{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Beispiel 18.1: Vereinfachte Betrachtung von Reaktionen 2. Ordnung \n", "\n", "Bearbeitet von Franz Braun\n", "\n", "Dieses Beispiel befindet sich im Lehrbuch auf den Seiten 273 - 274. 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": 51, "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 werden die dimensionslosen Materialbilanzen für die Reaktion 1. und 2. Ordnung (Gleichung 18.15a) in separaten Funktionen implementiert, obwohl beide Materialbilanzen identisch sind. Da die Kinetik sich in beiden Fällen der Reaktionsordnung jedoch unterscheidet, wurde der Übersichtlichkeit halber eine separate Implementierung gewählt. Außerdem werden die dazugehörigen Randbedingungen (Tabelle 18.1) definiert. " ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "def material_2(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_2(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 material_1(X,y):\n", " '''\n", " Dimensionslose Materialbilanz für die Reaktion 1.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_1(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", "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\n", "\n" ] }, { "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", "Wird die Reaktion 2. Ordnung mit einer Reaktion 1. Ordnung approximiert, wie im Beispiel beschrieben, folgt: \n", "\n", "\\begin{align*}\n", " \\omega_\\mathrm{L} &= \n", " \\frac{r_\\mathrm{1,eff,L}}{r_\\mathrm{1,eff,e}} = \\frac{k_\\mathrm{1,eff}}{k_\\mathrm{1,eff}}\\frac{c_\\mathrm{1,L}}{c_\\mathrm{1,e,L}} \\\\\n", " &=f_1\n", " \n", "\\end{align*}\n", "\n", "\n", "Diese Gleichungen für die dimensionslose Reaktionsgeschwindigkeiten 1. und 2. Ordnung werden jeweils in eine Funktion implementiert." ] }, { "cell_type": "code", "execution_count": 53, "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_2(f):\n", " '''\n", " Dimensionslose Reaktionsgeschwindigkeit für eine Reaktion 2. Ordnung\n", " f : Vektor der Restanteile \n", " '''\n", " return f[0] * f[1] / kappa_2\n", "\n", "def omega_f_1(f):\n", " '''\n", " Dimensionslose Reaktionsgeschwindigkeit für eine Reaktion 1. Ordnung\n", " f : Vektor der Restanteile \n", " '''\n", " return f[0] " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Da der Einfluss der Hatta-Zahlen $(Ha)$ betrachtet werden soll, erfolgt die Variation von $Ha$ 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": 54, "metadata": {}, "outputs": [], "source": [ "Ha_vec = np.array((0.3,2,5)) # Vektor mit Hatta - Zahlen für Beispiel 18.1\n", "\n", "Lösungen_2 = [] # Leere Liste zum Speichern der Lösungen für die Reaktion 2. Ordnung\n", "Lösungen_1 = [] # Leere Liste zum Speichern der Lösungen für die Reaktion 1. Ordnung\n", "N = 1001 # Diskretisierung\n", "X = np.linspace(0,1,N) # Diskretisierung der Ortskoordinate\n", "init = np.zeros((6,N)) # Startwerte für die Iterationen des Solvers\n", "\n", "for HaHa in Ha_vec:\n", " Ha = HaHa\n", " sol_2 = solve_bvp(material_2, bc_material, X,init , max_nodes = 1e10)\n", " sol_1 = solve_bvp(material_1, bc_material, X,init , max_nodes = 1e10)\n", " if sol_2.success == False:\n", " print(sol_2)\n", " if sol_1.success == False:\n", " print(sol_1)\n", " Lösungen_2.append(sol_2)\n", " Lösungen_1.append(sol_1)\n", "\n", "Lösungen_2 = np.array((Lösungen_2))\n", "Lösungen_1 = np.array((Lösungen_1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Abschließend werden die Ergebnisse grafisch veranschaulicht." ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['black','blue','red']\n", "labels = [r'$f_{1,\\mathrm{L}}\\,/\\,1$',r'$f_{2,\\mathrm{L}}\\,/\\,1$',r'$f_{3,\\mathrm{L}}\\,/\\,1$']\n", "\n", "fig, ax = plt.subplots(1, 2, figsize = (10, 5))\n", "for Lösung_2,Lösung_1, Ha, color in zip(Lösungen_2,Lösungen_1,Ha_vec,colors):\n", " ax[0].plot(Lösung_2.x, Lösung_2.y[0], label ='$Ha$ = ' + str(Ha), color = color)\n", " ax[0].plot(Lösung_1.x, Lösung_1.y[0], color = color, linestyle = '--')\n", "ax[0].set_xlim(0,1)\n", "ax[0].set_ylim(0,1)\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'$f_{1,\\mathrm{L}}\\,/\\,1$')\n", "ax[0].set_xlabel(r'$\\chi \\,/\\,1$')\n", "ax[0].legend(frameon=False)\n", "\n", "\n", "for f_i, label, color in zip(Lösungen_2[1].y,labels,colors):\n", " ax[1].plot(Lösungen_2[1].x, f_i, label = label, color = color)\n", "ax[1].plot(Lösungen_2[1].x, omega_f_2(Lösungen_2[1].y), label = r'$\\omega_{1,\\mathrm{L}}$', color = 'black', linestyle =':') \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)\n", "ax[1].tick_params(axis=\"y\",direction=\"in\", right = True)\n", "ax[1].tick_params(axis=\"x\",direction=\"in\", top = True)\n", "ax[1].legend(frameon=False)\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Für das Beispiel 18.3 werden zusätzlich größere $Ha$ betrachtet. Für die Berechnung wird die Reaktionsgeschwindigkeit einer Reaktion 2. Ordung verwendet. " ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [], "source": [ "Ha_vec_3 = np.array((2,5,10,20,100,1000)) # Vektor mit Hatta - Zahlen für Beispiel 18.3\n", "\n", "Lösungen_3 = [] # 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_3:\n", " Ha = HaHa\n", " sol_3 = solve_bvp(material_2, bc_material, X,init , max_nodes = 1e10, tol = 1e-10)\n", " if sol_3.success == False:\n", " print(sol_3)\n", " Lösungen_3.append(sol_3)\n", "\n", "Lösungen_3 = np.array((Lösungen_3))" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['black','blue','red','silver','lightsteelblue','lightcoral']\n", "\n", "fig, ax = plt.subplots(1, 2, figsize = (10, 5))\n", "for Lösung_3, Ha, color in zip(Lösungen_3[:-1],Ha_vec_3[:-1],colors[:-1]):\n", " ax[0].plot(Lösung_3.x, Lösung_3.y[0], label = str(Ha), color = color)\n", " ax[0].plot(Lösung_3.x, Lösung_3.y[1], color = color, linestyle = '--')\n", " ax[1].plot(Lösung_3.x, Lösung_3.y[2], color = color)\n", "\n", "ax[0].plot([],[],label = str(Ha_vec_3[-1]), color = colors[-1])\n", "ax[1].plot(Lösungen_3[-1].x, Lösungen_3[-1].y[0], label = str(Ha), color = colors[-1])\n", "ax[1].plot(Lösungen_3[-1].x, Lösungen_3[-1].y[1], color = colors[-1], linestyle = '--')\n", "ax[1].plot(Lösungen_3[-1].x, Lösungen_3[-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 }