{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\"Open" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Forcing & Analysis -- 2D Turbulence" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Overview:** This notebook describes how to construct a forced 2D turbulence simulation and analyze the output.\n", "\n", "**About Dedalus:** [Dedalus](http://dedalus-project.org) is an open-source Python package for solving partial differential equations (PDEs) using global spectral methods.\n", "These methods provide highly accurate numerical solutions for PDEs with smooth solutions in simple domains like boxes and spheres.\n", "Dedalus implements modern parallel algorithms utilizing sparse polynomial bases, but all with an easy-to-use symbolic interface.\n", "The code is being used in a wide range of fields, often for problems involving fluid dynamics.\n", "\n", "**Author:** [Keaton Burns](http://keaton-burns.com)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Setup" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "This cell checks if Dedalus is installed and performs some other basic setup.\n", "\n", "If Dedalus is not installed and you are using Google Colab, it will automatically be installed.\n", "This may take a few minutes the first time you run the notebook, but subsequent sessions during the next day or so should have the installation cached.\n", "No need to worry about the details -- just execute the cell.\n", "\n", "If you are not using Google Colab, follow the installation instructions in the [Dedalus Docs](https://dedalus-project.readthedocs.io/en/latest/pages/installation.html) to install Dedalus locally on your computer.\n", "Installation using conda is typically straightforward for Mac and Linux.\n", "No promises on Windows.\n", "Execute the cell to confirm Dedalus is installed and importable." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "env: OMP_NUM_THREADS=1\n", "env: NUMEXPR_MAX_THREADS=1\n", "Dedalus already installed :)\n" ] } ], "source": [ "# Set environment variables for best performance\n", "%env OMP_NUM_THREADS=1\n", "%env NUMEXPR_MAX_THREADS=1\n", "\n", "# Minimize logging output\n", "import logging\n", "logging.disable(logging.DEBUG)\n", "\n", "# Check if running on google colab\n", "import os\n", "using_google_colab = bool(os.getenv(\"COLAB_RELEASE_TAG\"))\n", "\n", "# Check for Dedalus\n", "try:\n", " import dedalus.public as de\n", " print(\"Dedalus already installed :)\")\n", "except:\n", " print(\"Dedalus not installed yet.\")\n", " if using_google_colab:\n", " print(\"Installing for Google Colab.\")\n", " print()\n", " # Step 1: Install FFTW\n", " !apt-get install libfftw3-dev\n", " !apt-get install libfftw3-mpi-dev\n", " # Step 2: Set paths for Dedalus installation\n", " import os\n", " os.environ['MPI_INCLUDE_PATH'] = \"/usr/lib/x86_64-linux-gnu/openmpi/include\"\n", " os.environ['MPI_LIBRARY_PATH'] = \"/usr/lib/x86_64-linux-gnu\"\n", " os.environ['FFTW_INCLUDE_PATH'] = \"/usr/include\"\n", " os.environ['FFTW_LIBRARY_PATH'] = \"/usr/lib/x86_64-linux-gnu\"\n", " # Step 3: Install Dedalus using pip\n", " !pip3 install cython \"mpi4py<4.0\" numpy setuptools wheel\n", " !CC=mpicc pip3 install --no-cache --no-build-isolation http://github.com/dedalusproject/dedalus/zipball/master/\n", " !pip3 install -q ipympl\n", " # Step 4: Check installation\n", " print()\n", " try:\n", " import dedalus.public as de\n", " print(\"Dedalus successfully installed :)\")\n", " except:\n", " print(\"Error installing Dedalus :(\")\n", " raise\n", " else:\n", " print(\"See website for installation instructions:\")\n", " print(\"https://dedalus-project.readthedocs.io/en/latest/pages/installation.html\")\n", "\n", "# Setup interactive matplotlib\n", "if using_google_colab:\n", " from google.colab import output\n", " output.enable_custom_widget_manager()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Content" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "First let's import everything we need to run the rest of the notebook." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "np.seterr(over=\"raise\")\n", "import matplotlib.pyplot as plt\n", "import dedalus.public as d3\n", "import logging\n", "logger = logging.getLogger(__name__)\n", "%matplotlib widget" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Setup domain and fields" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We begin by setting up the domain for a forced 2D turbulence simulation.\n", "We'll take as our domain a doubly-periodic box of size $L = 2 \\pi$, discretized with $N$ Fourier modes in each dimension.\n", "\n", "We first create a Cartesian coordinate system, then a Distributor object, and finally RealFourier bases for each dimension.\n", "Since we'll be solving Navier-Stokes with quadratic nonlinearities, we'll pick the dealias factors to be 3/2." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Domain parameters\n", "L = 2 * np.pi\n", "N = 512\n", "mesh = None\n", "dtype = np.float64\n", "dealias = 3 / 2\n", "\n", "# Domain\n", "coords = d3.CartesianCoordinates('x', 'y')\n", "dist = d3.Distributor(coords, mesh=mesh, dtype=dtype)\n", "xbasis = d3.RealFourier(coords[0], N, bounds=(0, L), dealias=dealias)\n", "ybasis = d3.RealFourier(coords[1], N, bounds=(0, L), dealias=dealias)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Next we create the fields we'll need for the simulation.\n", "For incompressible 2D flow, we can use the streamfunction-vorticity formulation to simply the enforcement of incompressibility and speed up the computation.\n", "This requires us to define just the streamfunction $\\psi$ as the variable field we'll be solving for.\n", "We also create a constant field $c$ which will be used to set the gauge freedom in the streamfunction-vorticity formulation." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Fields\n", "psi = dist.Field(name='psi', bases=(xbasis, ybasis))\n", "c = dist.Field(name='c')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We do not need to define other fields to represent the velocity or vorticity.\n", "These can be written entirely as symbolic expressions based on the streamfunction using the vector calculus operators in Dedalus, and used later to simplify the specification of equations and analysis tasks." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# Substitutions\n", "u = -d3.skew(d3.grad(psi)) # velocity vector: [dy(psi), -dx(psi)]\n", "w = -d3.lap(psi) # vorticity: dx(uy) - dy(ux)\n", "e = (u@u) / 2 # energy density\n", "z = (w*w) / 2 # enstrophy density" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Stochastic forcing" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "To get a statistically-steady turbulent state, we will use stochastic band-limited forcing with a prescribed energy injection rate.\n", "First we specify the energy injection rate, primary wavenumber, and bandwidth of the stochastic forcing.\n", "We then create a field called `Fw` whose values will be set to a new random forcing on every iteration, and define functions to do so.\n", "\n", "The precise normalizations of forcings like this are tricky to get right, but important for precisely controlling the rate of energy injection.\n", "Here we create a normalized Gaussian random field with support concentrated on a ring in Fourier space.\n", "We also create a function that scales this forcing according to the timestep, as required for a stochastic integrator, and sets the coefficients of the `Fw` field." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Forcing parameters\n", "epsilon = 1 # Energy injection rate\n", "kf = 50 # Forcing wavenumber\n", "kfw = 2 # Forcing bandwidth\n", "seed = None # Random seed\n", "\n", "# Derived parameters\n", "eta = epsilon * kf**2 # Enstrophy injection rate\n", "\n", "# Forcing field and derived parameters\n", "Fw = dist.Field(name='Fw', bases=(xbasis, ybasis))\n", "kx = xbasis.wavenumbers[dist.local_modes(xbasis)]\n", "ky = ybasis.wavenumbers[dist.local_modes(ybasis)]\n", "dkx = dky = 2 * np.pi / L\n", "\n", "# Forcing function\n", "rand = np.random.RandomState(seed)\n", "\n", "def draw_gaussian_random_field():\n", " \"\"\"Create Gaussian random field concentrating on a ring in Fourier space with unit variance.\"\"\"\n", " k = (kx**2 + ky**2)**0.5\n", " # 1D power spectrum: normalized Gaussian, no mean\n", " P1 = np.exp(-(k-kf)**2/2/kfw**2) / np.sqrt(kfw**2 * np.pi / 2) * (k != 0)\n", " # 2D power spectrum: divide by polar Jacobian\n", " P2 = P1 / 2 / np.pi / (k + (k==0))\n", " # 2D coefficient poewr spectrum: divide by mode power\n", " Pc = P2 / 2**((kx == 0).astype(float) + (ky == 0).astype(float) - 2)\n", " # Forcing amplitude, including division between sine and cosine\n", " f_amp = (Pc / 2 * dkx * dkx)**0.5\n", " # Forcing with random phase\n", " f = f_amp * rand.randn(*k.shape)\n", " return f\n", "\n", "def set_vorticity_forcing(timestep):\n", " \"\"\"Set vorticity forcing field from scaled Gaussian random field.\"\"\"\n", " # Set forcing to normalized Gaussian random field\n", " Fw['c'] = draw_gaussian_random_field()\n", " # Rescale by forcing rate, including factor for 1/2 in kinetic energy\n", " Fw['c'] *= (2 * eta / timestep)**0.5" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Build problem and solver" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Next we can build the Problem and Solver objects for our simulation.\n", "Our PDE is 2D incompressible Navier-Stokes in the streamfunction-vorticity formulation.\n", "We will include large-scale drag as well, so the simulation can come into energy equilibrium:\n", "\n", "$$\\partial_t \\omega + \\vec{u} \\cdot \\nabla \\omega = - \\alpha \\omega + \\nu \\nabla^2 \\omega + F_\\omega$$\n", "$$\\omega = - \\nabla^2 \\psi$$\n", "\n", "Since we have symbolically defined $\\omega$ in terms of $\\psi$ via the Laplacian, we do not need this as an additional equation.\n", "However, in this formulation there is a gauge freedom in the mean value of the streamfunction.\n", "This gauge must be fixed to create a well-posed problem.\n", "This is achieved by adding our undetermined constant field $c$ to the vorticity equaion, effectively absorbing the mean mode of the vorticity equation which otherwise reads $0 = 0$.\n", "This gives us the freedom to add an additional constraint fixing the streamfunction gauge." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Problem parameters\n", "L_diss = L / N # Dissipation scale\n", "L_fric = L # Friction scale\n", "\n", "# Derived parameters\n", "nu = L_diss**2 * eta**(1/3) # Viscosity\n", "alpha = epsilon**(1/3) * L_fric**(-2/3) # Friction\n", "\n", "# Problem\n", "problem = d3.IVP([psi, c], namespace=locals())\n", "problem.add_equation(\"dt(w) - nu*lap(w) + alpha*w + c = -u@grad(w) + Fw\")\n", "problem.add_equation(\"integ(psi) = 0\");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Running multidimensional simulations on a single core in a notebook is rather slow, so we'll just run this simulation for a very short time for illustrative purposes.\n", "The full script associated with this example is also available in the [online repository](https://github.com/kburns/cism_dedalus_2023), and this version can be easily ran at larger scale on a workstation or cluster." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2024-09-27 10:12:21,199 subsystems 0/1 INFO :: Building subproblem matrices 1/256 (~0%) Elapsed: 0s, Remaining: 7s, Rate: 3.5e+01/s\n", "2024-09-27 10:12:21,577 subsystems 0/1 INFO :: Building subproblem matrices 26/256 (~10%) Elapsed: 0s, Remaining: 4s, Rate: 6.4e+01/s\n", "2024-09-27 10:12:22,111 subsystems 0/1 INFO :: Building subproblem matrices 52/256 (~20%) Elapsed: 1s, Remaining: 4s, Rate: 5.5e+01/s\n", "2024-09-27 10:12:22,494 subsystems 0/1 INFO :: Building subproblem matrices 78/256 (~30%) Elapsed: 1s, Remaining: 3s, Rate: 5.9e+01/s\n", "2024-09-27 10:12:22,937 subsystems 0/1 INFO :: Building subproblem matrices 104/256 (~41%) Elapsed: 2s, Remaining: 3s, Rate: 5.9e+01/s\n", "2024-09-27 10:12:23,402 subsystems 0/1 INFO :: Building subproblem matrices 130/256 (~51%) Elapsed: 2s, Remaining: 2s, Rate: 5.8e+01/s\n", "2024-09-27 10:12:23,797 subsystems 0/1 INFO :: Building subproblem matrices 156/256 (~61%) Elapsed: 3s, Remaining: 2s, Rate: 5.9e+01/s\n", "2024-09-27 10:12:24,210 subsystems 0/1 INFO :: Building subproblem matrices 182/256 (~71%) Elapsed: 3s, Remaining: 1s, Rate: 6.0e+01/s\n", "2024-09-27 10:12:24,634 subsystems 0/1 INFO :: Building subproblem matrices 208/256 (~81%) Elapsed: 3s, Remaining: 1s, Rate: 6.0e+01/s\n", "2024-09-27 10:12:25,027 subsystems 0/1 INFO :: Building subproblem matrices 234/256 (~91%) Elapsed: 4s, Remaining: 0s, Rate: 6.1e+01/s\n", "2024-09-27 10:12:25,357 subsystems 0/1 INFO :: Building subproblem matrices 256/256 (~100%) Elapsed: 4s, Remaining: 0s, Rate: 6.1e+01/s\n" ] } ], "source": [ "# Solver parameters\n", "timestepper = d3.RK222\n", "stop_sim_time = 0.2\n", "\n", "# Solver\n", "solver = problem.build_solver(timestepper)\n", "solver.stop_sim_time = stop_sim_time" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Analysis tasks" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "To simplify saving simulation data, Dedalus includes a framework for evaluating and saving arbitrary analysis tasks while an initial value problem is running.\n", "These analysis tasks can be specified symbolically and are saved to HDF5 files.\n", "\n", "**Analysis handlers**\n", "\n", "The explicit evaluation of analysis tasks during timestepping is controlled by the `solver.evaluator` object.\n", "Various handler objects can be attached to the evaluator, and control when the evaluator computes their own set of tasks and what happens to the resulting data.\n", "For simulation analysis, the most useful handler is the `FileHandler`, which regularly computes tasks and writes the data to HDF5 files. \n", "\n", "When setting up a file handler, you specify the name/path for the output directory/files, as well as the cadence at which you want the handler's tasks to be evaluated.\n", "This cadence can be in terms of any combination of:\n", "* simulation time, specified with `sim_dt`,\n", "* wall time, specified with `wall_dt`\n", "* iteration number, specified with `iter`\n", "\n", "To limit file sizes, the output from a file handler is split up into different \"sets\" over time, each containing some number of writes that can be limited with the `max_writes` keyword when the file handler is constructed.\n", "You can add an arbitrary number of file handlers to save different sets of tasks at different cadences and to different files.\n", "\n", "**Analysis tasks**\n", "\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Analysis tasks are added to a given handler using the `add_task` method. \n", "Tasks are entered as operator expressions or in plain text and parsed using the same namespace that is used for equation entry. \n", "For each task, you can additionally specify the output layout, scaling factors, and a referece name.\n", "\n", "Let's create two different handlers, one for saving simulation snapshots, and one for saving scalar summary statistics at a higher cadence:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Analysis parameters\n", "snapshots_dt = 0.1\n", "scalars_dt = 0.01\n", "\n", "# Analysis\n", "snapshots = solver.evaluator.add_file_handler('snapshots', sim_dt=snapshots_dt, max_writes=1, mode='overwrite')\n", "snapshots.add_task(psi, name='psi')\n", "snapshots.add_task(w, name='vorticity')\n", "\n", "scalars = solver.evaluator.add_file_handler('scalars', sim_dt=scalars_dt, mode='overwrite')\n", "ave = d3.Average\n", "scalars.add_task(ave(e), name='E')\n", "scalars.add_task(ave(z), name='Z')\n", "scalars.add_task(ave(-alpha * 2 * e), name='E friction')\n", "scalars.add_task(ave(-alpha * 2 * z), name='Z friction')\n", "scalars.add_task(ave(nu * u @ d3.lap(u)), name='E viscosity')\n", "scalars.add_task(ave(nu * w * d3.lap(w)), name='Z viscosity')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Adaptive timestepping and main loop" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "For more complex simulations, a constant timestep may be too restrictive, and we may want to choose the timestep adaptively based on a CFL criterion.\n", "The Dedalus `CFL` tool allows you to do this, and has a number of optional parameters to prevent unneccesary timestep changes (which can be computationally costly) and to keep the timestep within reasonable bounds.\n", "\n", "Here's an example of setting up a CFL criterion based on an estimate of the RMS velocity we expect, and some typical parameters choices for the CFL options:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# Timestepping parameters\n", "dx = L / N # Grid spacing\n", "U = epsilon**(1/3) * L_fric**(1/3) # Friction velocity\n", "safety = 0.5 # CFL safety factor\n", "max_dt = safety * dx / U # Timestep\n", "\n", "# CFL\n", "CFL = d3.CFL(solver, initial_dt=max_dt, cadence=10, safety=safety, max_change=1.5, min_change=0.5, max_dt=max_dt, threshold=0.05)\n", "CFL.add_velocity(u)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We can now run the simulation just as in the previous tutorial, but without needing to manually save any data during the main loop. \n", "The evaluator will automatically compute and save the specified analysis tasks at the proper cadence as the simulation is advanced.\n", "First, we compute the new timestep every iteration using the `CFL.compute_timestep` method.\n", "We then set new random forcing and take a step forward using this timestep.\n", "At the end of the simulation, we can print some common run statistics with `solver.log_stats()`." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2024-09-27 10:12:26,025 __main__ 0/1 INFO :: Starting loop\n", "2024-09-27 10:12:29,127 __main__ 0/1 INFO :: Iteration=1, Time=3.325217e-03, dt=3.325217e-03\n", "2024-09-27 10:12:31,220 __main__ 0/1 INFO :: Iteration=11, Time=3.657738e-02, dt=3.325217e-03\n", "2024-09-27 10:12:32,845 __main__ 0/1 INFO :: Iteration=21, Time=6.982955e-02, dt=3.325217e-03\n", "2024-09-27 10:12:34,566 __main__ 0/1 INFO :: Iteration=31, Time=1.030817e-01, dt=3.325217e-03\n", "2024-09-27 10:12:36,172 __main__ 0/1 INFO :: Iteration=41, Time=1.363339e-01, dt=3.325217e-03\n", "2024-09-27 10:12:37,804 __main__ 0/1 INFO :: Iteration=51, Time=1.695861e-01, dt=3.325217e-03\n", "2024-09-27 10:12:39,714 __main__ 0/1 INFO :: Iteration=61, Time=2.028382e-01, dt=3.325217e-03\n", "2024-09-27 10:12:39,716 solvers 0/1 INFO :: Simulation stop time reached.\n", "2024-09-27 10:12:39,716 solvers 0/1 INFO :: Final iteration: 61\n", "2024-09-27 10:12:39,717 solvers 0/1 INFO :: Final sim time: 0.2028382199317209\n", "2024-09-27 10:12:39,717 solvers 0/1 INFO :: Setup time (init - iter 0): 7.195 sec\n", "2024-09-27 10:12:39,718 solvers 0/1 INFO :: Warmup time (iter 0-10): 3.444 sec\n", "2024-09-27 10:12:39,719 solvers 0/1 INFO :: Run time (iter 10-end): 8.641 sec\n", "2024-09-27 10:12:39,719 solvers 0/1 INFO :: CPU time (iter 10-end): 0.0024 cpu-hr\n", "2024-09-27 10:12:39,719 solvers 0/1 INFO :: Speed: 3.082e+06 mode-stages/cpu-sec\n" ] } ], "source": [ "# Main loop\n", "try:\n", " logger.info('Starting loop')\n", " while solver.proceed:\n", " timestep = CFL.compute_timestep()\n", " set_vorticity_forcing(timestep)\n", " solver.step(timestep)\n", " if (solver.iteration-1) % 10 == 0:\n", " logger.info('Iteration=%i, Time=%e, dt=%e' %(solver.iteration, solver.sim_time, timestep))\n", "except:\n", " logger.error('Exception raised, triggering end of main loop.')\n", " raise\n", "finally:\n", " solver.log_stats()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 6. Post-processing" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "By default, the output files for each file handler are arranged as follows:\n", "\n", "1. A base folder taking the name that was specified when the file handler was constructed, e.g. `scalars/`.\n", "2. Within the base folder are HDF5 files for each output set, with the same name plus a set number, e.g. `scalars_s1.h5`.\n", "\n", "Each HDF5 file contains a \"tasks\" group containing a dataset for each task assigned to the file handler. \n", "The first dimension of the dataset is time, the subsequent dimensions are the vector/tensor components of the task (if applicable), and finally the spatial dimensions of the task.\n", "\n", "The HDF5 datasets are self-describing, with dimensional scales attached to each axis. \n", "For the first axis, these include the simulation time, wall time, iteration, and write number. \n", "For the spatial axes, the scales correspond to grid points or modes, based on the task layout.\n", "\n", "Let's open up the first scalars set file and plot a time series of the average kinetic energy and enstrophy:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6a179a2e5e6d440aa12551fe920533fc", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import h5py\n", "\n", "# Load energy and enstrophy traces\n", "scalars = h5py.File('scalars/scalars_s1.h5', mode='r')\n", "E = scalars['tasks']['E'][:]\n", "Z = scalars['tasks']['Z'][:]\n", "t = scalars['tasks']['E'].dims[0]['sim_time'][:]\n", "\n", "# Plot data\n", "plt.figure()\n", "plt.plot(t, E.ravel(), '.-', label=r'$E$')\n", "plt.plot(t, Z.ravel()/kf**2, '.-', label=r'$Z / k_f^2$')\n", "plt.xlabel('t')\n", "plt.legend()\n", "plt.tight_layout()\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "And let's plot the final vorticity snapshot:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2603b28b96364502a54b434a0ff4d986", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Load energy and enstrophy traces\n", "snapshots = h5py.File('snapshots/snapshots_s2.h5', mode='r')\n", "psi = snapshots['tasks']['psi'][:]\n", "w = snapshots['tasks']['vorticity'][:]\n", "x = snapshots['tasks']['vorticity'].dims[1]['x'][:]\n", "y = snapshots['tasks']['vorticity'].dims[2]['y'][:]\n", "\n", "# Plot data\n", "clim = np.max(np.abs(w[-1]))\n", "plt.figure()\n", "plt.pcolormesh(x, y, w[-1], cmap='RdBu_r', clim=(-clim, clim))\n", "plt.axis('scaled')\n", "plt.colorbar()\n", "plt.title('Vorticity')\n", "plt.tight_layout()\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Finally let's plot the power spectrum of the solution. \n", "This can be done by directly saving coefficient-space data from Dedalus (pass `layout='c'` in the `add_task` method), or simply by using numpy FFTs to change our grid-space data to complex coefficients.\n", "Let's do that here. Again be careful of normalizations if you want to get the amplitude right -- numpy FFTs and Dedalus FFTs are normalized differently." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "4dd50565ee5d41a588e8f8fd40107bbc", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Setup frequency bins\n", "kx = np.fft.fftfreq(N, 1/N)[:, None]\n", "ky = np.fft.fftfreq(N, 1/N)[None, :]\n", "k = (kx**2 + ky**2)**0.5\n", "kmax = int(np.ceil(np.max(k)))\n", "bins = np.arange(1, kmax+1, 2)\n", "kcen = bins[:-1] + np.diff(bins)/2\n", "\n", "# Use renormalized numpy FFT to compute power spectrum\n", "E_k2 = np.abs(np.fft.fft2(psi[-1])/N**2)**2 * k**2\n", "E_k1 = E_k2 * 2 * np.pi * k\n", "\n", "# Build histogram over modes, weighted by energy\n", "pow_samples, _ = np.histogram(k, bins=bins, weights=E_k1)\n", "hist_samples, _ = np.histogram(k, bins=bins)\n", "spectrum = pow_samples / hist_samples / 2\n", "\n", "# Plot histogram\n", "plt.figure()\n", "plt.loglog(kcen, epsilon**(2/3)*kcen**(-5/3), '--k')\n", "plt.loglog(kcen, eta**(2/3)*kcen**(-3), '--k')\n", "plt.loglog(kcen, spectrum, '.-')\n", "plt.xlabel(\"k\")\n", "plt.ylabel(\"E(k)\")\n", "plt.tight_layout()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "This simulation isn't very high Reynold's number and didn't run very long, since we're only using a single core in the notebook.\n", "The same simulation script, however, can be run directly on a workstation or cluster with higher $N$ and more processes to produce a more turbulent simulation.\n", "I've done this offline, and included the saved scalar data here in the `turbulence_data_8192` folder.\n", "Try making these same trace plot using this data." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "fed7b74f14c74a1595a8a1b46bec9a26", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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\n", " Figure\n", "
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