{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Diffusion flamelet z-resolution : Demo\n", "\n", "The goal of this tutorial is to provide the user a way to understand and to test the resolution of counteflow-diffusion flames in the Z-space, as it will be explained later. The whys and wherefores of the method are explained before recalling basics about counterflow-diffusion flames. Eventually, the flamelet equations are given and an example of use is showed.\n", "\n", "## 1. Introduction : Why such a method ?\n", "For a long time now, scientists have tried to study numerical methods and improve the speed of their calculations. The goal of this modification was to resolve a counterflow-diffusion flame in the mixture fraction space rather than in the physical space.\n", "\n", "Indeed, the resolution in the z-space enables the grid to be refined more naturally towards the flame front and therefore helps the calculation to converge. Furthermore, part of the work is done before simulating the flame, as we will guess a certain χ parameter, called a passive dissipation scalar. This is the only parameter representing the transport properties of the flame, which makes the job easier for the computer.\n", "\n", "The main drawback of this method is that it supposes that the chemistry is infinitely fast, which is for some species not the case (it is possible to think about the formation of NOx for instance).\n", "\n", "## 2. Basics about Counterflow-Diffusion Flames (CDF)\n", "\n", "Counterflow Diffusion Flames (CDF) are often studied as they represent a commonly met configuration in combustion chambers. Contrary to premixed flames where fuel and oxidizer are mixed before burning, diffusion flames burn fuel and oxidizer while mixing. The dynamic of the flame is therefore not mastered by the same parameters.\n", "\n", "Furthermore, to maintain the flame alive, it is necessary to stretch it (otherwise, the reaction rate decreases as 1t√ with t being the time). The strain rate is defined as follows :\n", "\n", "$$a= \\frac{u_F+u_O}{L}$$\n", " \n", "with $u_F$ the velocity of the fuel, $u_O$ the velocity of the oxidizer and L the length between the two ducts. The unit is in $s^{−1}$ and it represented the way the two reactants are pushed together. The higher this number is, the greater the flame is strained.\n", "\n", "To characterize the flame, two equivalence ratios are often defined, namely the global equivalence ratio :\n", "\n", "$$ \\phi_{glob} = s \\frac{Y_f^0 \\dot{m_1}}{Y_o^0 \\dot{m_2}} $$ \n", " \n", "with $ s = \\frac{\\nu_o W_o}{\\nu_f W_f}$ , $\\nu_f$ and $\\nu_o$ being the stochiometric coefficient of the fuel and the oxidizer, $W_f$ and $W_o$ being the molar masses of the fuel and the oxidizer, $Y_f^0$ and $Y_o^0$ being the mass fractions of the fuel and the oxidizer and $\\dot{m_1}$ and \\dot{m_2} being the mass flow rates of the fuel and oxidizer streams.\n", "\n", "and the local equivalence ratio :\n", "\n", "$$ \\phi_{loc} = s \\frac{Y_f^0}{Y_o^0} \\frac{z}{1-z}$$ \n", " \n", "with $z$ the normalized passive scalar constructed thanks to the conservation equations. This variable respects the following equation :\n", "\n", "$$ \\frac{\\partial \\rho z}{\\partial t} + \\frac{\\partial}{\\partial x_i} (\\rho u_i z) = \\frac{\\partial}{\\partial x_i} (\\rho D \\frac{z}{x_i}) $$\n", " \n", "with $D$ the diffusive coefficient, $x_i$ the different directions and $u_i$ the velocity associated to it\n", "\n", "and takes the following expression :\n", "\n", "$$ z= \\frac{s Y_f − Y_o + Y^0_o}{s Y^0_f+Y^0_o} $$\n", " \n", "$z$ is 1 when there is only fuel in the mix and 0 when there is just the oxidizer. This variable is often called the mixing fraction and this is what will be used in the following equations.\n", "\n", "## 3. Flamelet equations\n", "Assuming unity Lewis number of the mixture fraction $Le_z$ , a constant Lewis number for every species $Le_i$ , no radiating heat loss and negligible Soret effect, the equations can be written as :\n", "\n", "$$ \\rho \\frac{\\partial Y_i}{\\partial t} = \\frac{\\rho \\chi}{2 Le_i} \\frac{\\partial^2 Y_i}{\\partial z^2} + \\frac{1}{4} (\\frac{1}{Le_i} -1 ) \\left( \\frac{\\partial \\rho \\chi}{\\partial z} + \\rho \\chi \\frac{c_p}{\\lambda} \\frac{\\partial}{\\partial z} (\\frac{\\lambda}{c_p}) \\right) \\frac{\\partial Y_i}{\\partial Z} + \\dot{\\omega_i}$$\n", "\n", "$$ \\rho \\frac{\\partial T}{\\partial t} = \\frac{\\rho \\chi}{2} \\frac{\\partial^2 T}{\\partial z^2} + \\frac{\\rho \\chi}{2 c_p} \\frac{\\partial c_p}{\\partial z} \\frac{\\partial T}{\\partial z} + \\frac{\\rho \\chi}{2 c_p} \\sum^N_{i=1} \\left( \\frac{c_{p,i}}{Le_i} \\frac{\\partial Y_i}{\\partial z} \\right) \\frac{\\partial T}{\\partial z} - \\frac{1}{c_p} \\sum^N_{i=1} h_i \\dot{\\omega_i}$$\n", " \n", "with $\\rho$ the density, $Y_i$ the mass fraction of the i-th species, $T$ the temperature, $c_p$ the pressure coefficient of the mix, $\\lambda$ the heat conduction, $c_{p,i}$ the specific heat of the i-th species, $\\dot{\\omega_i}$ the net production rate of the i-th species and $h_i$ the enthalpy of the i-th species.\n", "\n", "$\\chi$ is defined as the scalar dissipation rate of which the expression is the following for a one dimensional strained flame :\n", "\n", "$$ \\chi= 2 D_z \\left(\\frac{\\partial z}{\\partial x_1}\\right)^2 $$\n", " \n", "And the solution for $z$ is known for such a case, therefore the dissipation rate takes the following expression :\n", "\n", "$$ \\chi = a \\pi \\exp(−2[erf^{−1}(1−2z)]^2) $$\n", "\n", "## 4. Example of use\n", "Here, the code will be tested on a methane/oxygen mix with the following parameters :\n", "- P=101325 Pa\n", "- T=300 K\n", "- $\\phi$ =1 \n", "\n", "The mechanism used is the skeletal from Lu, avaiblable on http://chemistry.cerfacs.fr\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import cantera as ct\n", "import time\n", "import numpy as np\n", "from scipy.special import erfinv, erfcinv, erf\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 4.1 Gas initialization\n", "\n", "Some important parameters are initialized. You should note that the mass flow rates have been chosen arbitrarily." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "T = 300.0 # temperature\n", "P = 101325.0 # pressure\n", "\n", "rho_o = P / (8.314 / 0.032 * T) # oxidizer density\n", "tin_o = 300.0 # oxidizer inlet temperature\n", "mdot_o = 0.8 # kg/m^2/s\n", "comp_o = 'O2:1' # oxidizer composition\n", "u_o = mdot_o / rho_o # oxidizer speed\n", "\n", "rho_f = P / (8.314 / 0.016 * T) # fuel density\n", "tin_f = 300.0 # fuel inlet temperature\n", "mdot_f = 0.2 # kg/m^2/s\n", "comp_f = 'CH4:1' # fuel composition\n", "u_f = mdot_f / rho_f # fuel speed\n", "\n", "width = 1.0 # width\n", "SR = (u_o + u_f) / (width) # strain rate\n", "\n", "gas_1 = ct.Solution('Lu.yaml')\n", "gas_1.TP = T, P" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 4.2 Flamelet creation\n", "\n", "Here, the flamelet object is created. The scalar dissipation rate at stochiometry must be provided to the code to have an initialization of the solution. In the expression of $\\chi$ here, $z$ is calculated at the stochiometry but the strain rate SR is only the mean strain rate (therefore lower that at stochiometry). If the calculation does not run, it is therefore advise to go for a trial and error approach by increasing this value. Here, a graph showing the initialization of the temperature profile is shown below this code box. As for the usual calculation, a linear profile is created, with here a peak being at $z = $ 0.2 as it is the value of the mixing fraction at $\\phi$=1." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Temperature [K]')" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rcParams['figure.figsize'] = (14, 10)\n", "\n", "initial_grid = np.linspace(0,width,11) # initial grid for the calculation\n", "\n", "f_1 = ct.Flamelet(gas_1, initial_grid) # Flamelet object creation\n", "\n", "f_1.fuel_inlet.mdot = mdot_f # Fuel inlet conditions\n", "f_1.fuel_inlet.Y = comp_f\n", "f_1.fuel_inlet.T = tin_f\n", " # Oxidizer inlet conditions\n", "f_1.oxidizer_inlet.mdot = mdot_o\n", "f_1.oxidizer_inlet.Y = comp_o\n", "f_1.oxidizer_inlet.T = tin_o\n", "\n", "f_1.ChiSt = SR/np.pi*(np.exp(-2*((erfinv(1-2*0.2))**2))) # Stochiometric scalar dissipation rate\n", "\n", "f_1.set_initial_guess()\n", "\n", "plt.plot(f_1.flame.grid, f_1.T)\n", "plt.xlabel('Position [m]', fontsize=15)\n", "plt.ylabel('Temperature [K]', fontsize=15)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 4.3 Solving the flamelet equations¶\n", "\n", "The flamelet equations are resolved here. The flame is saved and the heat release is calculated. A few results are then ploted to see the coherence." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 1.709e-08 8.311\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 1.297e-07 7.615\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 2.217e-06 5.761\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 3.788e-05 4.608\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 0.003276 3.07\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 0.01659 1.894\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 942.3 -5.26\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [11] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 0 1 2 3 4 5 6 7 8 9 \n", " to resolve C C2H2 C2H3 C2H4 C2H5 C2H6 CH2 CH2(S) CH2CO CH2O CH2OH CH3 CH3OH CH4 CO CO2 H H2 H2O H2O2 HCCO HCO HO2 O O2 OH T \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 1.297e-07 7.203\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 3.325e-06 5.961\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 0.08397 2.441\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [21] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 \n", " to resolve C C2H2 C2H3 C2H4 C2H5 C2H6 CH CH2 CH2(S) CH2CO CH2O CH2OH CH3 CH3OH CH4 CO CO2 H H2 H2O H2O2 HCCO HCO HO2 O O2 OH T \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 2.525e-05 4.401\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [41] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 \n", " to resolve C C2H2 C2H3 C2H4 C2H5 C2H6 CH CH2 CH2(S) CH2CO CH2O CH2OH CH3 CH3OH CH4 CO CO2 H H2 H2O H2O2 HCCO HCO HO2 O O2 OH T \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... failure. \n", "Take 100 timesteps 0.05598 1.559\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [64] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 0 1 2 3 4 5 6 7 8 9 10 11 12 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 \n", " to resolve C C2H2 C2H3 C2H4 C2H5 C2H6 CH CH2 CH2(S) CH2CO CH2O CH2OH CH3 CH3OH CH4 CO CO2 H H2 H2O H2O2 HCCO HCO HO2 O OH T \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [105] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 0 1 2 3 4 5 6 7 8 9 10 52 53 54 55 56 57 58 59 60 61 62 63 64 \n", " to resolve C C2H2 C2H3 C2H5 C2H6 CH CH2 CH2(S) CH2CO CH2O CH2OH CH3 CH3OH CO H H2 H2O2 HCCO HO2 O OH T \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [129] point grid(s).\n", "\n", "..............................................................................\n", "##############################################################################\n", "Refining grid in flame.\n", " New points inserted after grid points 3 4 64 65 66 67 68 69 70 71 72 73 74 75 76 77 \n", " to resolve C2H2 CH2 CH2(S) CH2CO CH2O CH2OH CH3 H2O2 HCCO \n", "##############################################################################\n", "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [145] point grid(s).\n", "\n", "..............................................................................\n", "no new points needed in flame\n" ] } ], "source": [ "# Calculation properties\n", "\n", "loglevel = 1\n", "f_1.set_max_jac_age(1, 1)\n", "f_1.set_time_step(1.e-9, [100, 100, 100])\n", "f_1.energy_enabled = True\n", "f_1.set_refine_criteria(ratio=4, slope=0.1, curve=0.1)\n", "\n", "# Solver\n", "t1_A = time.time()\n", "f_1.solve(loglevel, refine_grid = 'refine')\n", "t1_B = time.time()\n", "f_1.save('CH4-O2-converged-flamelet-ARC.csv')\n", "\n", "# Calculation of the heat release\n", "hr_1 = -np.sum(f_1.standard_enthalpies_RT * f_1.net_production_rates, 0) * ct.gas_constant * f_1.T" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rcParams['figure.figsize'] = (14, 10)\n", "\n", "# Get interesting indices for computation of species\n", "fuel_species = 'CH4'\n", "ifuel = gas_1.species_index(fuel_species)\n", "io2 = gas_1.species_index('O2')\n", "ico = gas_1.species_index('CO')\n", "\n", "# Initiate interesting vectors\n", "ch4_1 = np.zeros(f_1.flame.n_points,'d')\n", "o2_1 = np.zeros(f_1.flame.n_points,'d')\n", "co_1 = np.zeros(f_1.flame.n_points,'d')\n", "\n", "# Computes interesting quantities for analyzing a counter-flow flame\n", "for n in range(f_1.flame.n_points):\n", " f_1.set_gas_state(n)\n", " ch4_1[n]= gas_1.Y[ifuel]\n", " o2_1[n]= gas_1.Y[io2]\n", " co_1[n]= gas_1.Y[ico]\n", "T_1 = f_1.T\n", " \n", "plt.plot(f_1.flame.grid,T_1/np.max(T_1),f_1.flame.grid,ch4_1/np.max(ch4_1),\n", " f_1.flame.grid,o2_1/np.max(o2_1),f_1.flame.grid,co_1/np.max(co_1))\n", "plt.title(r'$T_{adiabatic}, Y_{CH_4}, Y_{O_2}, Y_{CO}$ vs. Position',fontsize=25)\n", "plt.xlabel(r'Mixture fraction', fontsize=15)\n", "plt.ylabel('Normalized values of different quantities',fontsize=15)\n", "plt.legend(['Temperature','$Y_{CH_4}$', '$Y_{O_2}$', '$Y_{CO}$'],fontsize=15)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Running the \"official\" CDF method\n", "\n", "### 5.1 Gas initialization" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "T = 300.0 # temperature\n", "P = 101325.0 # pressure\n", "\n", "rho_o = P / (8.314 / 0.032 * T) # oxidizer density\n", "tin_o = 300.0 # oxidizer inlet temperature\n", "mdot_o = 0.8 # kg/m^2/s\n", "comp_o = 'O2:1' # oxidizer composition\n", "u_o = mdot_o / rho_o # oxidizer speed\n", "\n", "rho_f = P / (8.314 / 0.016 * T) # fuel density\n", "tin_f = 300.0 # fuel inlet temperature\n", "mdot_f = 0.2 # kg/m^2/s\n", "comp_f = 'CH4:1' # fuel composition\n", "u_f = mdot_f / rho_f # fuel speed\n", "\n", "width = 1.0 # width\n", "SR = (u_o + u_f) / (width) # strain rate\n", "\n", "gas_2 = ct.Solution('Lu.yaml')\n", "gas_2.TP = T, P" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Temperature [K]')" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rcParams['figure.figsize'] = (14, 10)\n", "\n", "initial_grid = np.linspace(0,width,11) # initial grid for the calculation\n", "\n", "f_2 = ct.CounterflowDiffusionFlame(gas_2, initial_grid) # Counterflow diffusion flame object creation\n", "\n", "f_2.fuel_inlet.mdot = mdot_f # Fuel inlet conditions\n", "f_2.fuel_inlet.Y = comp_f\n", "f_2.fuel_inlet.T = tin_f\n", " # Oxidizer inlet conditions\n", "f_2.oxidizer_inlet.mdot = mdot_o\n", "f_2.oxidizer_inlet.Y = comp_o\n", "f_2.oxidizer_inlet.T = tin_o\n", "\n", "f_2.set_initial_guess()\n", "\n", "plt.plot(f_2.flame.grid, f_2.T)\n", "plt.xlabel('Position [m]', fontsize=15)\n", "plt.ylabel('Temperature [K]', fontsize=15)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 5.3 Solving the counterflow-diffusion flame equations" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "..............................................................................\n", "Attempt Newton solution of steady-state problem... success.\n", "\n", "Problem solved on [199] point grid(s).\n", "\n", "..............................................................................\n", "no new points needed in flame\n" ] }, { "ename": "CanteraError", "evalue": "\n*******************************************************************************\nCanteraError thrown by SolutionArray::writeEntry:\nFile 'CH4-O2-converged-cf-ARC.csv' already exists; use option 'overwrite' to replace CSV file.\n*******************************************************************************\n", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mCanteraError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[13], line 13\u001b[0m\n\u001b[1;32m 11\u001b[0m f_2\u001b[38;5;241m.\u001b[39msolve(loglevel, refine_grid \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mrefine\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m 12\u001b[0m t2_B \u001b[38;5;241m=\u001b[39m time\u001b[38;5;241m.\u001b[39mtime()\n\u001b[0;32m---> 13\u001b[0m \u001b[43mf_2\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msave\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mCH4-O2-converged-cf-ARC.csv\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 15\u001b[0m \u001b[38;5;66;03m# Calculation of the heat release\u001b[39;00m\n\u001b[1;32m 16\u001b[0m hr_2 \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m-\u001b[39mnp\u001b[38;5;241m.\u001b[39msum(f_2\u001b[38;5;241m.\u001b[39mstandard_enthalpies_RT \u001b[38;5;241m*\u001b[39m f_2\u001b[38;5;241m.\u001b[39mnet_production_rates, \u001b[38;5;241m0\u001b[39m) \u001b[38;5;241m*\u001b[39m ct\u001b[38;5;241m.\u001b[39mgas_constant \u001b[38;5;241m*\u001b[39m f_2\u001b[38;5;241m.\u001b[39mT\n", "File \u001b[0;32mbuild/python/cantera/_onedim.pyx:2230\u001b[0m, in \u001b[0;36mcantera._onedim.Sim1D.save\u001b[0;34m()\u001b[0m\n", "\u001b[0;31mCanteraError\u001b[0m: \n*******************************************************************************\nCanteraError thrown by SolutionArray::writeEntry:\nFile 'CH4-O2-converged-cf-ARC.csv' already exists; use option 'overwrite' to replace CSV file.\n*******************************************************************************\n" ] } ], "source": [ "# Calculation properties\n", "\n", "loglevel = 1\n", "f_2.set_max_jac_age(1, 1)\n", "f_2.set_time_step(5.e-8, [10, 20, 80])\n", "f_2.energy_enabled = True\n", "f_2.set_refine_criteria(ratio=4, slope=0.1, curve=0.1)\n", "\n", "# Solver\n", "t2_A = time.time()\n", "f_2.solve(loglevel, refine_grid = 'refine')\n", "t2_B = time.time()\n", "f_2.save('CH4-O2-converged-cf-ARC.csv')\n", "\n", "# Calculation of the heat release\n", "hr_2 = -np.sum(f_2.standard_enthalpies_RT * f_2.net_production_rates, 0) * ct.gas_constant * f_2.T" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rcParams['figure.figsize'] = (14, 10)\n", "\n", "# Get interesting indices for computation of species\n", "fuel_species = 'CH4'\n", "ifuel = gas_2.species_index(fuel_species)\n", "io2 = gas_2.species_index('O2')\n", "ico = gas_2.species_index('CO')\n", "\n", "# Initiate interesting vectors\n", "ch4_2 = np.zeros(f_2.flame.n_points,'d')\n", "o2_2 = np.zeros(f_2.flame.n_points,'d')\n", "co_2 = np.zeros(f_2.flame.n_points,'d')\n", "\n", "# Computes interesting quantities for analyzing a counter-flow flame\n", "for n in range(f_2.flame.n_points):\n", " f_2.set_gas_state(n)\n", " ch4_2[n]= gas_2.Y[ifuel]\n", " o2_2[n]= gas_2.Y[io2]\n", " co_2[n]= gas_2.Y[ico]\n", "T_2 = f_2.T\n", " \n", "plt.plot(f_2.flame.grid,T_2/np.max(T_2),f_2.flame.grid,ch4_2/np.max(ch4_2),\n", " f_2.flame.grid,o2_2/np.max(o2_2),f_2.flame.grid,co_2/np.max(co_2))\n", "plt.title(r'$T_{adiabatic}, Y_{CH_4}, Y_{O_2}, Y_{CO}$ vs. Position',fontsize=25)\n", "plt.xlabel(r'Physical space [m]', fontsize=15)\n", "plt.ylabel('Normalized values of different quantities',fontsize=15)\n", "plt.xlim([0.2, 0.4])\n", "plt.legend(['Temperature','$Y_{CH_4}$', '$Y_{O_2}$', '$Y_{CO}$'],fontsize=15)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 6. Comparison with the between the two methods\n", "\n", "### Calculation time" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Time taken by the flamelet method : 34.48302745819092 s\n", "Time taken by the CDF method : 0.44052815437316895 s\n" ] } ], "source": [ "print('Time taken by the flamelet method :', t1_B-t1_A, ' s')\n", "print('Time taken by the CDF method :', t2_B-t2_A, ' s')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Profiles" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "- : flamelet method, -- : cantera default method\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mass_st_ratio = 4 # stoechiometric combustion CH4/O2\n", "\n", "Z_1 = (mass_st_ratio*f_1.Y[gas_1.species_index('CH4')]-f_1.Y[gas_1.species_index('O2')]+1)/(mass_st_ratio*1+1)\n", "Z_2 = (mass_st_ratio*f_2.Y[gas_2.species_index('CH4')]-f_2.Y[gas_2.species_index('O2')]+1)/(mass_st_ratio*1+1)\n", "\n", "plt.plot(Z_1,T_1/np.max(T_1),'b-', Z_1,ch4_1/np.max(ch4_1),'r-',\n", " Z_1,o2_1/np.max(o2_1),'g-', Z_1,co_1/np.max(co_1),'k-')\n", "plt.plot(Z_2,T_2/np.max(T_2),'b--',Z_2,ch4_2/np.max(ch4_2),'r--',\n", " Z_2,o2_2/np.max(o2_2),'g--',Z_2,co_2/np.max(co_2),'k--')\n", "plt.title(r'$T_{adiabatic}, Y_{CH_4}, Y_{O_2}, Y_{CO}$ vs. z',fontsize=25)\n", "plt.xlabel(r'Mixture fraction', fontsize=15)\n", "plt.ylabel('Normalized values of different quantities',fontsize=15)\n", "plt.legend(['Temperature','$Y_{CH_4}$', '$Y_{O_2}$', '$Y_{CO}$'],fontsize=15)\n", "\n", "print('- : flamelet method, -- : cantera default method')" ] } ], "metadata": { "kernelspec": { "display_name": "cantera-avbp3.0-py39", "language": "python", "name": "cantera-avbp3.0-py39" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.5" }, "vscode": { "interpreter": { "hash": "b0fa6594d8f4cbf19f97940f81e996739fb7646882a419484c72d19e05852a7e" } } }, "nbformat": 4, "nbformat_minor": 2 }