{ "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Sxhg2gNy6nuY" }, "source": [ "# Transient Heat Conduction in Various Geometries\n", "\n", "Keywords: ipopt usage, dae, differential-algebraic equations, pde, partial differential equations" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Sxhg2gNy6nuY" }, "source": [ "## Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d.axes3d import Axes3D \n", " \n", "import shutil\n", "import sys\n", "import os.path\n", "\n", "if not shutil.which(\"pyomo\"):\n", " !pip install -q pyomo\n", " assert(shutil.which(\"pyomo\"))\n", "\n", "if not (shutil.which(\"ipopt\") or os.path.isfile(\"ipopt\")):\n", " if \"google.colab\" in sys.modules:\n", " !wget -N -q \"https://ampl.com/dl/open/ipopt/ipopt-linux64.zip\"\n", " !unzip -o -q ipopt-linux64\n", " else:\n", " try:\n", " !conda install -c conda-forge ipopt \n", " except:\n", " pass\n", "\n", "assert(shutil.which(\"ipopt\") or os.path.isfile(\"ipopt\"))\n", "from pyomo.environ import *\n", "from pyomo.dae import *" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Sxhg2gNy6nuY", "tags": [] }, "source": [ "## Rescaling the heat equation\n", "\n", "Transport of heat in a solid is described by the familiar thermal diffusion model\n", "\n", "$$\n", "\\begin{align*}\n", "\\rho C_p\\frac{\\partial T}{\\partial t} & = \\nabla\\cdot(k\\nabla T)\n", "\\end{align*}\n", "$$\n", "\n", "We'll assume the thermal conductivity $k$ is a constant, and define thermal diffusivity in the conventional way\n", "\n", "$$\n", "\\begin{align*}\n", "\\alpha & = \\frac{k}{\\rho C_p}\n", "\\end{align*}\n", "$$\n", "\n", "We will further assume symmetry with respect to all spatial coordinates except $r$ where $r$ extends from $-R$ to $+R$. The boundary conditions are\n", "\n", "$$\n", "\\begin{align*}\n", "T(t,R) & = T_{\\infty} & \\forall t > 0 \\\\\n", "\\nabla T(t,0) & = 0 & \\forall t \\geq 0 \n", "\\end{align*}\n", "$$\n", "\n", "where we have assumed symmetry with respect to $r$ and uniform initial conditions $T(0, r) = T_0$ for all $0 \\leq r \\leq R$. Following standard scaling procedures, we introduce the dimensionless variables\n", "\n", "$$\n", "\\begin{align*}\n", "T' & = \\frac{T - T_0}{T_\\infty - T_0} \\\\\n", "r' & = \\frac{r}{R} \\\\\n", "t' & = t \\frac{\\alpha}{R^2}\n", "\\end{align*}\n", "$$" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Sxhg2gNy6nuY" }, "source": [ "## Dimensionless model\n", "\n", "Under these conditions the problem reduces to \n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T'}{\\partial t'} & = \\nabla^2 T'\n", "\\end{align*}\n", "$$\n", "\n", "with auxiliary conditions\n", "\n", "$$\n", "\\begin{align*}\n", "T'(0, r') & = 0 & \\forall 0 \\leq r' \\leq 1\\\\\n", "T'(t', 1) & = 1 & \\forall t' > 0\\\\\n", "\\nabla T'(t', 0) & = 0 & \\forall t' \\geq 0 \\\\\n", "\\end{align*}\n", "$$\n", "\n", "which we can specialize to specific geometries." ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "R51Nh2Vi6nua" }, "source": [ "## Preliminary code" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "colab": {}, "colab_type": "code", "id": "rdNKQjfU6nuc" }, "outputs": [], "source": [ "def model_plot(m):\n", " r = sorted(m.r)\n", " t = sorted(m.t)\n", "\n", " rgrid = np.zeros((len(t), len(r)))\n", " tgrid = np.zeros((len(t), len(r)))\n", " Tgrid = np.zeros((len(t), len(r)))\n", "\n", " for i in range(0, len(t)):\n", " for j in range(0, len(r)):\n", " rgrid[i,j] = r[j]\n", " tgrid[i,j] = t[i]\n", " Tgrid[i,j] = m.T[t[i], r[j]].value\n", "\n", " fig = plt.figure(figsize=(10,6))\n", " ax = fig.add_subplot(1, 1, 1, projection='3d')\n", " ax.set_xlabel('Distance r')\n", " ax.set_ylabel('Time t')\n", " ax.set_zlabel('Temperature T')\n", " p = ax.plot_wireframe(rgrid, tgrid, Tgrid)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "VoO0QK-j6nuf" }, "source": [ "## Planar coordinates\n", "\n", "Suppressing the prime notation, for a slab geometry the model specializes to \n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T}{\\partial t} & = \\frac{\\partial^2 T}{\\partial r^2}\n", "\\end{align*}\n", "$$\n", "\n", "with auxiliary conditions\n", "\n", "$$\n", "\\begin{align*}\n", "T(0, r) & = 0 & \\forall 0 \\leq r \\leq 1 \\\\\n", "T(t, 1) & = 1 & \\forall t > 0\\\\\n", "\\frac{\\partial T}{\\partial r} (t, 0) & = 0 & \\forall t \\geq 0 \\\\\n", "\\end{align*}\n", "$$" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1700 }, "colab_type": "code", "id": "HApEc7Jg6nug", "outputId": "fe47f85a-06a0-4042-f74e-e267738c38d9" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Ipopt 3.13.4: \n", "\n", "******************************************************************************\n", "This program contains Ipopt, a library for large-scale nonlinear optimization.\n", " Ipopt is released as open source code under the Eclipse Public License (EPL).\n", " For more information visit https://github.com/coin-or/Ipopt\n", "******************************************************************************\n", "\n", "This is Ipopt version 3.13.4, running with linear solver mumps.\n", "NOTE: Other linear solvers might be more efficient (see Ipopt documentation).\n", "\n", "Number of nonzeros in equality constraint Jacobian...: 30347\n", "Number of nonzeros in inequality constraint Jacobian.: 0\n", "Number of nonzeros in Lagrangian Hessian.............: 0\n", "\n", "Total number of variables............................: 10299\n", " variables with only lower bounds: 0\n", " variables with lower and upper bounds: 0\n", " variables with only upper bounds: 0\n", "Total number of equality constraints.................: 10200\n", "Total number of inequality constraints...............: 0\n", " inequality constraints with only lower bounds: 0\n", " inequality constraints with lower and upper bounds: 0\n", " inequality constraints with only upper bounds: 0\n", "\n", "iter objective inf_pr inf_du lg(mu) ||d|| lg(rg) alpha_du alpha_pr ls\n", " 0 1.0000000e+00 1.00e+00 0.00e+00 -1.0 0.00e+00 - 0.00e+00 0.00e+00 0\n", " 1 1.0000000e+00 1.48e-12 2.50e+01 -1.7 2.50e+03 -2.0 1.00e+00 1.00e+00h 1\n", " 2 1.0000000e+00 1.56e-12 8.30e-11 -1.7 2.26e-11 -2.5 1.00e+00 1.00e+00h 1\n", "\n", "Number of Iterations....: 2\n", "\n", " (scaled) (unscaled)\n", "Objective...............: 1.0000000000000000e+00 1.0000000000000000e+00\n", "Dual infeasibility......: 8.3006480378414195e-11 8.3006480378414195e-11\n", "Constraint violation....: 3.1190328098062865e-14 1.5595164049031494e-12\n", "Complementarity.........: 0.0000000000000000e+00 0.0000000000000000e+00\n", "Overall NLP error.......: 8.3006480378414195e-11 8.3006480378414195e-11\n", "\n", "\n", "Number of objective function evaluations = 3\n", "Number of objective gradient evaluations = 3\n", "Number of equality constraint evaluations = 3\n", "Number of inequality constraint evaluations = 0\n", "Number of equality constraint Jacobian evaluations = 3\n", "Number of inequality constraint Jacobian evaluations = 0\n", "Number of Lagrangian Hessian evaluations = 2\n", "Total CPU secs in IPOPT (w/o function evaluations) = 1.430\n", "Total CPU secs in NLP function evaluations = 0.006\n", "\n", "EXIT: Optimal Solution Found.\n", "# ==========================================================\n", "# = Solver Results =\n", "# ==========================================================\n", "# ----------------------------------------------------------\n", "# Problem Information\n", "# ----------------------------------------------------------\n", "Problem: \n", "- Lower bound: -inf\n", " Upper bound: inf\n", " Number of objectives: 1\n", " Number of constraints: 10200\n", " Number of variables: 10299\n", " Sense: unknown\n", "# ----------------------------------------------------------\n", "# Solver Information\n", "# ----------------------------------------------------------\n", "Solver: \n", "- Status: ok\n", " Message: Ipopt 3.13.4\\x3a Optimal Solution Found\n", " Termination condition: optimal\n", " Id: 0\n", " Error rc: 0\n", " Time: 1.0381290912628174\n", "# ----------------------------------------------------------\n", "# Solution Information\n", "# ----------------------------------------------------------\n", "Solution: \n", "- number of solutions: 0\n", " number of solutions displayed: 0\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "m = ConcreteModel()\n", "\n", "m.r = ContinuousSet(bounds=(0,1))\n", "m.t = ContinuousSet(bounds=(0,2))\n", "\n", "m.T = Var(m.t, m.r)\n", "\n", "m.dTdt = DerivativeVar(m.T, wrt=m.t)\n", "m.dTdr = DerivativeVar(m.T, wrt=m.r)\n", "m.d2Tdr2 = DerivativeVar(m.T, wrt=(m.r, m.r))\n", "\n", "@m.Constraint(m.t, m.r)\n", "def pde(m, t, r):\n", " if t == 0:\n", " return Constraint.Skip\n", " if r == 0 or r == 1:\n", " return Constraint.Skip\n", " return m.dTdt[t,r] == m.d2Tdr2[t,r]\n", "\n", "m.obj = Objective(expr=1)\n", "\n", "m.ic = Constraint(m.r, rule=lambda m, r: m.T[0,r] == 0 if r > 0 and r < 1 else Constraint.Skip)\n", "m.bc1 = Constraint(m.t, rule=lambda m, t: m.T[t,1] == 1)\n", "m.bc2 = Constraint(m.t, rule=lambda m, t: m.dTdr[t,0] == 0)\n", "\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=50, scheme='FORWARD', wrt=m.r)\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=50, scheme='FORWARD', wrt=m.t)\n", "SolverFactory('ipopt').solve(m, tee=True).write()\n", "model_plot(m)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "CZV8yWbv6num" }, "source": [ "## Cylindrical coordinates\n", "\n", "Suppressing the prime notation, for a cylindrical geometry the model specializes to \n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T}{\\partial t} & = \\frac{1}{r}\\frac{\\partial}{\\partial r}\\left(r\\frac{\\partial T}{\\partial r}\\right)\n", "\\end{align*}\n", "$$\n", "\n", "Expanding,\n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T}{\\partial t} & = \\frac{\\partial^2 T}{\\partial t^2} + \\frac{1}{r}\\frac{\\partial T}{\\partial r}\n", "\\end{align*}\n", "$$\n", "\n", "with auxiliary conditions\n", "\n", "$$\n", "\\begin{align*}\n", "T(0, r) & = 0 & \\forall 0 \\leq r \\leq 1\\\\\n", "T(t, 1) & = 1 & \\forall t > 0\\\\\n", "\\frac{\\partial T}{\\partial r} (t, 0) & = 0 & \\forall t \\geq 0 \\\\\n", "\\end{align*}\n", "$$" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 850 }, "colab_type": "code", "id": "g4NNG0gC6nun", "outputId": "a5c30b2f-ea8d-4c5a-b660-81967c42b771" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# ==========================================================\n", "# = Solver Results =\n", "# ==========================================================\n", "# ----------------------------------------------------------\n", "# Problem Information\n", "# ----------------------------------------------------------\n", "Problem: \n", "- Lower bound: -inf\n", " Upper bound: inf\n", " Number of objectives: 1\n", " Number of constraints: 4060\n", " Number of variables: 4110\n", " Sense: unknown\n", "# ----------------------------------------------------------\n", "# Solver Information\n", "# ----------------------------------------------------------\n", "Solver: \n", "- Status: ok\n", " Message: Ipopt 3.13.4\\x3a Optimal Solution Found\n", " Termination condition: optimal\n", " Id: 0\n", " Error rc: 0\n", " Time: 0.4122738838195801\n", "# ----------------------------------------------------------\n", "# Solution Information\n", "# ----------------------------------------------------------\n", "Solution: \n", "- number of solutions: 0\n", " number of solutions displayed: 0\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "m = ConcreteModel()\n", "\n", "m.r = ContinuousSet(bounds=(0,1))\n", "m.t = ContinuousSet(bounds=(0,2))\n", "\n", "m.T = Var(m.t, m.r)\n", "\n", "m.dTdt = DerivativeVar(m.T, wrt=m.t)\n", "m.dTdr = DerivativeVar(m.T, wrt=m.r)\n", "m.d2Tdr2 = DerivativeVar(m.T, wrt=(m.r, m.r))\n", "\n", "m.pde = Constraint(m.t, m.r, rule=lambda m, t, r: m.dTdt[t,r] == m.d2Tdr2[t,r] + (1/r)*m.dTdr[t,r]\n", " if r > 0 and r < 1 and t > 0 else Constraint.Skip)\n", "\n", "m.ic = Constraint(m.r, rule=lambda m, r: m.T[0,r] == 0)\n", "m.bc1 = Constraint(m.t, rule=lambda m, t: m.T[t,1] == 1 if t > 0 else Constraint.Skip)\n", "m.bc2 = Constraint(m.t, rule=lambda m, t: m.dTdr[t,0] == 0)\n", "\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=20, wrt=m.r, scheme='CENTRAL')\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=50, wrt=m.t, scheme='BACKWARD')\n", "SolverFactory('ipopt').solve(m).write()\n", "\n", "model_plot(m)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "fGGEDGrT6nur" }, "source": [ "## Spherical coordinates\n", "\n", "Suppressing the prime notation, for a cylindrical geometry the model specializes to \n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T}{\\partial t} & = \\frac{1}{r^2}\\frac{\\partial}{\\partial r}\\left(r^2\\frac{\\partial T}{\\partial r}\\right)\n", "\\end{align*}\n", "$$\n", "\n", "Expanding,\n", "\n", "$$\n", "\\begin{align*}\n", "\\frac{\\partial T}{\\partial t} & = \\frac{\\partial^2 T}{\\partial t^2} + \\frac{2}{r}\\frac{\\partial T}{\\partial r}\n", "\\end{align*}\n", "$$\n", "\n", "with auxiliary conditions\n", "\n", "$$\n", "\\begin{align*}\n", "T(0, r) & = 0 & \\forall 0 \\leq r \\leq 1\\\\\n", "T(t, 1) & = 1 & \\forall t > 0\\\\\n", "\\frac{\\partial T}{\\partial r} (t, 0) & = 0 & \\forall t \\geq 0 \\\\\n", "\\end{align*}\n", "$$" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 850 }, "colab_type": "code", "id": "1rY9jtq16nus", "outputId": "6d509f56-bd21-429c-a15c-1122f34deed1" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# ==========================================================\n", "# = Solver Results =\n", "# ==========================================================\n", "# ----------------------------------------------------------\n", "# Problem Information\n", "# ----------------------------------------------------------\n", "Problem: \n", "- Lower bound: -inf\n", " Upper bound: inf\n", " Number of objectives: 1\n", " Number of constraints: 4060\n", " Number of variables: 4110\n", " Sense: unknown\n", "# ----------------------------------------------------------\n", "# Solver Information\n", "# ----------------------------------------------------------\n", "Solver: \n", "- Status: ok\n", " Message: Ipopt 3.13.4\\x3a Optimal Solution Found\n", " Termination condition: optimal\n", " Id: 0\n", " Error rc: 0\n", " Time: 0.40662384033203125\n", "# ----------------------------------------------------------\n", "# Solution Information\n", "# ----------------------------------------------------------\n", "Solution: \n", "- number of solutions: 0\n", " number of solutions displayed: 0\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "m = ConcreteModel()\n", "\n", "m.r = ContinuousSet(bounds=(0,1))\n", "m.t = ContinuousSet(bounds=(0,2))\n", "\n", "m.T = Var(m.t, m.r)\n", "\n", "m.dTdt = DerivativeVar(m.T, wrt=m.t)\n", "m.dTdr = DerivativeVar(m.T, wrt=m.r)\n", "m.d2Tdr2 = DerivativeVar(m.T, wrt=(m.r, m.r))\n", "\n", "m.pde = Constraint(m.t, m.r, rule=lambda m, t, r: m.dTdt[t,r] == m.d2Tdr2[t,r] + (2/r)*m.dTdr[t,r]\n", " if r > 0 and r < 1 and t > 0 else Constraint.Skip)\n", "\n", "m.ic = Constraint(m.r, rule=lambda m, r: m.T[0,r] == 0)\n", "m.bc1 = Constraint(m.t, rule=lambda m, t: m.T[t,1] == 1 if t > 0 else Constraint.Skip)\n", "m.bc2 = Constraint(m.t, rule=lambda m, t: m.dTdr[t,0] == 0)\n", "\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=20, wrt=m.r, scheme='CENTRAL')\n", "TransformationFactory('dae.finite_difference').apply_to(m, nfe=50, wrt=m.t, scheme='BACKWARD')\n", "SolverFactory('ipopt').solve(m).write()\n", "\n", "model_plot(m)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": {}, "colab_type": "code", "id": "GQEBZJWR6nuw" }, "outputs": [], "source": [] } ], "metadata": { "colab": { "name": "Heat_Conduction_in_Various_Geometries.ipynb", "provenance": [], "toc_visible": true, "version": "0.3.2" }, "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": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 4 }