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Net molar flow rate [kmol/hr]\n", "s_water.F_mol" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "1.0" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Net mass flow rate [kg/hr]\n", "s_water.F_mass" ] }, { "cell_type": "code", "execution_count": 58, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "0.00102696612664403" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Net volumetric flow rate [m3/hr]\n", "s_water.F_vol" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "216.91884940751328" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Enthalpy flow rate [kJ/hr]\n", "s_water.H" ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "4.556326412564778" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Entropy flow rate [kJ/hr]\n", "s_water.S" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "4.194462916586701" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Capacity flow rate [J/K]\n", "s_water.C" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Phase equilibrium" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "When streams are created, by default, they do not perform phase equilibrium. To perform phase equilibrium assuming 2 liquid phases and 1 gas phase is possible (i.e., vapor-liquid-liquid equilibrium), pass `vlle=True`:" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MultiStream: s\n", "phases: ('L', 'g', 'l'), T: 358 K, P: 101325 Pa\n", "flow (kmol/hr): (L) Water 0.0995\n", " Ethanol 0.0381\n", " Octane 1.8\n", " (g) Water 0.424\n", " Ethanol 0.146\n", " Octane 0.199\n", " (l) Water 0.476\n", " Ethanol 0.0155\n", " Octane 4.15e-05\n" ] } ], "source": [ "bst.settings.set_thermo(['Water', 'Ethanol', 'Octane'])\n", "s = bst.Stream(Water=1, Ethanol=0.2, Octane=2, T=358, P=101325,\n", " phase='l', # Guess phase\n", " vlle=True)\n", "s.show() # Notice how 3 phases co-exist" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For certain mixtures, we can be sure that 3 phases cannot co-exist and it is more efficient to assume 2 phases instead when estimating equilibrium. Before moving into equilibrium calculations, it may be useful to have a look at the phase envelopes to understand chemical interactions and ultimately how they partition between phases." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot the binary phase evelope of two chemicals in vapor-liquid equilibrium at constant pressure:" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "eq = bst.equilibrium # Thermosteam's equilibrium module\n", "eq.plot_vle_binary_phase_envelope(['Ethanol', 'Water'], P=101325)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot the ternary phase diagram of three chemicals in liquid-liquid equilibrium at constant pressure:" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "scrolled": true, "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "image/png": 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YjEcd06VLl0SLFi2S7t69W6JWW58rLVmyJN+3b1/tmDFj1EWKFLH792BM6njOnDnDTp8+XXbixAnW2n1LYGAgN3bsWE2fPn1yfM7Qd+SvwjifhXnYvKVQKOiff/5RhoSEKA4cOJBtkCIjI4OuXLnCXrlyhV22bBkxDENNmjTRh4SEaHv37q21ZyHib7/9ZnafNG/evAxbg7xERBUqVOC//fZb9cyZMw3BS57n6bfffpMsXbo0yyBiTvTp00cTERFh+CMTEhKYPXv2iK3VmzV14sQJ1jjIS0QUGhqqtRbkJSqY8Zzhw4drbA3yEhG1b99eb1rj2LTkamGS73+YSqUqdIFeIqKKFSsKJlcvXbqUo23hDMNQbq4WqFixIpfXg5xdu3YJOuyKFStyOQ1QuLi4UHBwsKATO3HihN2f7YABAwrkCoyMjAz68ssv5Z9//rnC2uCCiCgtLY2WL18uCQwMdD1+/HihTTlQ2Jw6dYrt0qWLomTJkm4BAQFu3bt3VyxYsEB68uRJwaA4txw9epStVq2a64oVK6wOiomI/v33X9Fnn32mCAkJkWd1ow65b+jQofISJUq4Dx48WB4WFibOKshL9HY1+/79+8WtWrVyCQkJkScnJ+fo927btk1cs2ZNt23btlm8MSZ6O0g9deoU26pVK5exY8fKTFO8QN4YM2aMfM2aNZI7d+5kG+QlIkpOTqbVq1dLateu7fr999/bfd6uX78uqlmzptvcuXOl1ibUiIgePHggGjx4sLxdu3YuSUlJdv0OyDt79uwRmwZ5cwrXFLAGbcOx7d27V1ypUiW3adOmybIK8hIRaTQaOnfuHDtv3jybZ3jQPpyPVCq1aS4H41HHo9fraezYsbKPPvrI9Y8//sgyyEtE9Pz5c2bWrFnSwMBAt7///tuueQuMSR2LVqulIUOGyJs2beoSHh5uNchLRHTnzh1R//795W3btnVJSEiw+3eh78gfhXU+C/Ow+cfb25v279+vWr9+fUaFChXs+pLyPE+nT59mhwwZIq9cubLbpk2bbLrnVavVdObMGcH5K168OP/ZZ5/ZvVBg6NChZoHS8PDw97KzLiQkxCyYbU/6ZtPnMgxD/fv3z3LRZkGM5wwZMsTmhaZEbzO61qlTR9C2Hjx4UGi/v/m+o5fnLd8DMEyW95h5LiYmhjl79ix7/fp19sGDB6Lk5GQmNTWVVCoVY+lviIuLY0xen6OgeoUKFbjsilPbIzg4OM9Xsp0+fVrQzho2bPhOx1CuXDnBF/TatWt2fUEVCgU1atSowK3o0+v11L17d8Vff/0l+LxYlqXSpUvzHh4efFRUlMg4sBMfH8907NjR5dChQ8qs6jdDwXDp0iV23759edLvnjx5ku3UqZOLcRoRordpLsqUKcMlJSUxsbGxjHFNiq1bt0rS0tKYP//8U4XV0Hnj0qVLrKWbU5Zlyc/Pjy9WrBiv1WopJiZGZBrU3bp1q+T+/fuiY8eOKd3dzbL+W/XHH3+IQ0JCFKY3u0WLFuX9/f35169fM8+fPzdc23iepwULFkg1Gg39+uuvmHktAORyOZUuXZrz8PAgjuPozZs3TExMjGA8otVq6aeffpLGxsYyGzZssGln3t27d0WtWrVyMV1w4ObmRmXLluUyMjIoKipKUB8nPDycbd++vcvx48eVSGVVsCQlJdHw4cNzpU4QrilgDdqGY5s/f750/PjxMtP7WblcTiVKlOCLFCnCqVQq5uXLl0x2i9EsQftwTh06dMh2shTjUcc0aNAg+fr1680mll1cXKhcuXKcQqHgExISRE+ePBGMS1+9esV069bNJSwsTNmxY8ds5y0wJnUsOp2OOnXqpDh06JDZXEeJEiX4EiVK8GlpafTkyRPBOfv/cnOup06dSrd1Jx36jvxTGOezMA+b/0QiEfXt21fbq1cv7YEDB8S///675ODBg+KUFNsrjcbExDB9+vRRhIeHa1etWpWR1e7eK1eusJm1XjN17txZZ1xD1lalSpXiGzdurD916pQhLvHgwQNRfHw8U7Ro0VzdwOjj40OdOnXSGS/iPnLkiPj58+dMyZIls/xd6enp9Oeffwr+wKZNm+orVKiQ5esKWjynfPnyfE4y3laoUIE7cuSI4XfldMOMI8j3QK9CobB4ghITE5mc5lrPTdu3bxcvX75cevr0afZdVoDldGVh7dq1c3XZWZ06dfL0IhQbG8tERUUJBueHDx8W16xZ0zWn72kaRLd30qF69er6vExdbas5c+ZITQcXgwYN0k6dOlWdWVtEr9fT7t27xWPGjJHHxMQwRERKpZJ69uypuHXrVpqXl1c+HDnkBjc3N0pLe+fMNkT0NhXwl19+qTAeFAcEBPCLFi3K6Nq1qy5z0BsdHc38+OOPsjVr1hgu+Hv37hX//PPP0nHjxtm1SgrenZeXF/Xo0UP7ySef6Jo1a6bz8PAw/JtOp6OTJ0+y06ZNk509e9YwQLly5Qrbu3dvxe7du1UW39TEgwcPmIEDBwpujGvUqMEtXLgwo3Xr1obrw927d0UTJ06UGZcgWLJkibRp06b67t27I6ViHitRogT/8ccf64KDg/WNGjXSlS9fnjddOZqQkEDbt2+X/PTTT7Jnz54ZrosbN26UNG7cWD9o0KAsM1lotVrq3r27wvia6u3tzS9YsEDdq1cvbWZ6njdv3tD8+fNl8+fPl2a2o4sXL7Jjx46VvY8URZBz3377rfz58+cMEZGrqytltRI+K7imOL45c+aoa9eubfM9QKlSpWy6B0PbcGwrV66UjBs3TlDYq23btrpvvvlG06pVK73pJFlsbCxz9OhR8Z49e8RXrlzJdmIG7cOxjB8/XhMSEmJ31qvIyEjRN998I2gs/fr1y/J9MB51TNu3bxebBnmrVKnCzZs3T92+fXvBJHlcXByzdOlSydy5c2WZi1o1Gg3169dPcf/+/TQfHx+rvwdjUsczceJEmWmQt0OHDrpZs2apa9WqZfiiJyUl0Zo1a6QzZswwpO/8999/RUOHDpVv2bIl24Wp6DsKLkedz8I8bMEhkUioS5cuui5duuh0Oh1FRESITp8+Lb5y5Yro2rVr7IMHD0TGgX1LNm/eLFEqlcyuXbuszo9dvXrVbBVAUFBQjmMlQUFBgkAvz/N09epVUbt27XI9/tKvXz+NcaBXr9fTxo0bJRMnTsyyve/YsUNiuus+u7FaQYzn2LvrO5OHh4fg3jYlJaVg7S7NRfke7SpSpIjFiYSkpKR8DfTGxsYyoaGhipxsI7ckp42oWLFiuRroLV68eJ5+ppkXQWOvXr1iXr16lWtfKmt1nq0piLUU4uPjmblz5womWn788Uf1999/L+isWZalzz//XPfhhx+mN23a1DWz03327Bkzf/582U8//YQbGgfg7u5OderU0QcFBek//PBDfYMGDfSPHz8WtW7d2iX7V2dvzpw5shcvXhi+F2XLluVPnz6dnjlQzRQQEMCvXr06o3Tp0ty0adMM7W/WrFmygQMHarK6AYfcU6ZMGX7ixInq0NBQrYuL5SYgFoupVatW+mbNmimHDh0qX7t2reFmZs+ePeLw8HDW+ObWmu+//15uHOwJCgrijh49mu7p6Sl4XtWqVbk///xTNXjwYMHvmjBhgrxr165pOVntCDnz999/K2vWrMlltyrZx8eHhg0bpu3Ro4e2VatWrsZpp6ZOnSrr379/lvVXVq9eLbl9+7bhNd7e3nTq1Cll9erVBeOQIkWK0Jw5c9TVqlXT9+7d27BdYtWqVdJvvvlG+8EHHyAvWgFw9OhRNnMyViQS0eTJk9WTJk2SZfc6S3BNcXz16tXTt2rVKtcnG9A2HFdkZCQzatQoQ3BOIpHQunXrVCEhIVYnwP39/fk+ffpo+/Tpo7Ul1Sbah2OpXr06V716dbtfd/ToUcGcUq1atbjsFqtjPOqYZsyYIRhH1K1blzt58qTFnZjFixfnZ8yYoWnatKm+Q4cOLplpfOPj45mlS5dKp0yZYnVSGmNSxxIZGcksWrRIkM5/+PDhmt9++81sbsrLy4vGjh2radasma5Nmzaumbuqtm7dKhk5cqTmww8/RN/hAArLfBbmYQsusVhMDRo04Bo0aGA4F+np6XT+/Hn22LFj4rCwMHFkZKTFCZKwsDDxokWLJKNHj7YYyDSu1ZopMDAwx9cLS6+19DtyQ9u2bfX+/v58bGys4f03bdqUbaDXNG2zu7s7de/ePctAb0GM5/j4+OQonmPa59tSEs1R5XsuJH9/f95SmuaXL1/mW3Q9JiaGad68uUtuBXmJct6I7EnHaQvTVQzvW05SfNnLNOVCdvL6M7DF7Nmzpcara5o0aaKfNGmS1Y66dOnS/KpVqwQrlJYsWSJ9XxcTyB1dunTR3rx5Mz0xMTH15MmTyoULF6p79OihK1euXK61ybi4OGb58uWCG62VK1eqTAfFxr7//nuNccqZ5ORkMh3wwvvxww8/qO/fv582ZMgQq0FeY2KxmFasWJFRt25dwWByzZo12dbKu3nzpsi4xoZUKqWNGzeqTG+MM4lEIlqyZEmGcc35x48fM8YrZuH9q127drZBXmM+Pj60ZcsWlfHY6uXLl8zp06etjmnUajXNnj1b8J2fM2dOhumEmrHQ0FDdl19+abg50Ol0ZHyDDflHqVTS4MGDFZkp677++mtNgwYNchTkwzUFrEHbcGyDBw9WGN9Dbdq0Kcsgr6nsJk/RPpyDXq+n33//XTAu7N27d5YThxiPOqaHDx8yd+7cEQxIly5dqsou3W6bNm30ffv2FbSJv//+2+qGE4xJHc+8efNkxrvs6tSpwy1evDjLwFf9+vW5+fPnCybyJk6cmGW5EfQd+a+wzWdhHtaxuLq6UuvWrfWzZs1S379/P/3vv/9WVq1a1eK1Yfbs2TJr2aySkpLMzpe3t3eO27Cl4OP7ioWwLEum2Vfu3bsnOn/+vNUJo8ePH5vNBX3++edaV9esN+YWxHiORCIpcPGcgibfA70ymYzKlCljdqIuX76cb4WR+/Tpo3j06JHZZ1OzZk3uu+++0+zatUt1+fLl9OfPn6clJyenqtXqVJ7nBf9Nnjw5V9JM5XaK4bxOWZyYmFjgLngFLW2zXq+nTZs2CQab06ZNU2c3sd+2bVt948aNDYOZ1NRU2rZtW8H640CgUqVKfPXq1bmsdtW9q99//11snDKnSZMm+rZt22Y5wS8SiWjq1KmCm7GNGzdK3iVdPdimc+fOOpnMvnkIsVhM3333neB8GdebsGbt2rWCc9q9e3dttWrVsjzJCoWCvvvuO8H1bN26dbg5LuCqVavG1alTR3BuTSfnjP3zzz9i41WhZcqU4QcOHJht+sbp06erjQPKf/75pzinpSog90yePFn2+PFjhujthMSsWbNyvMoc1xSwBm3Dcf3555/ikydPGsYN3bp10/Xs2TNXl7ajfTiHw4cPs8blIiQSCYWGhmY5fsB41DHdu3dPMI4sVaoU37BhQ5u+nJ999pmgTViaa8uEManjMU17O27cOLUtc279+vXTGgfvjh8/zj569Mjq/CH6jvxXmOazMA/r+Dp06KC/cuVKetu2bc3GsK9fv2b27Nlj8bykpqaa9TOurq45DiBaeq2l35Fb+vfvbxZvWr9+vdWNH+vWrZNmLgA3eo9sr6sFMZ4D2cv3QC+R5bqx+RXo3bdvn/j48eOC3+3r68sfOHBAef369fR58+apP/vsM129evW4EiVK8B4eHpRZI8SYacF4Z6VQKMwe+/bbbzWmgfF3/S8f/rRcc+bMGdZ4BVi5cuX4li1b2rTzxrRz3rt3LwatTm7fvn2CNmDLBZyIqFWrVvqyZcsarv5xcXHMuXPn8m3BDWQtODhY0EckJCQw2dXfNL0JHzBggE1t46uvvhKs9rt69SprPAEDBVP58uUFd7ZZrTQ2rl9FRNS7d2+NLbuIK1WqxDdt2tTQFrVarVk7g7x14cIF0ZIlSwwD0yVLlmS8S3YYXFPAGrQNx7Vq1SrBufvhhx9yPeUg2odz2Lhxo2Ai5OOPP9ZlVyYJ41HHZJpe0d/f3+YVGKYbO5KTkzEmLSTu3r0rMq65yLIsderUyaaFQ2KxmNq3by947q5du6zOZ6HvcA55NX7APGzh4OLiQjt27FBZKgtqWloik7u7u9lz09PTc9wnWHqtpd+RWypVqsQb72AnItq5c6fEUhyK4zjasmWLoH1WqlSJM329JYjnOKYCEeht1qyZ2UDgzJkzbH7kzDZdicOyLO3du1f58ccf25XyDisf3ipatKhZ54bPRsh0wNqqVSudrWk6TVcunT59mjVe/QbOJTU1lc6ePSsYzLZr186mjlQkElHLli0Fz92/fz9ujgsoS+lhLKWgyXT37l2R8ep5V1dXsmVwR0Tk5uZGH374oeG5PM+jbTgA0zQ4Xl5eVm82/vnnH8H5bNeunc1jnlatWgn6jb/++gs3uvlEo9HQwIEDFZnp87p166br0qVLjgfTuKaANWgbjismJoYJDw83fN41a9bkatSokatbZtE+nENycjLt27dPcG5MU/SawnjUcZmmx1WpVDbP6SiVSsHPlibkM2FM6lgya5VmKl++PJddOlBjNWvWFJxfa8F59B3OIS/HD5iHLTw8PT0tZhOxVsPX0rzIu8QpLM3DZXWdyw39+vUT/L1JSUn0559/mrX3Y8eOsab9dJ8+fWxaPIF4jmMqEIHeLl266Ezr9L58+dLqNvv3yXTFR5s2bXQfffSR3Te/T548KRCfbX7z8/Mz6xiioqLw2Ri5fv26YCDTqFEjm29m/P39eeMVshqNhm7duoXP10ndvHmT1Wr/u2aXLVuWL1mypM0DDOMUNERE169fR1sqoCytQrY0EMv077//Cs5lvXr19BKJ7XMfjRo1EtzMmPZbULBwHEdXr14VnKN69epZHMu8ePGCMV6JL5PJqF69ejZfh0wnWdBv5J+ZM2dKb9++LSIi8vLyoiVLlthX9MYErilgDdqG4zpw4IDYuJZi8+bNc31lNdqHc9i2bZtg94ivry/fsWPHLNsTxqOOyzQL3/3790W2BjYuXrxoOia1OM7EmNTxmNZwtLQYOSum9683btyw+J1G3+Ec8nL8gHnYwsV4MUcmaxnNLGUeyarMVXYy77+NZTU3lxu++OILrZubm+AxS+mb169fL+goWZbNdlFeJsRzHFOBOEFly5blmzdvbvalXLZsmdUc4+9DRkYGvX79WtAR2LpKzJhOp6MrV65g4EBvUwKYFjW/ePFivuzWLqju378v+B4GBgba1eaqVKkieP7du3fR9pyU6eDEtG1kx7Tt3b9/H22pgDp16pRgUVJAQACfVa3fO3fuCM5l1apV7VrAZFr/yLROFxQsq1evlrx48cIwnqlcuTLXsGFDi/2Bab9Rvnx5zp660aZt4/HjxyLjG3TIG7du3RLNnTvXcOJ++umnDHsmRizBNaVwycjIoNu3b4tOnjzJnjt3jo2MjMw25b81aBuOy/QetVatWpzRv4mGDx8uq1Gjhqu3t7e7i4uLe5kyZdxatmzpMmfOHGlMTIxNq/jRPpyDaW3DL7/8Uptd4AXjUccVEBDAG48l1Wo1LVq0KNv5uoyMDPr1118Fz7OWchdjUsdjugPSeCGRLUzPT0pKClm61qDvcA55OX7APGzh4unpaXbfa61WeFBQkFn/YbpI3h6mr2UYxq5FSjnh5uZGn332maADPX78OBsdHW3oP1NSUmjPnj2CgVmbNm10pUqVsmmOAPEcx1RgLm6jRo0yKyZ9/PhxdseOHXm2q9fSag97V6QRvU0BgbQNb7EsSy1atBB0cGlpaXTw4EFcBOltGiPTgWxAQIBdba506dKC52PQ6rxMB6umbSM7pm0vOjqaQb3xgsl0ZZ5pfSNTpmlr7KmrRWTelqylwYH8t27dOsk333wjz/xZJBLRkiVLMqylojK9Zvj7+9vVbxQvXpyXyw2/jjQaDT1+/BjtIw/p9XoaMGCAXKN5O5Ru3LixfujQoe88s4lrSuExYsQIube3t3v16tVdmzdv7tK4cWOXDz74wM3Ly8u9QYMGLlOmTJEa76LKDtqG4zIN9JYvX55LTU2lvn37yuvXr++6bNky6a1bt0RJSUmkUqkoOjqaOX78ODtx4kTZBx984DZu3DhZZl9jDdpH4RcZGcmcP39e0JZsqaOI8ahjmzNnjtp4PDljxgzZunXrrEb3ExMTqVu3bgrjPqFDhw66rl27WrxvwZjU8ZjOl75+/dquzzsuLs7s+ZZ21qHvcA55NX7APGzhY6kvKVasmMVzWq9ePb3xtYKIaN++feKcBDBfvHjBmKYbr1SpElekSBG738tepuMujuNow4YNhmvytm3bJKalE0xTPmfF2eM5lhYK2LuYKT8UmI6oc+fOOkupEoYNGyZ/9uxZruYA37Jli9hS2ks3NzezTsDaVv+s2LKy0Zl06dLFrCOZM2eO7UszC7HXr18zPP9fs5NIJFS8eHG7BhglS5YUDHJNd6WD8zA996VKlbLrBsjPz483vphxHJejPhDer/3794vPnDkjGFz17ds3y1lX07ZRunRpu9qG6c002kX+uXfvnujQoUNs5n9//fUXu3nzZvG4ceNkVatWdTUO+EmlUlq9enVG27ZtrY5IX716JTiX9k6cEBGVKFFCcN2yJ2AE727RokXSS5cusURvz/mqVausBvbtgWtK4XHv3j2Rad1uordZiC5fvszOnDlTVq5cObdJkybJbJnkQNtwXKZBD5FIRE2bNnXduHFjtjkwVSoVzZ8/X9q+fXuXlJQUq89D+yj8TNMD1q5dmzPeHW4NxqOOrVmzZvrFixdnZJZd0+l0NGDAAHm9evVcZ86cKd21a5f477//Zjdu3Cj5+uuv5RUqVHAzrrnbsmVL/fbt262u2sCY1PFUqFBBcI6ioqIYez5zS7voLL0efYdzyKvxA+ZhC59jx46Z9SWm/VMmqVRKwcHBghueuLg4xlKN2+ysWLFCYnrv1KZNmzzZ8hocHKyvWLGi4G/csmWLYTxvmnmlSJEivLWFVtY4czzHw8PDrE9IS0sr8N/zAhPoJSJauXJlhumqioSEBKZVq1YupsWjc0KtVtPo0aNloaGhCksrkb28vMjFxUXwWHh4uF1f9BUrVkhOnTrlFKsbbPXll1/qTDvYs2fPsvPnz3f6gLhpJ+Hi4mKW/iY7rq6uWb4nOA/Tc2/aNrIjEolIoVBk+Z6Qv968eUPDhg0TXCg7deqUbS150ywT9rYN04VQWq2WLAUN4P1bunSppH379i6Z/3Xq1Mmld+/eivnz50szVxIzDENt27bVnT9/Pj27HTYW+g27M5m4uLgIXoOsJnnn0aNHzA8//GC42fruu+80gYGBdk+MWoJrinNRqVQ0e/ZsaatWrVxSU1OzfC7ahmPS6/Vkem7/97//yTNr2DEMQx06dNAtWbIkY8+ePaqtW7eqvv32W41p4OT48eNs7969hSfQCNpH4cZxHG3dulUwedi7d++st3n/P4xHHd/IkSO1hw4dUhqnzr169apoypQpsu7duys6duzo0rdvX/ny5csliYmJDBFRuXLl+N9++y3j8OHDStOagsYwJnU8FStW5E2vEdu2bbNpDjU1NZWMFwIYPW7W36PvcA55NX7APGz+27Nnj/jRo0e58pk9ePCACQsLM1uw+Mknn1gNag4fPtxsjmTcuHFye8raPHnyhPn5558FQU+GYWjkyJF5VjOgd+/egt/14MED0alTp9j79++Lzp07J4hNffnll1qp1L4wjDPHc9zd3c129T558qTAf88LVKC3evXq3MKFC82utvfv3xc1atTI1dIKDVsdPnyYrVOnjuvixYuzbIwfffSRYNfLqVOn2P3799s0UPn777/ZMWPGyLN/pnORSCQ0bdo0tenjkyZNki1dujTb1ePWnD59mu3Ro4fVSQZHYDrZIpPJ7L6ZUSgUuJkBIjI/93K53O72ZPqa7CZ7Ie/o9Xr66quvFMZZLjw9PWnJkiXZ3qWa3njY2zZMb5gsvScUHN26ddNNnjxZU7du3WwDfunp6YLzaE8ttEwWrkNoG3lk0KBBiswb0sqVK3NTpkwxG2/lFK4pjo1hGGrYsKF++vTp6oMHDyqjo6PT0tPTU1UqVWpMTEzanj17VAMHDtSaLrI9deoU+8UXXyiy2tmLtuGYkpOTyXgHCxHRtWvXRERv028eO3ZM+ffff6tGjBih7dKli+6rr77S/fzzz+r79++n9ejRQ9Ag9u7dKzYtI5EJ7aNwCw8PZ41TXkqlUgoNDbVphwjGo4VDmzZt9FeuXEkfNWqUhmWznqIrXbo0P3r0aHVoaKg2u+diTOqYOnfuLPj+z58/X5aYmJjt62bOnCmzlB3ClsAc+o7CKa/GD5iHzX9///23uEqVKm69e/eWW0rXbqvY2Fjm008/dTFNUVy0aFG+Xbt2VscmHTt21FWuXNksI0HPnj0VttR2T0hIoC5dupj93g4dOug++OCDXFl0bYt+/fqZXVvXr18vsVRWwZ60zZmcOZ7DsixVqVJFcC4PHz4sLujpmwtUoJeIaNiwYdpx48aZrQh9/vw506pVK5f27dsrTp8+zdrywSqVStq2bZu4cePGLu3atXO5e/dutn9v9+7dzRr+V199pdi+fbvVYK9SqaSpU6dKu3Xr5pKZ/9/DwyPb43MmoaGhOtOVJjqdjkaMGCHv2rWrInOSITvR0dHMggULpA0aNHAJDg52+fvvv/OshvP7kJGRIRhc2ru6hsj8BkilUmHA6qTUajXaUyH27bffyg4fPizo85YtW6YqU6ZMtjcm79o2LE20mA5qoeAICwsTN2vWzKVJkyYukZGRWX6HTVezo99wHCtXrpQcP36cJXob1Fu5cmVGTiZFrcE1xXG1a9dOd+fOnfTz588rp06dqmnXrp2+dOnSvIuLC8nlcvL39+e7dOmiW716dcb9+/fTTBe6Hjx4ULxkyRKrN+9oG47J0i4porcTGfv371c1b97c4g22u7s7bd26VdWqVSvBv8+ePVvKceZzWWgfhZtpmu+PP/5YV7RoUZsmyTEeLRx+++03SYUKFdwWL14szW5eLiYmhvnmm2/kZcuWdVu1alWWk8IYkzqmMWPGCGo3P3/+nOnWrZtLVoGvDRs2SBYsWGDxBFuqqYq+wznk1fgB87AFg06no82bN0uqVavm2qBBA5fFixdLbC3dmZ6eTr/99pukbt26rrdv3zaLJ8ydO1dtaYFHJpFIRGvWrMkwDZL+9ddf4jZt2mQ5h3Lu3Dm2cePGrjdv3hT8Xi8vL/rtt9/yNFWAv78/36pVK0FAOywsTGKcwpnobYkNWzYBWOLM8RzTe+QHDx6I+vfvLy/IO3sL5Ic6d+5ctaurK//DDz/ITFcdHzp0SHzo0CGxt7c337JlS33VqlX1RYsW5X19fXkiosTERObx48eiiIgI9tKlS6y9F+9+/fpp582bJ3v8+LHhpKWlpVHPnj0Vc+bM4T755BNdpUqVOIlEwsfFxTERERHsgQMHxAkJCYbnV61alevQoYPO2sDFWa1atSrj0aNHItNC5Xv37hXv3btXXKNGDS44OFhXsWJFrmjRorxIJKLExETmzZs3zO3bt9l///1X9PDhQ5Fpm3BkpqvNLKUUz45aLVxck5NVb1A4mK5ERHsqPBYuXCj95ZdfBNeUMWPGaL766iubdlD8f9swXKfsbRum7YLI8spoeP+WLFmiXrJkieGEKJVKio+PZ65du8bu3r1bvH37dknmBMnZs2fZDz/80O3gwYPpH374ocWBveluPvQbjuHZs2fMhAkTDCevX79+WmtBmpzCNcVxNW3a1Oa2EBAQwB89elTZokULl4sXLxrG6LNnz5YNHjxYayltHtqGYzLt7zP169dP26hRoyzbDMuytGLFCtUHH3zglhncffDggej48eOsaQAY7aPwSk1Npb179womD/v27WvzDhGMRx2bRqOhHj16KPbs2WOYR/T29uaHDRum7dSpk/aDDz7gXF1d6fXr18zly5fZ9evXS/bv3y/meZ4SExOZIUOGyO/evStatGiRxewjGJM6psqVK/Njx47VzJs3z3CveuLECbZatWpu3333nbpDhw66UqVK8enp6XTlyhV25cqV0sxamAzDkIeHByUnJxvez1J6b/QdziGvxg+Yhy14Ll++zF6+fJkdPXo0lSlThq9fv74h3lO0aFGeYRhKTk5moqKiRDdu3BCdPHlSbC3N8meffabLrnwV0dv7pcmTJ6tnzJghiNqfPHmSrV69ulvz5s31LVq00Pn7+3N6vZ6Jjo5mDh48KL5w4QJrGpdgGIaWLVumKlu2bJ63g379+mmNN4SkpqaaLe7s06eP/Y3ciLPGc/r3769ZvXq1YNy7adMmyaZNmySZbVMiEa5hCwoK0q9fvz7fagMUyEAvEdHUqVM19erV0w8cOFDx4sULs0h5YmIiExYWJiY7/waFQkHDhw/XlCxZ0mLrkkqltH37dmWzZs1cTYPE165dE127di3L4G3JkiX5v/76S7lu3ToEeU3IZDI6cuSIctiwYXLTlcBERDdv3hTdvHnTqT43d3d3wc+mK9hsYbpyLKu6N1C4mZ5705WKtjB9jWkbhby3efNm8dixYwWDz9DQUO38+fNtTtFqWpfI3rZhaWW16XtC/nBxcaGAgAA+ICBA17lzZ93EiRPV3bt3d7lx44aIiCgpKYm6devmcuvWrTRvb2+z15vWP7M0EZIdC9chtI337Ouvv5YnJSUREVHx4sX5n3/+OddvJnBNcR4KhYI2bdqkqlatmltmyubXr18zBw8eFH/22WdmC4rQNhyTu7u7xb550KBBNk3+VKxYkW/RooX+6NGjhkmeEydOmAV60T4Krz/++ENiPLFarFgxPqsaeKYwHnVsQ4YMkRsHeevVq6ffu3evynRurVSpUnypUqV0Xbt21e3evVv81VdfKTJ36y5evFgaGBjIDRo0yGwSHmNSx/XTTz+pb926JTpw4IChfURHRzMjR46Ujxw50urrpkyZot6/f7/k33//NewI8/LyMjtn6DucQ16NHzAPW7BFRUUxUVFRdsd7iIhCQkK09gTZpk+fruF5nn788UfBfJtWq6UjR46wR44cybaEqEQioTVr1qi+/PJLm8dDuenTTz/V+fj48MYbEI3JZDIKDQ19p7rBzhrPadiwIRcaGqrdvHmz2d8cHx/PxMfHm33mlq5heanApW421qFDB/39+/fTxo8fr/Hy8nqn93Jzc6MBAwZo7927lzZ//ny1tRXNRET16tXjDhw4oPTz87Pr5DRo0EB//vz59PLly2PAYIVCoaANGzZkbNy4UVWuXLl3+px8fX35wYMHv9OqlPxmOrhUKpVkKQVaVkxXMWHA6rxMz721FW7WcBxndhOE9pS/9u7dK+7fv7/CeOVbly5ddOvWrcswTpGVHdMbD3vbhmkNI7FYjFXQBVTlypX58PBwpb+/v6HRPH/+nJkzZ47FnL4W+g27b3SVSiVudPPQH3/8Id63b5/hxnfRokUZloL47wrXFOdSuXJls4CNabmATGgbjsnFxYVMU9S5u7tTUFCQzTcfwcHBgjZy9epVswkwtI/Ca9OmTYKJri+//FJrupMhKxiPOq6jR4+yGzZsMJxsX19f/q+//jIL8pr69NNPdb/88otg0n3ChAkyS5n3MCZ1XGKxmPbu3av65ptvsq3bTPQ2MDJjxgz19OnTNaYpnr29vS0FegU/o+8onPJq/IB52PwXGhqq7dmzp/ZdYz2ZypUrx//555+qzZs3Z4jF9sWHZ8yYodmyZYuqRIkSdp/DKlWqcAcPHlT27t07X4K8RG+DsD179rQayO3YsaOuSJEi7/x7nDWes2rVqowRI0Zo7Jl/zU8F/ijd3d1pzpw56piYmNTVq1dntG/fXmdr/VtfX1/+k08+0W3YsCHj5cuXqWvWrMkICAiwqTE2a9ZMf+3atfQxY8ZkG2SuW7cut27duoxz584pbX1/Z9e7d29dZGRk2qZNm1Rt27bV2bpKu0qVKtzw4cM1+/fvVz579ixt4cKF9i/zLEB8fX15hvlvzKnVaikuLs6uG5rnz58LvseZaczB+Zie+2fPntnVx798+ZLJ3MlD9LZuBdpT/gkPD2d79uypMD4nLVu21G/fvl1l7+DV9DzGxMTY1TZiY2MFz7e1FhvkD19fX37q1KmC66OlVYhEb3fjGP9seq5tYZp5pXjx4mgf79H48eMNqxXbt2+ve1+rh3FNcT4tW7YUtKXIyEiL5xxtw3GZfs7ly5fnbJmUz1SlShXBTOjr16/N7lvQPgqnhw8fMqYp+/r162fXDhGMRx3Xr7/+KtipM3LkSI2t470BAwZoK1WqZOg7EhISmF27dpndzGBM6tjEYjH98ssv6hs3bqT37dtXaylo4urqSr169dKeP38+fcqUKRqit+3B+DnGbSUT+g7nkFfjB8zD5r/g4GD9tm3bMuLi4lIPHz6snDRpkqZ58+Z6exbnFCtWjO/Zs6d23759qvv376d9+umnOb4n7tWrl+7hw4dps2bNUteqVYszbh+mxGIxNWrUSL9ixYqMmzdvprds2TJXyyflRFbjsX79+uVqQNXZ4jlyuZyWLFmifvz4cdqsWbPUXbp00VWqVInz8fHhc1Lf+30rsKmbTbm5udHAgQO1AwcO1Or1erp3757owYMHoujoaCYtLY1Rq9Xk7u5OPj4+fJEiRfiaNWvq33WFQfHixfkFCxao586dq7506RJ769YtUXx8PKPT6cjd3Z0vX748X79+fb2lVYwzZ85Uz5w50+5Gy/N86rscs7FWrVrpc/P9iMhwDnLjvcRiMYWGhupCQ0N1Wq2Wrl69KoqKihLFx8czCQkJjEgkInd3d97Hx4evVKkSFxgYyOUkbVdUVFRa9s/KHy4uLlS6dGk+OjracBWJiopi7FlJZPxaorc1onPzGMFxfPDBB4Jzb9o2shMVFSV4fkBAAI+Vrvnj3Llz7KeffuqSmeaMiKhhw4b6vXv3KmUyixszs1S5cmVB27D35ti0LZm2NSh4Pv/8c+2QIUPkmbvBX7x4wTx58oQxHRuZTtrHxMTY1W+8fPmSMW6nUqmUKlSogPbxHiUnJxvO0cGDB8UMw9g9OIqOjmZMX3flypV04519uKY4H9MFq5aCeERoG46sSpUq3MuXLw3BOg8PD7vul02fn5SUZHbu0T4Kpw0bNkiNM8zUrl2bq1Wrll3Xe4xHHRPHcXTy5EnB3GGXLl1snlBnWZY+/vhj3YMHDwwzoqdOnRKb7oDCmLRwCAwM5DJTp0ZHRzNxcXGMUqlkSpYsyQUEBPDG97JxcXHMmzdvDOfZ1dWVAgMDzc4Z+g7nkFfjB8zDFhxSqZTatGmjb9OmjZ7o7fUmNjaWiYyMFEVHR4uSk5MpNTWV+f963ryHhweVKFGCq1WrFpeTHbhZcXFxoYkTJ2omTpyoefHiBXPp0iU2Li6Oef36NcOyLBUrVoz38/PjGjVqpH/Xnci5HaupV68el9vvmRVHi+fkNEZnrEyZMvzEiRML/C5khwn0GmNZlqpVq8ZVq1YtTzrSzNUajRo1yvdVGoWVRCKhhg0bcg0bNnS6i2PlypW56Ohow4TLnTt3WHs+h/v37wtWVlepUgXt1EmZDi7v3btn+xYNIrp7967g+ZUrV0ZbygfXrl0TdezY0cU4jVWtWrW4f/75R5nT9GNVq1YVnMu7d+/adXN8584dwfNxc1zweXt7k7e3t6BWy4sXL0TlypUTtAXTfuPJkycitVpNti4oMG0b5cqV4+xJ4wgFF64pzkcikQgmTLRay2s70TYcV9WqVbkTJ04YPn97a2Ca1r6zNIGK9lH4cBxHW7duFVzc+/TpY/dkF8ajjikxMZGSk5MFj5UvX96uz75s2bKC5z979swsgIMxaeETEBDAZ5X18MaNG4JzVrNmTb2lzFXoO5xDXo4fMA9bMIlEosx+Q09E+faZlihRgrdnQZMzc+Z4TkFU4FM3AxR2tWrVEly8zp07Z/Ng5tmzZ4zxqjWJRELVq1dH5+qkatSooTe+mY2KimIs3URbY5qOzd5V+vDu7t69K2rbtq1LYmKi4bEPPviAO3TokPJdVg3WqVNHcC6vXr3KWpvAt+TcuXOCO27Tfgscg2kQh4ioZMmSvHFaO7VaTZcvX7b5OnTmzBn0G4UUrinO58WLFzaloUPbcFx16tQRXL9fvXpl13yAaWrDIkWKmLURtI/C5/jx4+zTp08N51AqlVJoaKjdWb4wHnVMpgs8iN5uhrCHacBVr9ebvSfGpM7n77//FjSkdu3aWQysoO9wDnk5fsA8LAAURgj0AuSzTp06CQazx44dE3OcbWOEQ4cOCQaswcHB+pykQ4DCwcPDgxo3biwYsB4+fNimu3CO4+jYsWOC53bu3Bkr2PLQkydPmDZt2rgYp8osW7Ysf+TIEeW71pcKDAzkypcvb3iP9PR0s8kQa9LS0ujSpUuG5zIMg7bhAFJSUigxMVFwY+zn52exHX388ceC83n48GGbb3SPHj0q6Dc6deqUK+UdwLo///xTefDgQbv+mzNnjmDbXrFixXjT55imxcM1xfmYTpD5+/tb7DPQNhxXp06ddCLRf1MAT58+Zd68eWPz6yMiIkx3y5jdtKB9FD4bN24UROk6dOigK1KkiN3vg/GoY7JUz9Se4Mv/P990IZHFCQ+MSZ2HTqejsLAwQ9/CsiwNGDDA4jlD3+Ec8nL8gHlYACiMEOgFyGdNmjTRG6+Gf/LkCXPs2DGbBq3r1q0T3HR37twZNzNOznTAatpGrDl69KhgpX6xYsX4jz76CCtd88izZ8+Y1q1buxpPmpQsWZIPDw9PL126dK7UHunYsaOgf1i7dq1NbeP333+XGKeRrlu3Lmdt8h8Kjv3794uNa+kVLVqUL1mypMXzZnoTvGnTJqktN7oPHjxgTp8+bbheSSQS6tixIyZO3rOWLVvq27VrZ9d/9erVE/TncrmcTJ9jaYIC1xTnkZiYSHv27BGc35YtW9o8QYa24Rj8/PzMPu+dO3fadO60Wi3t3btXMLnZvHlzi20E7aPwSEtLo927dwvOX9++fXN8z4nxqOORyWRmiwXDw8Pt2tJ7/PhxwfyGtdTPGJM6j+XLl0tiY2MN/X27du10WX2n0Xc4h7waP2AeFgAKIwR6AfIZy7Jmqa9mzJghy+6G5vDhw6zxzgt3d3f68ssvcTPj5L766iutq6ur4eczZ86wR44cyXLAynEczZgxQ1D8qHfv3lqWtaskCuTQmzdvqE2bNi6PHz823JgULVqUP3z4sLJChQq5dhM6YMAALcP8t/h+586dktu3b2c5DlCpVDR//nyp8WP9+vWzuyYb5C2lUknTp08XfKc7dOigs/ad/vjjj3WlSpUytLWoqChmzZo12d5UT5s2TWYcTO7atavuXVKMQ8GDa4rzGDNmjDwpKcnws1QqpU8++cTquBJtw3ENHjxYcB1fuHChNCMjI9vXrVixQmKcutnDw8Ns910mtI/CY+fOnYIgSfHixfkOHTrk+J4T41HH1KJFC8E5//XXX6W2ps49duwYe/HiRcEXuXXr1hYDMBiTOocHDx4wP/zwg6G/l0gkNHfu3CyLxqPvcA55NX7APCwAFEYI9AIUAJMmTdK4ubkZfj59+jQ7a9YsqbXnx8TEMIMHD1YYPzZ8+HCNtVpq4Dz8/Pz4oUOHCm5eBg8erDBeLWtq5syZUuPUR56enjRhwoQsb7Qgd6SkpFC7du1c7969a7gee3l50cGDB5XVqlXL1TovNWvW5D777DPDTYhGo6E+ffookpOTLT6f4zj65ptv5A8fPjQcW7ly5fhBgwZhxWoeGTNmjOzChQt2jdXevHlDHTt2dHnw4IHhdSzL0pgxY6xOasjlcrPv/IQJE+S3bt2y+rs3b94s3rZtmyDd2owZM9BvFDK4pjiemTNnSi9dumRzv6HVamnUqFGyDRs2CCbSBw0apDGebDeFtuG4evXqpTMeYzx48EA0aNAguV5vfePsuXPn2EmTJsmNHxs8eLDGWiAF7aPwME3b/OWXX2pN663aA+NRxxQSEiL4vO/cuSMaOnRolv0GEVFkZCQTEhIimLeoWLEiZ5qeNRPGpI7p6dOnTHp6uk3PvX37tqh169auCQkJhuvB6NGjNdnVOEXf4RzycvyAeVgAKGwYnudT8vsgAIDoxx9/lE6dOlWwCm3w4MHaKVOmqDNTy+j1etqzZ4949OjR8piYGMNAp0SJEvzt27fTvL298/qwwU6nTp1iVSqV2ePXrl1jJ0yYYDj/xYoV4zdt2mT+RCIqVaoUn9WN0Js3b6hatWpuxrsuAgIC+MWLF2d06dLFUJstOjqa+fHHH2Wmq6RnzZqlnjhxIla65oFmzZq5nDp1SrDUdOrUqepGjRrZnaawfv36eh8fnyyfExkZydSpU8dNqVQaHqtRowa3aNGijFatWhl+571790QTJkyQmaZo3LZtm6pnz55YsZpHatas6Xrz5k1RvXr19N27d9e1atVKV6NGDU4qFd5/chxH9+7dE23fvl28dOlS6Zs3bwQ3wqNGjdIsWrQoy5tdjUZDtWvXFiw68Pb25hcsWKAOCQkxTOq+efOGfv75Z9m8efMEqfSGDBmiXbFiRfZbwiBfHD16lG3durVL5s8BAQF8VFRUWlavyYRrimMJDg52OX36NNuwYUP9559/rmvTpo2uatWqnGlgJikpif766y/x/PnzZTdu3BBMoJcvX56/ePFiuqW6jMbQNhzX4cOH2fbt27sY74Br0aKFfs6cORkNGjQwdO5JSUm0atUq6Y8//igz3tVZqVIl7sqVK+keHh5Wfwfah+N78uQJU6FCBTfjdnL9+vX0mjVrvtNiRIxHHVPz5s1dTp48KbhvadSokX7atGnqFi1a6I2vM/Hx8czatWsls2fPlpkG4v744w9Vjx49rJ4/jEkdz+LFiyU//vij7KuvvtJ++umnuoYNG+pdXFwEz7l+/bpo48aNkqVLl0o1mv+69g8//FB//PhxpUKhMH1bM+g78l9hm8/CPCwAFCYI9AIUEHq9njp16qT4559/BINRlmUpICCA9/Dw4KOiokTGafWIiBQKBR08eFAZHByM+lUOoEyZMm7R0dFWVyPaIiQkRLt58+Ysb16PHz/OdujQwcU0FZ+XlxeVKVOGS05OZmJiYhjTVdgdO3bU7d27V5U5eIb3i2EY86KYORQeHq40vsG1ZuvWreLQ0FCF8aQd0dt00aVLl+Zfv37NPHv2jDH996+//lqzdOlSrI7PQ5mBXuPHpFIplSxZkvf09OSlUimfmprKPHv2TJSammrxPUJCQrQbNmzIsCX15e3bt0VNmzZ1SUxMFPRRbm5uVK5cOS4jI4OePn0qMk3VV69ePf3JkyeVphM6UHC8S6CXCNcUR5IZ6DV+TCaTUalSpXgPDw+eZVlKSEhgoqKiGEvp6YoXL86fPHlS+cEHH9gUyEHbcFw//fST9Pvvv5eZPl68eHG+VKlSfHp6Oj158kRkPCFPROTj48MfO3ZMWatWrWzbCNqHY5s2bZrUOB1mnTp1uIiICNu27WUD41HH8/z5c6Zx48auxnUwM7m5uVGZMmU4hULBJyQkiJ48eWJ27ohsW3xIhDGpo1m8eLFk9OjRhqwPLMtS2bJlOS8vL1KpVPTy5UvGeAdvpqCgIO7gwYPK7BaWGUPfkb8K23wW5mEBoDARZ/8UAMgLLMtSWFiYqk+fPoqdO3cavpt6vZ6ePHnCEJHZYMrHx4ffsWOHCoMLMNWiRQv9vn37lD169FAY3yAnJSVRUlKSxVFvjx49dBs2bMCkWiHXq1cvHc/zqsGDByuMV+PGx8cz8fHxFm/aRo0apVmwYAFujAsAjUZD/z/BluUNtoeHB82cOTNj+PDhWlu/09WqVePCw8OVn376qYvxDXxaWhqZBpwztWjRQh8WFoYJtUIO1xTHplar6f/rwGfZb7Rr1063YcOGDD8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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# You'll need to \"pip install python-ternary\" to run this line\n", "bst.settings.set_thermo(['Water', 'Ethanol', 'EthylAcetate'])\n", "eq.plot_lle_ternary_diagram(carrier='Water', solute='Ethanol', solvent='EthylAcetate', T=298.15)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Vapor-liquid equilibrium" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Vapor-liquid equilibrium can be performed by setting 2 degrees of freedom from the following list: `T` (Temperature; in K), `P` (Pressure; in Pa), `V` (Vapor fraction), `H` (Enthalpy; in kJ/hr), and `S` (Entropy; in kJ/K/hr).\n", "\n", "For example, set vapor fraction and pressure:" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MultiStream: s_eq\n", "phases: ('g', 'l'), T: 353.94 K, P: 101325 Pa\n", "composition (%): (g) Water 38.7\n", " Ethanol 61.3\n", " ------- 10 kmol/hr\n", " (l) Water 61.3\n", " Ethanol 38.7\n", " ------- 10 kmol/hr\n" ] } ], "source": [ "s_eq = bst.Stream(Water=10, Ethanol=10)\n", "s_eq.vle(V=0.5, P=101325)\n", "s_eq.show(composition=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the stream is now a MultiStream to manage multiple phases. Each phase can be accessed separately too:" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: \n", "phase: 'l', T: 353.94 K, P: 101325 Pa\n", "flow (kmol/hr): Water 6.13\n", " Ethanol 3.87\n" ] } ], "source": [ "s_eq['l'].show()" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stream: \n", "phase: 'g', T: 353.94 K, P: 101325 Pa\n", "flow (kmol/hr): Water 3.87\n", " Ethanol 6.13\n" ] } ], "source": [ "s_eq['g'].show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the phase of these substreams cannot be changed:" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-raises-exception" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[31m\u001b[1mAttributeError\u001b[0m: phase is locked\n" ] } ], "source": [ "with bst.print_error: s_eq['g'].phase = 'l'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again, the most convenient way to get and set flow rates is through the `get_flow` and `set_flow` methods:" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "data": { "text/plain": [ "1.0" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set flow of liquid water\n", "s_eq.set_flow(1, 'gpm', ('l', 'Water'))\n", "s_eq.get_flow('gpm', ('l', 'Water'))" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([10., 20.])" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set multiple liquid flows\n", "key = ('l', ('Ethanol', 'Water'))\n", "s_eq.set_flow([10, 20], 'kg/hr', key)\n", "s_eq.get_flow('kg/hr', key)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Chemical flows across all phases can be retrieved if no phase is given:" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 89.791, 292.216])" ] }, "execution_count": 71, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Get water and ethanol flows summed across all phases\n", "s_eq.get_flow('kg/hr', ('Water', 'Ethanol'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "However, setting chemical data of MultiStream objects requires the phase to be specified:" ] }, { "cell_type": "code", "execution_count": 72, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-raises-exception" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[31m\u001b[1mIndexError\u001b[0m: multiple phases present; must include phase key to set chemical data\n" ] } ], "source": [ "with bst.print_error: s_eq.set_flow([10, 20], 'kg/hr', ('Water', 'Ethanol'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar to Stream objects, all flow rates can be accessed through the `imol`, `imass`, and `ivol` attributes:" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MolarFlowIndexer (kmol/hr):\n", "(g) Water 3.87\n", " Ethanol 6.13\n", "(l) Water 1.11\n", " Ethanol 0.217\n" ] } ], "source": [ "s_eq.imol # Molar flow rates" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.1101687012358397" ] }, "execution_count": 74, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Index a single chemical in the liquid phase\n", "s_eq.imol['l', 'Water']" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0.217, 1.11 ])" ] }, "execution_count": 75, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Index multiple chemicals in the liquid phase\n", "s_eq.imol['l', ('Ethanol', 'Water')]" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sparse([3.874, 6.126, 0. ])" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Index the vapor phase\n", "s_eq.imol['g']" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([6.343, 4.984])" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Index flow of chemicals summed across all phases\n", "s_eq.imol['Ethanol', 'Water']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Because multiple phases are present, overall chemical flows in MultiStream objects cannot be set like in Stream objects:" ] }, { "cell_type": "code", "execution_count": 78, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-raises-exception" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[31m\u001b[1mIndexError\u001b[0m: multiple phases present; must include phase key to set chemical data\n" ] } ], "source": [ "with bst.print_error: s_eq.imol['Ethanol', 'Water'] = [1, 0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Chemical flows must be set by phase:" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "s_eq.imol['l', ('Ethanol', 'Water')] = [1, 0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "One main difference between a [MultiStream](../API/thermosteam/MultiStream.txt) object and a [Stream](../API/thermosteam/Stream.txt) object is that the `mol` attribute no longer stores any data, it simply returns the total flow rate of each chemical. Setting an element of the array raises an error to prevent the wrong assumption that the data is linked:" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sparse([3.874, 7.126, 0. ])" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_eq.mol" ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "nbval-raises-exception" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[31m\u001b[1mValueError\u001b[0m: assignment destination is read-only\n" ] } ], "source": [ "with bst.print_error: s_eq.mol[0] = 1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that for both Stream and MultiStream objects, `get_flow`, `imol`, and `mol` return chemical flows across all phases when given only chemical IDs." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Liquid-liquid equilibrium" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Liquid-liquid equilibrium (LLE) only requires the temperature. Pressure is not a significant variable as liquid fungacity coefficients are not a strong function of pressure. " ] }, { "cell_type": "code", "execution_count": 82, "metadata": { "tags": [ "nbval-skip" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MultiStream: liquid_mixture\n", "phases: ('L', 'l'), T: 300 K, P: 101325 Pa\n", "flow (kmol/hr): (L) Water 98.5\n", " Butanol 1.21\n", " Octane 0.00198\n", " (l) Water 1.46\n", " Butanol 3.79\n", " Octane 100\n" ] } ], "source": [ "bst.settings.set_thermo(['Water', 'Butanol', 'Octane'])\n", "liquid_mixture = bst.Stream(Water=100, Octane=100, Butanol=5)\n", "liquid_mixture.lle(T=300)\n", "liquid_mixture.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Vapor-liquid-liquid equilibrium" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Vapor-liquid-liquid equilibrium can be performed by setting 2 degrees of freedom from the following list: T (Temperature; in K), P (Pressure; in Pa), V (Vapor fraction), H (Enthalpy; in kJ/hr), and S (Entropy; in kJ/K/hr)." ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MultiStream: mixture\n", "phases: ('L', 'g', 'l'), T: 358.97 K, P: 101325 Pa\n", "flow (kmol/hr): (L) Water 89.6\n", " Ethanol 2.16\n", " Octane 0.00669\n", " (g) Water 8.36\n", " Ethanol 2.25\n", " Octane 3.89\n", " (l) Water 2\n", " Ethanol 0.588\n", " Octane 36.1\n" ] } ], "source": [ "bst.settings.set_thermo(['Water', 'Ethanol', 'Octane'])\n", "mixture = bst.Stream(Water=100, Octane=40, Ethanol=5)\n", "mixture.vlle(V=0.1, P=101325)\n", "mixture.show()" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.10000045858254801" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mixture.vapor_fraction" ] }, { "cell_type": "raw", "metadata": { "editable": true, "raw_mimetype": "text/restructuredtext", "slideshow": { "slide_type": "" }, "tags": [] }, "source": [ " .. warning:: VLLE is an experimental feature; results may not be accurate nor consistent. " ] } ], "metadata": { "celltoolbar": "Tags", "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": "3.13.5" } }, "nbformat": 4, "nbformat_minor": 4 }