{ "cells": [ { "cell_type": "markdown", "id": "fd2004fb-2f99-4c4d-bf27-25a6fd2107ee", "metadata": {}, "source": [ "# Tracing for GGE \n", "\n", "Some mixtures have a high-pressure equilibrium sometimes referred to as gas-gas equilibrium which is not connected to the low-temperature VLE curves. To get these isotherms, they can be constructed by the following recipe:\n", "\n", "1. Trace a low-temperature isotherm where the phase envelope is open\n", "2. Interpolate that low-temperature isotherm to get guess values for the concentrations and temperature for a given pressure\n", "3. Trace the high-pressure isobar\n", "4. Interpolate within the high-pressure isobar to find the molar concentrations matching the given temperature (corresponding to the high-pressure GGE)\n", "5. Trace the isotherm starting at the GGE solution.\n", "\n", "The datafiles in the ``HENEAR`` folder are from the supplemental information of the paper \"Equations of State for the Thermodynamic\n", "Properties of Binary Mixtures for Helium-4, Neon, and Argon\", by Tkaczuk, Bell, Lemmon, Luchier, and Millet. https://doi.org/10.1063/1.5142275 . The HASH were added to the provided JSON format EOS" ] }, { "cell_type": "code", "execution_count": 1, "id": "e58fd9d7-0ab0-49be-900e-b61ed5b4f8a1", "metadata": { "execution": { "iopub.execute_input": "2025-10-15T23:06:03.463830Z", "iopub.status.busy": "2025-10-15T23:06:03.463714Z", "iopub.status.idle": "2025-10-15T23:06:03.898605Z", "shell.execute_reply": "2025-10-15T23:06:03.898103Z" } }, "outputs": [], "source": [ "import teqp, numpy as np, pandas, matplotlib.pyplot as plt, scipy\n", "\n", "BIP, DEP = teqp.convert_HMXBNC('HENEAR/HMX.BNC')\n", "jconverted = {\n", " \"kind\": \"multifluid\",\n", " \"model\": {\n", " 'components': ['HENEAR/Helium.json', 'HENEAR/Argon.json'], # already in CoolProp format\n", " \"BIP\": BIP,\n", " \"departure\": DEP\n", " }\n", "}\n", "model = teqp.make_model(jconverted)\n", "ancHe = model.build_ancillaries(0)\n", "ancAr = model.build_ancillaries(1)\n", "T = 200.0 # K\n", "rho = 1e4 # mol/m^3\n", "z0 = 0.5\n", "z = np.array([z0, 1-z0])\n", "R = model.get_R(z)\n", "\n", "# display(model.get_BIP(0,1,\"F\"))\n", "# display(model.get_rhor(z), model.get_Tr(z))\n", "\n", "# Check that the validation point from the paper is obtained\n", "p_calc = T*rho*R*(1+model.get_Ar01(T, rho, z))\n", "p_expected = 17128034.388362616 # Pa\n", "assert(abs(p_calc/p_expected-1) < 1e-10)" ] }, { "cell_type": "code", "execution_count": 2, "id": "0c1e5a68-3be9-4ff2-ba5d-b7a2423bb089", "metadata": { "execution": { "iopub.execute_input": "2025-10-15T23:06:03.900355Z", "iopub.status.busy": "2025-10-15T23:06:03.900163Z", "iopub.status.idle": "2025-10-15T23:08:02.753142Z", "shell.execute_reply": "2025-10-15T23:08:02.752631Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "df = pandas.read_csv('HENEAR/HEAR_VLE.CSV')\n", "sc = plt.scatter(df['x_He'], df['p/MPa'], c=df['T/K'])\n", "sc = plt.scatter(df['y_He'], df['p/MPa'], c=df['T/K'])\n", "\n", "def get_isoT(T):\n", " \"\"\" Get the \"normal\" isotherm for the binary mixture \"\"\"\n", " # Densities from the normal ancillary equations\n", " rhoL0, rhoV0 = ancAr.rhoL(T), ancAr.rhoV(T) # start off at pure of the first component\n", " # Now we do a VLE calculation\n", " rhoL0, rhoV0 = model.pure_VLE_T(T, rhoL0, rhoV0, 10, molefrac = np.array([0,1]))\n", " # Trace the isothermal VLE\n", " j = model.trace_VLE_isotherm_binary(T, np.array([0, rhoL0]), np.array([0, rhoV0]))\n", " df = pandas.DataFrame(j) # Now as a data frame\n", " return df \n", "\n", "def get_GGE_isobar(*, Tlow_K, p_MPa):\n", " dfisoT = get_isoT(Tlow_K)\n", " \n", " # Interpolate within the low temperature isotherm to get the molar concentrations at the given pressure\n", " t = scipy.interpolate.interp1d(dfisoT['pL / Pa'], dfisoT['t'])(p_MPa*1e6)\n", " RHOL = np.array(dfisoT['rhoL / mol/m^3'].tolist())\n", " RHOV = np.array(dfisoT['rhoV / mol/m^3'].tolist())\n", " \n", " rhoL0 = scipy.interpolate.interp1d(dfisoT['t'], RHOL[:,0])(t)\n", " rhoL1 = scipy.interpolate.interp1d(dfisoT['t'], RHOL[:,1])(t)\n", " rhoV0 = scipy.interpolate.interp1d(dfisoT['t'], RHOV[:,0])(t)\n", " rhoV1 = scipy.interpolate.interp1d(dfisoT['t'], RHOV[:,1])(t)\n", " \n", " rhovecL0 = np.array([rhoL0, rhoL1])\n", " rhovecV0 = np.array([rhoV0, rhoV1])\n", " dfisop = pandas.DataFrame(model.trace_VLE_isobar_binary(p=p_MPa*1e6, T0=Tlow_K, rhovecL0=rhovecL0, rhovecV0=rhovecV0))\n", " return dfisop\n", "\n", "Tlow_K = 75 # K\n", "GGE_1GPa = get_GGE_isobar(Tlow_K=Tlow_K, p_MPa=1000)\n", "\n", "def get_GGE_isoT(T_K, init_c=1.0):\n", " \"\"\" Get the \"GGE\" isotherm for the binary mixture \"\"\"\n", "\n", " # Interpolate within the high pressure isobar to get the molar concentrations at the given pressure\n", " t = scipy.interpolate.interp1d(GGE_1GPa['T / K'], GGE_1GPa['t'])(T_K)\n", " RHOL = np.array(GGE_1GPa['rhoL / mol/m^3'].tolist())\n", " RHOV = np.array(GGE_1GPa['rhoV / mol/m^3'].tolist())\n", " \n", " rhoL0 = scipy.interpolate.interp1d(GGE_1GPa['t'], RHOL[:,0])(t)\n", " rhoL1 = scipy.interpolate.interp1d(GGE_1GPa['t'], RHOL[:,1])(t)\n", " rhoV0 = scipy.interpolate.interp1d(GGE_1GPa['t'], RHOV[:,0])(t)\n", " rhoV1 = scipy.interpolate.interp1d(GGE_1GPa['t'], RHOV[:,1])(t)\n", " \n", " rhovecL0 = np.array([rhoL0, rhoL1])\n", " rhovecV0 = np.array([rhoV0, rhoV1])\n", " x0 = rhovecL0[0]/sum(rhovecL0)\n", " xspec = np.array([x0, 1-x0])\n", " code, rhovecL0, rhovecV0 = model.mix_VLE_Tx(T, rhovecL0, rhovecV0, xspec, 1e-12, 1e-12, 1e-12, 1e-12, 30)\n", " \n", " # Trace the isothermal VLE\n", " opt = teqp.TVLEOptions(); opt.calc_criticality = True; opt.init_c = init_c\n", " return pandas.DataFrame(model.trace_VLE_isotherm_binary(T, rhovecL0, rhovecV0, opt))\n", "\n", "for T in df['T/K']:\n", " # Normal VLE traces starting at the pure fluid (easy part)\n", " try:\n", " # Build & plot the isotherm\n", " df = get_isoT(T)\n", " plt.plot(df['xL_0 / mole frac.'], df['pL / Pa']/1e6, c=sc.to_rgba(T))\n", " plt.plot(df['xV_0 / mole frac.'], df['pL / Pa']/1e6, c=sc.to_rgba(T))\n", " except: pass\n", "\n", " # Now we try to initiate a trace starting from the 1 GPa isobar, at the given \n", " # temperature\n", " for init_c in [-1, 1]:\n", " try:\n", " df2 = get_GGE_isoT(T_K=T, init_c=init_c)\n", " plt.plot(df2['xL_0 / mole frac.'], df2['pL / Pa']/1e6, c=sc.to_rgba(T))\n", " plt.plot(df2['xV_0 / mole frac.'], df2['pL / Pa']/1e6, c=sc.to_rgba(T))\n", " except: pass\n", " \n", "plt.gca().set(xlabel='$x_1$, $y_1$ / mole frac.', ylabel='p / MPa')\n", "plt.yscale('log')\n", "plt.ylim(None, 1e3)\n", "plt.show()" ] } ], "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": "3.11.14" } }, "nbformat": 4, "nbformat_minor": 5 }