{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Beispiel 18.3: Übergang von schneller zu momentaner Reaktion\n", "Bearbeitet von Franz Braun\n", "\n", "Dieses Beispiel befindet sich im Lehrbuch auf den Seiten 278 - 279. Die Nummerierung\n", "der verwendeten Gleichungen entspricht der Nummerierung im Lehrbuch. Das hier angewendete\n", "Vorgehen entspricht dem im Lehrbuch vorgestellten Lösungsweg.\n", "\n", "Zunächst werden die benötigten Pakete importiert." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "### Import\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from scipy.integrate import solve_bvp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Anschließend wird die dimensionslose Materialbilanz für eine Reaktion 2. Ordnung (Gleichung 18.15a) und die dazugehörigen Randbedingungen (Tabelle 18.1) in jeweils einer Funktion implementiert." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "def material(X,y):\n", " '''\n", " Dimensionslose Materialbilanz für die Reaktion 2.Ordnung (Gleichung 18.15a)\n", " y[0] : Restanteil von A1\n", " y[1] : Restanteil von A2\n", " y[2] : Restanteil von A3\n", " y[3] : erste Ableitung des Restanteils von A1 nach der dimensionslosen Ortskoordinate\n", " y[4] : erste Ableitung des Restanteils von A2 nach der dimensionslosen Ortskoordinate\n", " y[5] : erste Ableitung des Restanteils von A3 nach der dimensionslosen Ortskoordinate\n", " dy2dX2 : zweite Ableitung der Restanteile von nach der dimensionslosen Ortskoordinate (Vektor der Größe 3)\n", " nu : Stöchiometrische Koeffizienten (Vektor der Größe 3)\n", " omega : dimensionslose Reaktionsgeschwindigkeit\n", " X : Ortskoordinate\n", " '''\n", "\n", " omega = omega_f(y[:3])\n", " \n", " dy2dX2 = np.empty_like(y[3:])\n", " \n", " dy2dX2[0] = - Ha**2 * nu[0] * omega\n", " dy2dX2[1] = - Ha**2 * nu[1] * omega\n", " dy2dX2[2] = - Ha**2 * nu[2] * omega\n", " \n", "\n", " return np.vstack((y[3:],dy2dX2))\n", "\n", "\n", "def bc_material(y0,y1):\n", " '''\n", " Randbedingungen der Materialbilanz (Tabelle 18.1)\n", " y0 : Randbedingungen bei X = 0\n", " y1 : Randbedingungen bei X = 1\n", " '''\n", " BC = np.empty(nu.size *2)\n", " # A1\n", " BC[0] = y0[0] - f_e[0] # f_1,L = 1\n", " BC[1] = y1[0] # f_1,L = 0 \n", " # A2\n", " BC[2] = y0[4] # df_2,L/dX = 0\n", " BC[3] = y1[1] - f_e[1] # f_2,L = f_2,L,b\n", " # A3\n", " BC[4] = y0[5] # df_3,L/dX = 0\n", " BC[5] = y1[2] - f_e[2] # f_3,L = f_3,L,b\n", " \n", " return BC" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Danach werden die stöchiometrischen Koeffizienten gemäß der Reaktionsgleichung (18.1) parametriert. Die dimensionslose Reaktionsgeschwindigkeit ergibt sich aus Gleichung (18.12e) für eine einzelne Reaktion 2. Ordnung wie folgt:\n", "\n", "\\begin{align*}\n", " \\omega_\\mathrm{L} &= \\frac{r_\\mathrm{1,L}}{r_\\mathrm{1,e}} = \\frac{k_1\\,c_\\mathrm{1,L}}{k_1\\,c_\\mathrm{1,e,L}}\\frac{c_\\mathrm{2,L}}{c_\\mathrm{2,e,L}}\n", "\\end{align*}\n", "\n", "Durch Umformung erhalt man einen Ausdruck auf Basis des Restanteils und des Einsatzverhältnisses:\n", "\n", "\\begin{align*}\n", " \\omega_\\mathrm{L}\n", " &=\\frac{c_\\mathrm{1,L}}{c_\\mathrm{1,e,L}}\\frac{c_\\mathrm{2,L}}{c_\\mathrm{2,e,L}}\\frac{c_\\mathrm{1,e,L}}{c_\\mathrm{1,e,L}} \n", " = \\frac{c_\\mathrm{1,L}}{c_\\mathrm{1,e,L}}\\frac{c_\\mathrm{2,L}}{c_\\mathrm{1,e,L}}\\frac{c_\\mathrm{1,e,L}}{c_\\mathrm{2,e,L}}\\\\\n", " &=f_1\\,f_2\\,\\kappa_{2}^{-1}\n", "\\end{align*}\n", "\n", "Diese Gleichung für die dimensionslose Reaktionsgeschwindigkeit wird in eine Funktion implementiert." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "nu = np.array((-1,-1,1)) # Stöchiometrische Koeffizienten für A1, A2, A3 \n", "f_e = np.array((1,2,0)) # Restanteile am Eintritt\n", "kappa_2 = 1 # Einsatzverhältnis\n", "\n", "def omega_f(f):\n", " '''\n", " Dimensionslose Reaktionsgeschwindigkeit für eine Reaktion 2. Ordnung\n", " f : Vektor der Restanteile \n", " '''\n", " return f[0] * f[1] / kappa_2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Da der Einfluss sehr großer Hatta-Zahlen $(Ha)$ am Überang zwischen schneller und momentaner Reaktion betrachtet betrachtet werden soll, erfolgt die Variation entsprechender $Ha$ in einer For-Schleife. Die Profile der Restanteile werden durch den Aufruf eines Solvers für Randwertprobleme (solve_bvp) auf Grundlage der Materialbilanzen und der Randbedingungen berechnet." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "Ha_vec = np.array((2,5,10,20,100,1000)) # Vektor mit Hatta - Zahlen für Beispiel 18.3\n", "\n", "Lösungen = [] # Leere Liste zum Speichern der Lösungen für die Reaktion 2. Ordnung\n", "N = 101 # Diskretisierung\n", "X = np.linspace(0,1,N) # Diskretisierung der Ortskoordinate\n", "init_f = np.ones((3,N)) # Startwerte für Restanteile\n", "init_df = np.ones((3,N))*1e-5 # Startwerte für die Ableitungen der Restanteile\n", "init = np.vstack((init_f,init_df)) # Zusammengefügte Startwerte für die Iterationen des Solvers\n", "\n", "for HaHa in Ha_vec:\n", " Ha = HaHa\n", " sol = solve_bvp(material, bc_material, X,init , max_nodes = 1e10, tol = 1e-10)\n", " if sol.success == False:\n", " print(sol)\n", " Lösungen.append(sol)\n", "\n", "Lösungen = np.array((Lösungen))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " Abschließend werden die Ergebnisse grafisch veranschaulicht." ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['black','blue','red','gray','lightsteelblue','lightcoral']\n", "\n", "fig, ax = plt.subplots(1, 2, figsize = (10, 5))\n", "for Lösung, Ha, color in zip(Lösungen[:-1],Ha_vec[:-1],colors[:-1]):\n", " ax[0].plot(Lösung.x, Lösung.y[0], label = str(Ha), color = color)\n", " ax[0].plot(Lösung.x, Lösung.y[1], color = color, linestyle = '--')\n", " ax[1].plot(Lösung.x, Lösung.y[2], color = color)\n", "\n", "ax[0].plot([],[],label = str(Ha_vec[-1]), color = colors[-1])\n", "ax[1].plot(Lösungen[-1].x, Lösungen[-1].y[0], label = str(Ha), color = colors[-1])\n", "ax[1].plot(Lösungen[-1].x, Lösungen[-1].y[1], color = colors[-1], linestyle = '--')\n", "ax[1].plot(Lösungen[-1].x, Lösungen[-1].y[2], color = colors[-1])\n", "\n", "ax[0].set_xlim(0,1)\n", "ax[0].set_ylim(0,2.05)\n", "ax[0].tick_params(axis=\"y\",direction=\"in\", right = True)\n", "ax[0].tick_params(axis=\"x\",direction=\"in\", top = True)\n", "ax[0].set_ylabel(r'$f_{i,\\mathrm{L}}\\,/\\,1$')\n", "ax[0].set_xlabel(r'$\\chi \\,/\\,1$')\n", "ax[0].legend(title = '$Ha$ =',frameon = False, alignment = 'left',ncol=2)\n", "\n", "\n", "ax[1].set_ylabel(r'$f_{i,\\mathrm{L}}\\,/\\,1$')\n", "ax[1].set_xlabel(r'$\\chi \\,/\\,1$')\n", "ax[1].set_xlim(0,1)\n", "ax[1].set_ylim(0,2.05)\n", "ax[1].tick_params(axis=\"y\",direction=\"in\", right = True)\n", "ax[1].tick_params(axis=\"x\",direction=\"in\", top = True)\n", "plt.tight_layout()\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.11.4" } }, "nbformat": 4, "nbformat_minor": 2 }