{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "62435aba-1bd8-47ff-a3fb-47931f5282c4",
   "metadata": {},
   "source": [
    "# Beispiel 11.3: Reversible, exotherme Reaktion im Rohrreaktor\n",
    "Bearbeitet von Amke Wiesner"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5fbea6b7-0612-4937-b862-00b5f8104c04",
   "metadata": {},
   "source": [
    "Dieses Beispiel befindet sich im Lehrbuch auf den Seiten 148 - 150. Die Nummerierung der verwendeten Gleichungen entspricht der Nummerierung im Lehrbuch."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ca1c2c8-1148-46ea-98a1-6d3ed8dcd35d",
   "metadata": {},
   "source": [
    "# Code"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd4f1523-b5c0-4d86-9801-53acfd10dab5",
   "metadata": {},
   "source": [
    "Zunächst werden die benötigten Pakete importiert. Im Anschluss werden die gegebenen Werte in Variablen angelegt. Die Werte entstammen dem Beispiel 9.4 des Lehrbuchs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1627a1f9-84bd-41cd-a273-a01f4cf3e7d8",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.integrate import odeint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e142e394-621b-438c-8cb2-9f12ab53d6fa",
   "metadata": {},
   "outputs": [],
   "source": [
    "DRH_ref = -75.3e3       # J/mol       Reaktionsenthalpie bei Referenztemp.\n",
    "DRG_ref = -14.13e3      # J/mol       freie Reaktionsenthalpie\n",
    "DT_ad   = 200           # K           adiabatische Temperaturdifferenz\n",
    "T_a     = 50 + 273      # K           effektive Kühltemperatur\n",
    "T_ref   = 298           # K           Referenztemperatur\n",
    "T_e     = 50 + 273      # K           Eintrittstemperatur (aus Grafik 11.3)\n",
    "T_k     = 50 + 273      # K           Kühltemperatur (aus Grafik 11.3)\n",
    "R       = 8.314         # J/(mol K)   universelle Gaskonstante\n",
    "c1_e    = 1000          # mol/m³      Zulaufkonzentration Komp. A1\n",
    "nu1     = -1            # -           stöchiometrischer Koeffizient Komp. A1\n",
    "\n",
    "tau_av      = 15        # s           mittlere Verweilzeit\n",
    "k0_forward  = 34e6 /60  # 1/s         Frequenzfaktor Hinreaktion\n",
    "Ea_forward  = 48.9e3    # J/mol       Aktivierungsenergie Hinreaktion"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f1078f0-9f90-4873-845f-ed9afe6771e2",
   "metadata": {},
   "source": [
    "Die isotherme, die adabatische und zwei verschiedene polytrope Reaktiosnführungen werden durch Variation der Stanton-Zahl abgebildet."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "963bf551-661c-48dd-af66-89a8b448afd7",
   "metadata": {},
   "outputs": [],
   "source": [
    "St_isotherm    = 0\n",
    "St_poly_1      = 0.73\n",
    "St_poly_2      = 2.5\n",
    "St_adiabatisch = 100000\n",
    "Stanton = [St_isotherm, St_poly_1, St_poly_2, St_adiabatisch]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4158aebf-5eb4-48aa-b8fc-d49fd298f799",
   "metadata": {},
   "source": [
    "Festlegen des Zeitbereichs zur Lösung des Systems aus Differentialgleichungen:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "53f09ac7-a251-4228-a70f-db8626b22e04",
   "metadata": {},
   "outputs": [],
   "source": [
    "t = np.linspace(0, 100, 1001)         # s  Verweilzeit  "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "718311d2-ee42-46aa-a5cf-5a47f0fe1b9b",
   "metadata": {},
   "source": [
    "Ebenso wird direkt zu Beginn ein Temperaturbereich festgelegt, in dem Berechnungen durchgeführt werden sollen und der später in der grafischen Darstellung aufgegriffen wird."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2c60daaa-3dcb-4fe5-96ca-51cb8841a713",
   "metadata": {},
   "outputs": [],
   "source": [
    "T_range = np.linspace(0 + 273, 150 +273, 1501)  # K"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "58e41493-ce57-4eeb-a6cf-ed1d27c17c8c",
   "metadata": {},
   "source": [
    "## Berechnen der Gleichgewichtskonstante"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20b428db-2d83-473c-92e2-acc12e8cf13f",
   "metadata": {},
   "source": [
    "Die temperaturabhängige Gleichgewichtskonstante *K(T)* wird mit Hilfe des Verhältnisses aus $K(T) / K(T_{ref})$ berechnet. Die Formel und Details zur Herleitung finden sich im Beispiel 9.4 des Lehrbuchs. Implementiert wird an dieser Stelle folgender Ausdruck:\n",
    "\n",
    "\\begin{equation*}\n",
    "K(T) = K(T_\\text{ref}) \\cdot exp \\bigg[ \\frac{- \\Delta_\\text{R} H^\\ominus _ \\text{ref}}{R} \\cdot \\bigg( \\frac{1}{T} - \\frac{1}{T_\\text{ref}} \\bigg) \\bigg]\n",
    "\\end{equation*}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c6bce436-59fe-4ff3-a516-e20e1825cecc",
   "metadata": {},
   "outputs": [],
   "source": [
    "def K(T):\n",
    "    return K_ref * np.exp(-DRH_ref/R * (1/T - 1/T_ref))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9c996b04-bad1-4685-bda2-cd0b8ce541d9",
   "metadata": {},
   "source": [
    "Die Gleichgewichtskonstante bei Referenztemperatur nimmt einen konstanten Wert an, der nach Glg. (4.12) berechnet wird."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bcebca33-7b82-4fb4-ac7d-8c268aff960e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "K_ref =  299.8146\n"
     ]
    }
   ],
   "source": [
    "K_ref = np.exp(- DRG_ref / (R*T_ref))   # Glg. (4.12)\n",
    "print('K_ref = ', round(K_ref,4))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "658da262-b783-4c2a-914d-90ea739785e0",
   "metadata": {},
   "source": [
    "Nun werden die Funktionen für die Geschwindigkeitskonstanten der Hin- und Rückreaktion angelegt. Die Geschwindigkeitskonstante der Hinreaktion *k_forward* wird auf Basis des Arrhenius-Ansatzes nach Glg. (5.7) berechnet:\n",
    "\\begin{equation*}\n",
    "k_+ = k_\\text{0,+} \\cdot exp \\bigg( \\frac{-E_\\text{A}}{R \\cdot T} \\bigg)\n",
    "\\end{equation*}\n",
    "\n",
    "Basierend auf Glg. (9.16c) wird die Geschwindigkeitskonstante für die Rückreaktion *k_backward* berechnet:\n",
    "\\begin{equation*}\n",
    "k_- = \\frac{k_+}{K(T)}\n",
    "\\end{equation*}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "bca7d444-b591-4ce9-873b-28b890facac4",
   "metadata": {},
   "outputs": [],
   "source": [
    "def k_forward(T):          # Arrhenius-Ansatz\n",
    "    return k0_forward * np.exp(-Ea_forward / (R * T))\n",
    "\n",
    "def k_backward(T):         # Glg. 9.16c\n",
    "    return k_forward(T) / K(T)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "804a52f4-fbe8-4cfc-a2a9-f1257929b70a",
   "metadata": {},
   "source": [
    "Das folgende Gleichungssystem aus differentiellen Material- und Energiebilanzen wird gelöst. Die Reaktionsführungen werden durch die verschiedenen Stanton-Zahlen eingebunden.\n",
    "\n",
    "Die Basis für die Materialbilanz bildet die Glg. (11.1a). Sie wird für den stationären Fall unter Verwendung der Glg. (11.3b) und (11.5c) umgeformt.\n",
    "\\begin{equation*}\n",
    "\\frac{df}{d \\tau} = \\nu_1 \\cdot r \\cdot \\frac{1}{Da_\\text{I}}\n",
    "\\end{equation*}\n",
    "\n",
    "Der Energiebilanz liegt die Glg. (11.1b) zugrunde. Auch diese wird mit der Glg. (11.3b) und den dimensionslosen Kennzahlen in Glg. (11.5) für den stationären Fall umgeformt.\n",
    "\\begin{equation*}\n",
    "\\frac{dT}{d \\tau} = \\frac{\\Delta T_\\text{ad}}{c_\\text{1,e}} \\cdot r - \\frac{St}{\\overline{\\tau}} \\cdot (T - \\overline{T}_\\text{K})\n",
    "\\end{equation*}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "fae30b04-b16c-4c10-8c53-e08282c436a3",
   "metadata": {},
   "outputs": [],
   "source": [
    "U_save = [0,0,0,0]\n",
    "T_save = [0,0,0,0]\n",
    "t_save = [0,0,0,0]\n",
    "counter  = 0\n",
    "for St in Stanton:\n",
    "    \n",
    "    f0, T0 = 1.0, T_e\n",
    "    \n",
    "    def balance(y, t):\n",
    "        f, T = y\n",
    "        \n",
    "        r = k_forward(T) * c1_e * f - k_backward(T) * c1_e * (1-f)    # Glg. im Bsp. 11.3\n",
    "        dfdt = nu1 * (r) * 1/c1_e                                     # Materialbilanz\n",
    "        dTdt = DT_ad/c1_e * (r) - St/tau_av * (T - T_k)               # Energiebilanz\n",
    "        \n",
    "        return dfdt, dTdt\n",
    "    \n",
    "    # Anfangsbedingungen\n",
    "    y0 = f0, T0\n",
    "    \n",
    "    # Lösen\n",
    "    solve = odeint(balance, y0, t)\n",
    "    f, T  = solve.T\n",
    "    \n",
    "    U = 1 - f\n",
    "    \n",
    "    # Speichern \n",
    "    U_save[counter] = U\n",
    "    T_save[counter] = T\n",
    "    t_save[counter] = t\n",
    "    \n",
    "    counter = counter + 1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5c2b608c-e055-4b7f-b54c-54488d25ae63",
   "metadata": {},
   "source": [
    "Wie bereits im Beispiel 9.4 soll auch hier der Umsatzgrad in Abhängigkeit von der Temperatur betrachtet werden. Zunächst wird der Verlauf des Umsatzgrades im Gleichgewichtszustand berechnet. Dazu wird die Glg. (9.17) verwendet. Der Verlauf des Umsatzgrades bei verschiedenen Reaktionsgeschwindigkeiten wird nach Glg. (9.31) berechnet. Eine detaillierte Herleitung ist im Beispiel 9.4 im Lehrbuch zu finden."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "2f4602f6-234e-423d-8ab4-8f54b162997c",
   "metadata": {},
   "outputs": [],
   "source": [
    "def U_eq(T):                     # Glg. (9.17)\n",
    "    return K(T)/( K(T)+1 )\n",
    "\n",
    "def U_r(T,r):                    # Glg. (9.31)\n",
    "    return ( k_forward(T) * c1_e - r )/ ( c1_e * (k_forward(T) + k_backward(T)) )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50a9e17b-e645-4161-bd4c-51a45f78d01e",
   "metadata": {},
   "source": [
    "Zudem ist von Interesse, wie sich der maximale Umsatzgrad bei verschiedenen Reaktionsgeschwindigkeiten verändert. Dies wird in der $\\Gamma$-Kurve dargestellt. In einer *for*-Schleife werden verschiedene Werte für die Reaktionsgeschwindigkeit eingesetzt und der Verlauf des Umsatzgrades mit Hilfe der Funktion *U_r* berechnet. Für jede Reaktionsgeschwindigkeit wird der maximale Umsatzgrad und die Temperatur, bei der dieser erreicht wird, bestimmt und gespeichert."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "714e3708-7ee2-4dc6-b20b-ad073144f14d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Gamma-Kurve berechnen (Verbindet die Maxima von U_r)\n",
    "r_range = np.linspace(0, 100, 1001)\n",
    "\n",
    "gamma  = np.empty(0)\n",
    "T_gamma = np.empty(0)\n",
    "\n",
    "for r in r_range:\n",
    "    \n",
    "    U       = U_r(T_range, r)\n",
    "    U_max   = np.max(U)\n",
    "    gamma   = np.append(gamma, U_max)\n",
    "    \n",
    "    T_pos   = np.argwhere(U == U_max)[0,0] \n",
    "    T_pos   = T_range[T_pos]\n",
    "    T_gamma = np.append(T_gamma, T_pos)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89fd2f2c-de81-47f7-9bed-f3efc36cbffd",
   "metadata": {},
   "source": [
    "In einem weiteren Diagramm wird der Reaktionswiderstand in Abhängigkeit vom Umsatzgrad dargestellt. Um den Reaktionswiderstand berechnen zu können, wird zunächst die Reaktionsgeschwindigkeit bei Zulaufbedingungen bestimmt.\n",
    "\\begin{equation*}\n",
    "r_\\text{e} = k_\\text{0,+} \\cdot exp \\bigg( \\frac{-E_\\text{A}}{R \\cdot T_\\text{e}} \\bigg) \\cdot c_\\text{1,e} = k_+ \\cdot c_\\text{1,e}\n",
    "\\end{equation*}\n",
    "\n",
    "Anschließend wird die Reaktionsgeschwindigkeit *r* in Abhängigkeit von der Temperatur und dem Umsatzgrad als Funktion definiert. Die Basisgleichung für die Reaktionsgeschwindigkeit ist im Beispiel 11.3 des Lehrbuches zu finden.\n",
    "\\begin{equation*}\n",
    "r = k_+ \\cdot c_\\text{1,e} \\cdot (1-U) - k_- \\cdot c_\\text{1,e} \\cdot U\n",
    "\\end{equation*}\n",
    "\n",
    "Der Reaktionswiderstand berechnet sich aus dem Verhältnis der Reaktionsgeschwindigkeit und der Reaktionsgeschwindigkeit bei Zulaufbedingungen. Dabei wird für den Umsatzgrad jeweils der berechnete Umsatzgrad für die verschiedenen Temperaturführungen ($St$ = 0, 0.25, 2.5, 100000) eingesetzt."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e6aa6005-df8c-4301-8941-4429297e1259",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "r_e = 6.9996\n"
     ]
    }
   ],
   "source": [
    "# Reaktionsgeschwindigkeit bei Zulaufbedingungen\n",
    "r_e = k_forward(T_e)* c1_e\n",
    "print(f'r_e = {round(r_e,5)}')\n",
    "\n",
    "# Reaktionsgeschwindigkeit\n",
    "def r(T,U):\n",
    "    return k_forward(T) * c1_e * (1-U) - k_backward(T) * c1_e * U\n",
    "\n",
    "# Reaktionswiderstand\n",
    "def RW(T,U_save):\n",
    "    return r_e/r(T,U_save)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bdeb1770-a5c1-462d-9305-a33cca59f863",
   "metadata": {},
   "source": [
    "Im folgenden Codeblock erfolgt die grafische Darstellung der berechneten Größen."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "bf5b4ade-20fc-4c3e-a18f-0383e9ba26a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 5000x5000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,axs = plt.subplots(2,2, figsize = (10,10), dpi = 500)\n",
    "\n",
    "ls = ['solid', 'dashed', 'dashdot', 'dotted']\n",
    "\n",
    "# oben links [0,0]\n",
    "axs[0,0].set_xlabel('$\\\\tau$ / s')\n",
    "axs[0,0].set_ylabel('$U$ / 1')\n",
    "axs[0,0].set_xlim(0,100)\n",
    "axs[0,0].set_ylim(0,1)\n",
    "axs[0,0].grid(True)\n",
    "\n",
    "counter = 0\n",
    "for St in Stanton:\n",
    "    axs[0,0].plot(t_save[counter], U_save[counter], label = (f'$St$ = {St}'), color = 'black', linestyle = ls[counter])\n",
    "    counter = counter + 1\n",
    "    \n",
    "axs[0,0].legend(loc = 'upper left')\n",
    "\n",
    "# oben rechts [0,1]\n",
    "axs[0,1].set_xlabel('$\\\\tau$ / s')\n",
    "axs[0,1].set_ylabel('$T$ / °C')\n",
    "axs[0,1].set_xlim(0,100)\n",
    "axs[0,1].set_ylim(0,150)\n",
    "axs[0,1].set_yticks([0,50,100,150])\n",
    "axs[0,1].grid(True)\n",
    "\n",
    "counter = 0\n",
    "for St in Stanton:\n",
    "    axs[0,1].plot(t_save[counter], T_save[counter]-273, label = (f'$St$ = {St}'), color = 'black', linestyle = ls[counter])\n",
    "    \n",
    "    counter = counter + 1\n",
    "\n",
    "# unten links [1,0]\n",
    "axs[1,0].set_xlabel('$T$ / °C')\n",
    "axs[1,0].set_ylabel('$U$ / 1')\n",
    "axs[1,0].set_xlim(40, 120)\n",
    "axs[1,0].set_ylim(0,1)\n",
    "axs[1,0].grid(True)\n",
    "\n",
    "axs[1,0].plot(T_range-273, U_eq(T_range), label = ('$U_{eq}$'), color = 'black', linewidth = 3)\n",
    "axs[1,0].plot(T_gamma-273, gamma, label = ('$\\Gamma$-Kurve'), color = 'grey', linestyle = 'dashed')\n",
    "axs[1,0].plot(T_range-273, U_r(T_range, 5), color = 'grey', linestyle = 'solid', label = '$r$ = const')\n",
    "axs[1,0].plot(T_range-273, U_r(T_range, 10), color = 'grey', linestyle = 'solid')\n",
    "axs[1,0].plot(T_range-273, U_r(T_range, 30), color = 'grey', linestyle = 'solid')\n",
    "axs[1,0].legend(loc = 'upper right')\n",
    "\n",
    "counter = 0\n",
    "for St in Stanton:\n",
    "    axs[1,0].plot(T_save[counter]-273, U_save[counter], color = 'black', linestyle = ls[counter])\n",
    "    \n",
    "    T_dot = T_save[counter]\n",
    "    U_dot = U_save[counter]\n",
    "    axs[1,0].plot(T_dot[len(T_dot)-1]-273, U_dot[len(T_dot)-1], 'o', color = 'black')\n",
    "    \n",
    "    counter = counter + 1\n",
    "\n",
    "# unten rechts [1,1]\n",
    "axs[1,1].set_xlabel('$U$ / 1')\n",
    "axs[1,1].set_ylabel('$r_e$/$r$ / 1')\n",
    "axs[1,1].set_xlim(0,1)\n",
    "axs[1,1].set_ylim(0,5)\n",
    "axs[1,1].grid(True)\n",
    "\n",
    "counter = 0\n",
    "for St in Stanton:\n",
    "    axs[1,1].plot(U_save[counter], RW(T_save[counter], U_save[counter]), color = 'black', linestyle = ls[counter])\n",
    "    \n",
    "    U_dot  = U_save[counter]\n",
    "    RW_dot = RW(T_save[counter], U_save[counter])\n",
    "    axs[1,1].plot(U_dot[len(U_dot)-1], RW_dot[len(U_dot)-1], 'o', color = 'black')\n",
    "    \n",
    "    counter = counter + 1\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "47b226cd-530d-46be-bc4c-59779388960f",
   "metadata": {},
   "source": [
    "Eine detaillierte Interpretation der Grafik findet sich im Beispiel 11.3 des Lehrbuchs."
   ]
  }
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