{ "cells": [ { "cell_type": "code", "execution_count": 74, "id": "piano-thousand", "metadata": {}, "outputs": [], "source": [ "# In this Python script we attempt to solve a partial differential equation (PDE).\n", "# We will use the 'FiPy' module to do this. I found that the module was quite\n", "# difficult to learn. A lot of the code below is based on code shown in the\n", "# FiPy documentation. I made a few tweaks here and there." ] }, { "cell_type": "code", "execution_count": 75, "id": "coupled-mirror", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: fipy in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (3.4.2.1)\n", "Requirement already satisfied: scipy in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from fipy) (1.6.1)\n", "Requirement already satisfied: matplotlib in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from fipy) (3.3.4)\n", "Requirement already satisfied: future in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from fipy) (0.18.2)\n", "Requirement already satisfied: numpy in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from fipy) (1.19.2)\n", "Requirement already satisfied: kiwisolver>=1.0.1 in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from matplotlib->fipy) (1.3.1)\n", "Requirement already satisfied: cycler>=0.10 in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from matplotlib->fipy) (0.10.0)\n", "Requirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.3 in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from matplotlib->fipy) (2.4.7)\n", "Requirement already satisfied: python-dateutil>=2.1 in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from matplotlib->fipy) (2.8.1)\n", "Requirement already satisfied: pillow>=6.2.0 in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from matplotlib->fipy) (8.1.2)\n", "Requirement already satisfied: six in c:\\users\\jbobowsk\\anaconda3\\lib\\site-packages (from cycler>=0.10->matplotlib->fipy) (1.15.0)\n" ] } ], "source": [ "# Note that FiPy is note one of the standard modules and you will likely\n", "# have to install it manually in order to use it. In a Jupyter notebook, I\n", "# found that the following install command worked.\n", "!pip install fipy" ] }, { "cell_type": "code", "execution_count": 76, "id": "textile-solomon", "metadata": {}, "outputs": [], "source": [ "# We can now import the FiPy module as well as other standard modules.\n", "from fipy import *\n", "import matplotlib.pyplot as plt\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 77, "id": "ruled-intersection", "metadata": {}, "outputs": [], "source": [ "# We will attempt to solve the 1-D heat equation, also known as the 1-D \n", "# diffusion equation:\n", "# alpha*T\" = dT/dt\n", "# Here, T is temperature, alpha is thermal diffusivity (a diffusion coefficient),\n", "# and t is time. T\" represents two spatial derivative of temperature.\n", "\n", "# We will solve for temperature profiles along a 1-D rod subject to particular\n", "# boundary conditions and some initial temperature profile. We will get solutions\n", "# at a bunch of different times between t = 0 (our initial condition) and a final\n", "# time. We need to set up a spatial grid that defines the length of our rod and\n", "# the number of points between the two ends for which we will calculate the\n", "# temperature. We will have a rod that is 1.5 m long and we will extract the \n", "# temperature at 50 equally-spaced points.\n", "nx = 50\n", "dx = 1.5/nx\n", "mesh = Grid1D(nx = nx, dx = dx)" ] }, { "cell_type": "code", "execution_count": 78, "id": "intimate-private", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0. , 0.03, 0.06, 0.09, 0.12, 0.15, 0.18, 0.21, 0.24, 0.27, 0.3 ,\n", " 0.33, 0.36, 0.39, 0.42, 0.45, 0.48, 0.51, 0.54, 0.57, 0.6 , 0.63,\n", " 0.66, 0.69, 0.72, 0.75, 0.78, 0.81, 0.84, 0.87, 0.9 , 0.93, 0.96,\n", " 0.99, 1.02, 1.05, 1.08, 1.11, 1.14, 1.17, 1.2 , 1.23, 1.26, 1.29,\n", " 1.32, 1.35, 1.38, 1.41, 1.44, 1.47])" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Let's set up a list of x-coordinates to be used later for plotting purposes.\n", "xx = np.arange(0, nx*dx, dx)\n", "xx" ] }, { "cell_type": "code", "execution_count": 79, "id": "joint-kenya", "metadata": {}, "outputs": [], "source": [ "# Define the initial temperature profile of the bar. We will assume that the\n", "# bar is initially at a uniform temperature of 20 celsius.\n", "temperature = CellVariable(name = '', mesh = mesh, value = 20.)" ] }, { "cell_type": "code", "execution_count": 80, "id": "electoral-uncertainty", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The thermal diffusivity of copper near romm temperature is 0.0001 m^2/s.\n" ] } ], "source": [ "# The thermal diffusivity of copper near room temperature is about\n", "# 0.0001 m^2/s\n", "alpha = 1e-4 \n", "print('The thermal diffusivity of copper near romm temperature is', alpha, 'm^2/s.')" ] }, { "cell_type": "code", "execution_count": 81, "id": "expired-dodge", "metadata": {}, "outputs": [], "source": [ "# These are the boundary conditions, i.e. the temperatures in celsius of the \n", "# two ends of the bar for t > 0.\n", "leftEnd = 100\n", "rightEnd = 20" ] }, { "cell_type": "code", "execution_count": 82, "id": "joined-break", "metadata": {}, "outputs": [], "source": [ "# Here's the syntax that FiPy uses to define the boundary conditions.\n", "temperature.constrain(rightEnd, mesh.facesRight)\n", "temperature.constrain(leftEnd, mesh.facesLeft)" ] }, { "cell_type": "code", "execution_count": 83, "id": "comparable-syndication", "metadata": {}, "outputs": [], "source": [ "# Here's how we define the partial differential equation (PDE) that we hope to\n", "# solve. 'TransientTerm()' represents the dT/dt and 'ExplicitDiffusionTerm()'\n", "# represents the T\" with a coefficient of alpha.\n", "eqX = TransientTerm() == ExplicitDiffusionTerm(coeff = alpha)" ] }, { "cell_type": "code", "execution_count": 84, "id": "final-responsibility", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The time between steps is 4.05 seconds.\n", "The total elapsed time is 2.8125 hours.\n" ] } ], "source": [ "# The 'timeStepDuration' that has been selected was just copied from the \n", "# example in the FiPy documentation. It represents the amount of time\n", "# between successive solutions for the temperature profile. We can run the \n", "# solver for as many steps as we want. I selected 2500 steps which gives\n", "# the bar enough time to reach the expected equilibrium temperature profile. \n", "timeStepDuration = 0.9*dx**2/(2*alpha)\n", "print('The time between steps is', timeStepDuration, 'seconds.')\n", "steps = int(2.5e3)\n", "print('The total elapsed time is', steps*timeStepDuration/3600, 'hours.')" ] }, { "cell_type": "code", "execution_count": 85, "id": "hawaiian-channels", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# A line a code that I had to look up online. The 'viewer' that has been defined\n", "# will allow use to look that the intermediate solutions for the temperature\n", "# profiles as the loop below advances the solutions from the intial time all the\n", "# way through to step 2500.\n", "viewer = MatplotlibViewer(vars=(temperature,), datamin=15, datamax=110, legend=None)" ] }, { "cell_type": "code", "execution_count": 86, "id": "analyzed-homeless", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Here's how we call the 'viewer'. This plot will show use the temperature\n", "# profile at t = 0. It will just be a uniform temperatire of 20 C.\n", "print('A plot of the initial temperature profile of the copper bar.')\n", "viewer.plot();" ] }, { "cell_type": "code", "execution_count": 87, "id": "computational-immunology", "metadata": {}, "outputs": [], "source": [ "# I couldn't figure out how to extract the actual temperature data from the FiPy\n", "# solver at the individual solution times. After a lot of time on Google, I came\n", "# up with a work around. The 'TSVViewer' function will allow us to write the \n", "# desired data to a file. I will then read that file back into Python so that\n", "# it can be stored in an array. I assume that there must be a better way...\n", "from fipy.viewers.tsvViewer import TSVViewer " ] }, { "cell_type": "code", "execution_count": 88, "id": "collect-narrative", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "The solution at the final time of 2.8113749999999995 hours.\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Here's the for loop that will step through the different times and then call\n", "# the PDE solver at each iteration. 'solnData[]' will be a list of the temperature\n", "# profiles to be used for plotting later.\n", "solnData = []\n", "for step in range(steps):\n", " # Here's where we call the PDE solver.\n", " eqX.solve(var = temperature, dt = timeStepDuration)\n", " # I don't want to see the temperature profiles at all 2500 of the solution\n", " # times. This if statement selects 20 solutions, uniformly spaced in time\n", " # to look at.\n", " if step % int(steps/20) == 0:\n", " # The expected equilibrium solution is a linear temperature profile\n", " # starting from 100 C at the left end and ending at 20 C at the right\n", " # end. We will add this line to out plots so that we can see how our\n", " # solutions approach equilibium as time evolves.\n", " plt.plot(xx, leftEnd - (leftEnd - rightEnd)/(nx*dx)*xx, 'k--', linewidth = 0.5)\n", " # Next, we call 'viewer' to display the relevant temperature profile.\n", " viewer.plot()\n", " print('The time is', step*timeStepDuration/3600, 'hours.')\n", " # Then, TSVViewer is used the write the data to a file. This file will\n", " # be overwritten each time the if condition is true. If you wanted to\n", " # keep the data, you could modify the code so that the file name is\n", " # changed each time 'TSVViewer' is called.\n", " TSVViewer(vars=(temperature)).plot('data1.txt')\n", " # This next block of code opens the file that was just created and then\n", " # reads it into memory line by line. We then load the data into 'data'\n", " # using 'np.loadtex()' while skipping the first line. The first line\n", " # needs to be skipped because TSVViewer adds a one-line header to the file.\n", " # When the indentation after the 'with' statement ends, the file is closed.\n", " with open('data1.txt') as f:\n", " lines = (line for line in f if not line.startswith('#'))\n", " data = np.loadtxt(lines, skiprows = 1)[:, 1]\n", " # Add the data that we just extracted in a convoluted way to a list\n", " # of solutions.\n", " solnData = solnData + [data]\n", " elif step == steps - 1:\n", " # Do all of those same steps if we've reached that last step in the loop.\n", " plt.plot(xx, leftEnd - (leftEnd - rightEnd)/(nx*dx)*xx, 'k--', linewidth = 0.5)\n", " viewer.plot()\n", " print('The solution at the final time of', step*timeStepDuration/3600, 'hours.')\n", " with open('data1.txt') as f:\n", " lines = (line for line in f if not line.startswith('#'))\n", " data = np.loadtxt(lines, skiprows = 1)[:, 1]\n", " solnData = solnData + [data]" ] }, { "cell_type": "code", "execution_count": 89, "id": "personal-relation", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Finally, we can now plot all of the temperature profiles at the different\n", "# times on a single graph. \n", "plt.figure(figsize=(15,15))\n", "\n", "# We'll use a colormap (cm) to nicely color the successive curves.\n", "from matplotlib.pyplot import cm\n", "color = cm.hot(np.linspace(0,1,len(solnData)))\n", "for i in range(len(solnData)):\n", " plt.plot(xx, solnData[i], c = color[i], linewidth = 2, alpha = 0.75) \n", "plt.xlabel('position along the copper bar (m)')\n", "plt.ylabel('temperature (c)');" ] }, { "cell_type": "code", "execution_count": 90, "id": "careful-beijing", "metadata": {}, "outputs": [], "source": [ "# We didn't have to start with a rod at a uniform temperature at t = 0.\n", "# We can start with whatever initial temperature profile we want. \n", "# Here's a linear/sinusoidal initial temperature profile.\n", "temperature = CellVariable(name='', mesh=mesh, value=(40*xx - 50*np.sin(2*np.pi*xx/(nx*dx))))" ] }, { "cell_type": "code", "execution_count": 91, "id": "lined-adventure", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Besides, this change, we'll run all of the same code from above again, this\n", "# time without all of the comments.\n", "viewer = MatplotlibViewer(vars=(temperature,), datamin=-60, datamax=110, legend=None)\n", "print('A plot of the initial temperature profile of the copper bar.')\n", "viewer.plot()" ] }, { "cell_type": "code", "execution_count": 92, "id": "handled-aviation", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "The solution at the final time of 2.8113749999999995 hours.\n" ] }, { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "solnData = []\n", "for step in range(steps):\n", " eqX.solve(var = temperature, dt = timeStepDuration)\n", " if step % int(steps/20) == 0:\n", " plt.plot(xx, leftEnd - (leftEnd - rightEnd)/(nx*dx)*xx, 'k--', linewidth = 0.5)\n", " viewer.plot()\n", " print('The time is', step*timeStepDuration/3600, 'hours.')\n", " TSVViewer(vars=(temperature)).plot('data1.txt')\n", " with open('data1.txt') as f:\n", " lines = (line for line in f if not line.startswith('#'))\n", " data = np.loadtxt(lines, skiprows = 1)[:, 1]\n", " solnData = solnData + [data]\n", " elif step == steps - 1:\n", " plt.plot(xx, leftEnd - (leftEnd - rightEnd)/(nx*dx)*xx, 'k--', linewidth = 0.5)\n", " viewer.plot()\n", " print('The solution at the final time of', step*timeStepDuration/3600, 'hours.')\n", " with open('data1.txt') as f:\n", " lines = (line for line in f if not line.startswith('#'))\n", " data = np.loadtxt(lines, skiprows = 1)[:, 1]\n", " solnData = solnData + [data]\n", "plt.figure(figsize=(15,15))\n", "color = cm.hot(np.linspace(0,1,len(solnData)))\n", "for i in range(len(solnData)):\n", " plt.plot(xx, solnData[i], c = color[i], linewidth = 2, alpha = 0.75) \n", "plt.xlabel('position along the copper bar (m)')\n", "plt.ylabel('temperature (c)');" ] } ], "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": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 5 }