{ "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 --no-cache 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": [ "2023-04-17 23:25:00,926 subsystems 0/1 INFO :: Building subproblem matrices 1/256 (~0%) Elapsed: 0s, Remaining: 9s, Rate: 2.9e+01/s\n", "2023-04-17 23:25:01,311 subsystems 0/1 INFO :: Building subproblem matrices 26/256 (~10%) Elapsed: 0s, Remaining: 4s, Rate: 6.2e+01/s\n", "2023-04-17 23:25:01,707 subsystems 0/1 INFO :: Building subproblem matrices 52/256 (~20%) Elapsed: 1s, Remaining: 3s, Rate: 6.4e+01/s\n", "2023-04-17 23:25:02,098 subsystems 0/1 INFO :: Building subproblem matrices 78/256 (~30%) Elapsed: 1s, Remaining: 3s, Rate: 6.5e+01/s\n", "2023-04-17 23:25:02,497 subsystems 0/1 INFO :: Building subproblem matrices 104/256 (~41%) Elapsed: 2s, Remaining: 2s, Rate: 6.5e+01/s\n", "2023-04-17 23:25:02,881 subsystems 0/1 INFO :: Building subproblem matrices 130/256 (~51%) Elapsed: 2s, Remaining: 2s, Rate: 6.5e+01/s\n", "2023-04-17 23:25:03,268 subsystems 0/1 INFO :: Building subproblem matrices 156/256 (~61%) Elapsed: 2s, Remaining: 2s, Rate: 6.6e+01/s\n", "2023-04-17 23:25:03,671 subsystems 0/1 INFO :: Building subproblem matrices 182/256 (~71%) Elapsed: 3s, Remaining: 1s, Rate: 6.5e+01/s\n", "2023-04-17 23:25:04,075 subsystems 0/1 INFO :: Building subproblem matrices 208/256 (~81%) Elapsed: 3s, Remaining: 1s, Rate: 6.5e+01/s\n", "2023-04-17 23:25:04,529 subsystems 0/1 INFO :: Building subproblem matrices 234/256 (~91%) Elapsed: 4s, Remaining: 0s, Rate: 6.4e+01/s\n", "2023-04-17 23:25:04,866 subsystems 0/1 INFO :: Building subproblem matrices 256/256 (~100%) Elapsed: 4s, Remaining: 0s, Rate: 6.4e+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": [ "2023-04-17 23:25:05,023 __main__ 0/1 INFO :: Starting loop\n", "2023-04-17 23:25:07,608 __main__ 0/1 INFO :: Iteration=1, Time=3.325217e-03, dt=3.325217e-03\n", "2023-04-17 23:25:09,325 __main__ 0/1 INFO :: Iteration=11, Time=3.657738e-02, dt=3.325217e-03\n", "2023-04-17 23:25:11,141 __main__ 0/1 INFO :: Iteration=21, Time=6.982955e-02, dt=3.325217e-03\n", "2023-04-17 23:25:12,907 __main__ 0/1 INFO :: Iteration=31, Time=1.030817e-01, dt=3.325217e-03\n", "2023-04-17 23:25:14,841 __main__ 0/1 INFO :: Iteration=41, Time=1.363339e-01, dt=3.325217e-03\n", "2023-04-17 23:25:16,597 __main__ 0/1 INFO :: Iteration=51, Time=1.695861e-01, dt=3.325217e-03\n", "2023-04-17 23:25:18,399 __main__ 0/1 INFO :: Iteration=61, Time=2.028382e-01, dt=3.325217e-03\n", "2023-04-17 23:25:18,400 solvers 0/1 INFO :: Simulation stop time reached.\n", "2023-04-17 23:25:18,400 solvers 0/1 INFO :: Final iteration: 61\n", "2023-04-17 23:25:18,401 solvers 0/1 INFO :: Final sim time: 0.2028382199317209\n", "2023-04-17 23:25:18,401 solvers 0/1 INFO :: Setup time (init - iter 0): 5.616 sec\n", "2023-04-17 23:25:18,401 solvers 0/1 INFO :: Warmup time (iter 0-10): 2.576 sec\n", "2023-04-17 23:25:18,402 solvers 0/1 INFO :: Run time (iter 10-end): 9.317 sec\n", "2023-04-17 23:25:18,402 solvers 0/1 INFO :: CPU time (iter 10-end): 0.002588 cpu-hr\n", "2023-04-17 23:25:18,402 solvers 0/1 INFO :: Speed: 2.859e+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": "9a4bddee6ffc4f40850ba4276054a883", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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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": "d2aa40637dde4d6bbdb4805d32c3ef2e", "version_major": 2, "version_minor": 0 }, "image/png": 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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": "399a32f8561648c6bdfb332c630d0d33", "version_major": 2, "version_minor": 0 }, "image/png": 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iItPGAKhHjDEAdqa6ulql1TA6OhpLly4FAEilUri7u6u8z8XFBUFBQZg3bx6eeeYZAG1hUSaTccszPaFQKJCbm4uGhgaEhoYCAAoLC+Ht7S1cExoaKnQXT5gwAZaWlroql4jI5DAA6hFTC4C3U1FRgW+++UaYhJKTk4OioiLh/IsvvogPPvgAAHDt2jV4eHjA399f7UQUJycnXX0MuqGoqAirV69GcnIyTp48qXTO2toa77zzDpYtW6ab4oiITAwDoB5hALy92tpanD9/HtnZ2cKYQQA4cOBAp2MHV6xYgVWrVgFom9m6a9cuBAYGYvDgwTA3N9dK7fSHa9euITU1Vdi7uLi4GElJSZg3bx4A4PTp01i9ejViY2Nx5513cu1BIiINYwDUIwyAPSeXy1FYWKgyCSUnJwdXrlzBZ599hqeffhoAcOTIEYwbNw4AYGZmhsGDByu1Gk6aNAlDhw7V5ccxKQqFAmfPnoWvry/s7OwAAG+//Tb+9re/AWhbezAyMhJxcXGIjY3F2LFj2dVPRNRLDIB6hAGwb9TV1QEA+vXrBwBIS0vDsmXLkJOTo7InLgB8+umnwjjErKwsvPfee0oB0d/fn4te97GjR48iKSkJycnJOHfunNI5e3t7HDlyBMHBwTqqjojI8HEvYDJ67cGv3cSJE3Hy5EnI5XJcvXpVZSLKqFGjhGtPnjyJjRs3Kr1fIpHAz88PgYGBeOmllzBp0iQAbTOexWIxlzzRgLFjx2Ls2LEAgCtXriAlJQUpKSlITU3F9evX4e/vL1z7zjvvQCqVIjY2FjExMSq/30REpHlsAdQgtgDqn7Nnz2Lbtm1KXcrtLYpA26LWd911FwDgu+++w5NPPql2Eoq/vz+srKx09TGMhkwmQ15enlIA9Pf3x8WLFwG0rT0YFRUldBePGjWKu9AQEanBLmA9wgCo/xQKBaRSqdBaOGvWLLi6ugIA3nrrLfz9739X+z6RSIQdO3Zg+vTpAIBLly7h8uXLCAwMhJubG1sNe0ihUOCnn34SJpNcunRJ6fyYMWNw9OhRHVVHRKS/GAD1CAOgYWtqasKFCxdUupRzcnJQXV2NrKwsBAUFAQASExPxyiuvAADs7OyUWg0DAwMxbdo0znztgdzcXCEM7t69GwsWLMCaNWsAANevX8fkyZMRFRWF2NhYREdHs1WWiEwWA6AeYQA0TgqFAqWlpXB2doZEIgEAfPzxx/jss8+Ql5cHuVyu8p4zZ85gxIgRAIDvv/8e+/btU9oNxcPDg62Gt3H9+nXU1tYKa0DeulSQtbU1Jk2aJCxGHRwczF9TIjIZDIB6hAHQ9DQ3N+PixYsqLYa7du2CtbU1AODxxx/Hv/71L6X32draIiAgAEFBQfj444+Fbmi5XM4xbx2orq7Gr7/+KrQQ3ryoOAC8//77+POf/6yj6oiItIsBUI8wAJI6v/zyC/bt2ydMQrl48SJkMplwvq6uDra2tgCAp59+Gtu3b1c7EcXT05Ph8AaFQoHff/9dCINpaWnYt28fxowZAwD44YcfsGrVKmEyyR133MEFw4nIqDAA6hEGQOqK69ev49KlS8jOzkZhYSGeffZZ4dyUKVOwZ88ete+zsbFBaWmpEBbT09MBAAEBAcICzKaqsbERlpaWQkB+4okn8OWXXwrn7e3tMWXKFKG7ePDgwboqlYhIIxgA9QgDIPVWeXm52t1QLl68iAEDBkAqlQrXxsbGIjU1FQDg7u6uNMYwMDAQcXFxJjsmrqioSGgdTE1NRXl5udL5wsJCeHp6AmhrTTTVXyciMlwMgHqEAZD6SmtrK0pKSuDh4SEcu//++7Fnzx6UlpaqXO/s7Ixr164JrxMTE1FfX68UEk3lz6hMJsOpU6eQnJyM5ORkVFVV4cyZM8L5WbNmoaKiQmgdDA8PZ1c7Eek9BkA9wgBIulBZWakyCcXW1habNm0SrhkyZIjKGnuDBg1CUFAQRo8ejffff184buwtYq2trcJexC0tLXB0dFTaUnDAgAGYNm2aMH7Q3d1dV6USEXWIAVCPMACSvvrHP/6Bc+fOCV3KxcXFwrlbF1sODQ2FTCZTWdswMDDQKNc2vHTpktBdvGvXLtTW1grnYmJisHv3buF1S0sL95EmIr3AAKhHGADJUFRXV+P8+fPIzs6GtbU15syZA6BtgoqNjQ1aW1vVvm/q1Kn47bffhNd79+6Fh4cH/Pz8hFY1Q3b9+nUcPXpU6C6eO3cuXnrpJQBAaWkpfH19ER0dLXQXDx8+3KhbS4lIfzEA6hEGQDJ0CoUC+fn5aieiFBUV4U9/+hM2b94MoG1snY2NDVpaWmBubo4hQ4YotRaGh4cjLCxMtx+ol27uDv/uu+8wf/58pfPu7u5CGIyNjRUWrSYi6msMgHqEAZCMWW1tLerr6zFo0CAAwLVr1zBt2jScP38ejY2NKtfPmTMHW7duBdC2wPVTTz2lFBKHDBliUGvzKRQKnDt3Tugu3rdvH5qamoTzX3/9NRYuXAgAqK+vh4WFhUF9Pm2QVjcir6wefs62cHOw1nU5RAaNAVCPMACSKZLL5SgsLFSZiBIfH4/ly5cDAAoKCuDj46P0PolEIgTCOXPmCOGp/a8kfe9abWpqwv79+4VAmJycDDc3NwDAhx9+iDfeeENp7cEhQ4bouGLdSjpegJU/ZEKuAMQiIHH2CMyP9NZ1WUQGiwFQjzAAEqlXUlKCzz//XOhSPn/+POrr64XzK1aswKpVqwC0reEXEhKiMgElKCgIQ4YMgaWlpa4+RpfNmTMH33//vdKxwYMHC13FM2bMMKnJJNLqRkQl7sbNP2wkIhEOvBzDlkCiHmIA1CMMgERdo1AocPXqVaG1MCIiAmPHjgUA7NmzB1OmTFH7PrFYjDfffBOvvvoqgLZt9NLT0xEYGAhXV1e9aTWUy+U4deqU0Dp48OBBYWKNlZUVKioqhL2ir169ikGDBkEikeiy5D71z90X8GHKeZXj/3niDowbMkAHFREZvt5mDsOftkdEBkckEsHT0xOenp6YOnWq0rmoqChkZGSodCnn5OSgtrYWLi4uwrWnTp3C5MmTAbRt93brbijjxo1TWjxbW8RiMSIiIhAREYGVK1eitrYWe/fuRUpKClpaWoTwBwDTp09HUVERpk2bhtjYWMTGxgq7lBg6aXUjtp28ik9SVcOfSAT4OtvooCoiAtgCqFFsASTqOwqFAsXFxbC2tkb//v0BADt37sQzzzyD/Px8yOVylfd89tlnePrppwEAWVlZWLdundCdHBgYCDc3N522GlZXV8PHxwfV1dVKx4cNG4a4uDjce++9mDRpko6q652k4wV4+YdMtP+E8ehvDWl1I+Q3XluaibF1yTjUNbdyUghRD7AFkIhMgkgkEiZZtJs+fTouXryIpqYm5ObmqrQYjhgxQrj22LFj+PTTT5Xeb2dnh4CAAAQFBWHp0qUYM2aMVj5LOwcHB5SVleHo0aNCd/Hx48dx7tw5nDt3DpWVlUIAlMvl+P333xESEqI3Xd0dkVY3YuVN4a/92Lano1DXLMPbv2QhS1qDe1YfBMBJIUS6wBZADWILIJH+On78OJKSkoR1DS9duqTUarhz507ExcUBAP7zn/9g5cqVKpNQAgMD4eHh0acBrKKiArt27UJKSgoSEhJw1113AQDS09MxevRouLm5CV3F06ZNw8CBA/uslp46dLEMD3xxVOV4+5i//ReuYcG/jimd46QQou5hCyARURdERkYiMjJSeN3S0oKLFy8KgfDmRauzsrJw+fJlXL58GSkpKUr3sbW1xY4dOzBx4kQAbUvclJeXIyAgALa2tr2u08nJCXPnzsXcuXOVjl+4cAHW1taQSqX4+uuv8fXXXwMAwsPDERcXh0cffRT+/v69fr4m+Dmr/jpIRCJhzJ9ErBqgZQoF8ssaGACJtIQBkIhMkoWFBYKDgxEcHKxy7oUXXkBsbKzKjigXL15EfX093N3dhWs3btyI1157DQDg6empMhElKioK/fr163W9999/PxISEnDw4EGhu/j06dM4efIkTp48ibi4OCEA5uXlobW1Ff7+/jrpLraxMINELILsxoA/iUiEd2aHCOHOz9kWYhGE8YDt13BSCJH2sAtYg9gFTGTcrl+/jkuXLsHf319YtuWNN97A6tWrUVZWpvY9WVlZCAoKAgD89NNPSE9PF0JiQEAA7OzselxPcXExUlNTsXv3bqxbt05YW3Dp0qX45z//CV9fX2HtwalTp8LBwaHHz+qOpOMFWPF9JvycbfDOrBHwVTPJo/0aoG1G8CqOASTqFq4DqEcYAIlMV3l5ucoklAsXLuDkyZNCMHvkkUeErtt27u7uQiB8++23NbKf8GOPPYZvvvkG169fF45JJBKMHTsWcXFxePnll/t0Ier56w7jaF4F/jI9EE9P7rhb+u3t5/DlgTxMCnDG14+O7bN6iIwRA6AeYQAkos5s2bIFu3fvFsYdlpaWCudEIhEaGhpgZWUFAHjuueewd+9elS7lwMDALrXk1dXVYd++fUhOTkZKSgpycnIAAD4+PsjLyxO6hnft2oWAgAB4eXlp5DNerWrE+FW7AQAHX54Cj/4dj+nLvFKNmasPwNZCgpN/nwZLM+NdDJtI0zgJhIjIQNx///24//77hdeVlZVCa2FxcbEQ/gAgIyMDZ8+exdmzZ1XuM2jQIOTn5wvb4v3++++wsrKCr6+v0DXdr18/3HXXXcIs4vz8fKSkpEChUAjhr7W1FXPmzEFVVRWCg4OFfYsnTZoEG5uejcf7KeMqAOCOwU6dhj8AGO5uj4F2lrhW24xjeRWIHqp/M5qJjBVbADWILYBEpCn5+fk4d+6cykSU4uJieHp6orCwULh2ypQp2LNnDywsLODv76+yfM0dd9yh9hlFRUWYM2cOjh49qrQkjoWFBaKjo/HYY4/hT3/6U5drVigUiP04DRdK6/DufV0b0/eX/57GdyeuYNF4X7w2c3iXn0Vk6tgCSERkhHx9feHr64sZM2YoHa+urkZxcbHSMYlEAisrKzQ1NQmLSLcbNGgQpFKp8Pqjjz6CTCYTupb37duHuro67N69G8nJyUhOTkZBQQF27dqFCRMmKD33559/RmxsrNJ2fDfbd/4aLpTWwVwiQvwIN7XX3GpKkAu+O3EFe7JLGQCJtIgBkIjIgDg4OKiMAUxNTYVcLkdBQYFKi6Gzs7PStZ988olS66GZmRmGDBmCoKAgjBkzBvn5+Th//jySk5MxZcoU4bpdu3ZhwYIFAIBRo0YJ3cXjx4+HhYVF29ZvN2b1Xpcp8GumtEstgBOGDoS5RIT88gZculaHwQN7v2QOEd0eu4A1iF3ARKTPFAoF3nzzTWRlZSE7Oxvnz59HY2OjcH78+PE4cOCA8HrMmDEwNzdHYGAgWltbcfDgQVy6dEnpnra2thh/5104H7QQN/8w6c7OHg9+eQQHc8vx17uC8Xj04F5/TiJTwC5gDaqtrcWUKVNw/fp1yGQyLF26FE888YSuyyIi0giRSCQsWg207S985coVocXQ0dFRONfU1IT09HTI5XIcOnRI5T5eXl5obm5GSUkJ9p3KwqAg5WfJFAqczS+BW6jvbeuKCXTBwdxybDt1FXeNdONuIERawBbAm8hkMjQ3N8PGxgYNDQ0ICQnB8ePHMWDAgC69ny2ARGQsZDIZzpw5o7K2YU5ODurr67FgwQJs3LgRmZmZ2LHnED6XekIkEgvvV8hlKPr8MQxxH4C4uDjcf//9iIyMhJmZarvD6t0X8EHKeQCAWAQkclFootviOoB9pKKiAqNGjUJ6errKGJqOMAASkbFTKBQoKipCa2srfHx8AABXr17F+L9uBVyHtl0jl6EieTXqzqQqvbd///6YPn063N3dERAQgKCgIDi6+yHhq0yVbeG62n1MZKp6mznEt79Ef6SlpWHmzJlwd3eHSCTCjz/+qHLNmjVr4OfnBysrK0RERGD//v3dekZVVRVCQ0Ph6emJv/zlL10Of0REpkAkEsHDw0MIfwDg4eGBoNBwAMCfRtjjr6EtWDF3ImbNmgVfX1+MHDkSjo6OqKqqwsWLF/HRRx9hyZIlmDx5MsbcebdS+APauo/zyxq0+bGITI5BjQGsr69HaGgoFi1ahPvuu0/lfFJSEpYtW4Y1a9Zg/PjxWLduHeLj43Hu3Dl4e7d1J0RERKC5uVnlvSkpKXB3d0f//v1x+vRplJSUYPbs2ZgzZw5cXV37/LMRERmqmqbryCmpBQC8cE8kXOysVK6RyWQ4ceIECgsLcejQIWRnZ+PcuXO4UlEEhVwOkfiP9gixCPB2skJBQQEmT56ssq5hYGAg3NzchAWtiaj7DLYLWCQSYdu2bUhISBCOjR07FuHh4Vi7dq1wLDg4GAkJCUhMTOz2M5566ilMmTIFc+fO7dL17AImIlOUdv4aFn51DN5ONkj7S0yX33flyhW88cYb2Hm+BuKxD0EkFkOhUKBi5z9gU3wa8+bNw+rVq9W+187ODm+//TaWLl0KoK2BIDc3F0OHDu3xLiZEhoSzgG9oaWlBeno6Xn75ZaXjsbGxKjPYOlJSUgJra2vY29ujpqYGaWlpeOqppzq8vrm5Wak1saampmfFExEZsPTLlQCACB/H21ypzNPTE1988QUUCgV+3H8GL+y4ApFCBsWlIyitq8WwYcOwb98+5OTk4MiRI9i7dy+amppQXFyM2tpapR96x44dE9Yt9Pb2VtlDedSoUV2e0EdkCowmAJaVlUEmk6l017q6uqqsmt+RK1eu4LHHHoNCoYBCocCzzz6LkSNHdnh9YmIi3njjjV7VTURk6E4WtAXA8G4GwHYikQj3ThiJV1KlaLwOnMi5jJILZzB8+HA4Oztj4sSJqKurw1dffQUAsLGxwejRo1FUVITs7GwEBgaisrISTk5OqKioQEFBAQoKCpCSkiI8Y/369cKyXllZWUhKShLCYUBAAPr14wLUZFqMJgC2u3VMyM0bn99OREQEMjIyuvyslStXYvny5cLrmpoaeHl5dfn9RESGTiZX4FRBFQAgwrtnARAAxGIR/F36IfNqNfIrmjB90iSl82FhYVi4cCFSUlJQXFyMtLQ0pKWl4dVXX4W3tzd27NiB8vJylJWVITs7W2VHlGHDhgn3OnjwoMo/3j09PYVAuGTJEowYMaLHn4XIEBhNAHR2doZEIlFp7SstLe2zSRyWlpawtLTsk3sTERmCnOJa1DW3wtZCgsBBdr2611DXtgB4vqQO00OUz8XExCAmJgYKhQKZmZlISUlBcnIy9u/fj5KSEvj5+QFo+1mQmZmJ4uJiJCQkYMyYMSprD/r7++Oxxx4TgmJZWRmuXLmCK1euYNeuXUqTDLds2YLExESVLuXAwEDY2fXu8xLpktEEQAsLC0RERCA1NRWzZs0SjqempuLee+/VYWVERMYr/Ub37yhvR0jEvZuVG+DaFqjO35hRrI5IJMLIkSMxcuRI/PnPf0ZDQwPOnj2rNPFj3bp1OH36NN588004ODhg6tSpwt7Fvr6+mDx5MiZPnixcX1FRIbQU5uTkKLX+nTlzRvi6lZubG3766SdERkYCAKRSKZqamuDt7Q2JRNKrXwuivmZQAbCurg65ubnC67y8PGRkZMDJyQne3t5Yvnw5FixYgNGjR2PcuHFYv349CgoKsGTJEh1WTURkvE5e7t34v5sFuLaNw7tQUtfl99jY2GDMmDHCa4VCgeeffx47d+5EamoqKisr8cMPP+CHH34AAERHRyMtLU3pHk5OThg3bhzGjRuncv9nnnkGUVFRSt3JOTk5KC0thVQqhYuLi3Dt2rVr8dZbb8HS0hJDhw5VaTEMCwtjrxHpDYMKgCdOnEBMzB9LDLSPv3v44YexceNGzJ8/H+Xl5XjzzTchlUoREhKCHTt2KC1YSkREmtM+A3i0RgJgWwvgpbI6XJfJYS7p/l4FIpEIixYtwqJFiyCTyZCeno7k5GSkpKTg8OHD8PX1Fa6Vy+W47777MGbMGMTFxSEsLAxisfIzPTw84OHhgbvvvlvpeFVVFXJycpTGfdfX18PCwgLNzc04e/Yszp49q/Se3NxcDBkyBADwyy+/IDs7W+ha9vX1VbtNHlFfMdh1APUR1wEkIlNSWtuEMf+3CyIRcPq1WNhbmffqfgqFAiGvJaO+RYbflk+Ev4tmx9hVV1crTdbLyMjAqFGjhPMDBw7EtGnTEBcXh9jYWAwaNKjbz5DJZLh8+bJKi2FeXh4uXrwodA0/+OCD2Lx5s/A+c3Nz+Pv7C4HwlVde4RhD6hT3AtYjDIBEZEp2ni3Gkn+nI2iQHXYum6iRe9772UGcLqzCmgfDMWOEm0bu2ZFr165h69atSE5Oxu7du1FXp9z1/MEHH+DFF1/sk2evW7cOu3btQk5ODs6fP4+mpibhnEQiQUNDAywsLAAAy5YtQ3p6usqOKH5+fjA3713oJsPFhaCJiEgn0i5cAwAE9XL2780CXPrhdGEVzpfU9nkAHDhwIJ5++mk8/fTTaGlpwZEjR5CcnIzk5GScPHkSYWFhwrW//fYbPvzwQ2EySXBwcK+2olu8eDEWL14MoK0ruqCgQGg1LC8vF8IfABw5cgRHjx7FgQMHlO5hZmaGgIAAnDlzRmhZvHjxIhwcHLiPPd0WWwA1iC2ARGQqko4XYMX3mQAAEYBV943A/EjvXt/3i7RL+L8dWZgxYhDWPBjR6/v11LVr1+Dg4KDUCvfpp58K5z09PYUweOedd8LJyanPajlz5gx+//13pW7l8+fPo6GhAX5+frh06ZJwbXR0NA4cOAAnJyeVpWuCgoIQFBTUZ3WSdrELWI8wABKRKZBWN2L8qt2Q3/TTQyIS4cDLMXBzsO7VvffmlOKRDcfh79IPvy2fdPs3aElOTg62b9+OlJQUpKWlKXXZikQi5ObmYvDgwVqrRy6X4+rVqygrK1MaxxgREYGTJ0+qfY+XlxcKCgqE12vXroWZmZkQFAcOHNirVk3SLnYBExGRVuWV1SuFPwCQKRTIL2vodQBsnwmcX1aPllY5LMy6PxO4L7S3or344otobGzE/v37he7i6upqYSFqAHjyySdx7do1oYWwL4KhWCyGl5eXyu5T6enpqK+vx4ULF5R2Q7l1xjIAvPXWW5BKpcLr/v37Cy2FY8aMwdNPP63xukl/sAVQg9gCSESmQFrdiKjE3bj5h4emWgAVCgVGvp6C2uZWJC+b2OvdRbShtrZWmLErk8ng4uKCiooK4by/v78QBmNiYvRidq9cLsfy5cuFWcqXL1/GzXFg0qRJ2Lt3r9Lrfv36KXUnBwYGwtXVla2GOsIuYD3CAEhEpuKRDcewN6dtEohEJMI7s0M0MgYQAGatOYhTBVV4boo/Hhjr3etQqU1yuRzp6enCVnWHDx9Ga2urcP6OO+7A4cOHhdfd2a++LzU2NiI3N1cIhB4eHli0aBGAtvUN+/Xrp/Z99vb2mD9/PtavXy8cy87Ohq+vL6ysrLRSu6liFzAREWmd2Y0Fkx+J8sXiSYM1GtLMbgSif+7OxWd7cpE4WzMTTLRBLBYjMjISkZGRePXVV1FTU4M9e/YIgXDq1KnCtTU1NQgODsakSZMQGxuL2NhYuLu766Rua2trjBgxQmkbvHbm5ubYs2ePUndydnY28vPzUVNTA5lMJlzb1NSEYcOGAQB8fHxUJqIMHz4crq6uWvtc1DG2AGoQWwCJyFRMfn8P8ssbsPnxsYjy19ySI33ZvawPrl+/Lqzd97///U9lr/qQkBBhIero6GhYW+vvZ25ubkZubi7Mzc0REBAAALh06RIiIiJQVVWl9j0LFizApk2bALT9WiQmJgrhMCAgQGlPZ+ocWwCJiEirmq7LUFDRAADwd1XfNdhTeWX1uLVVQlMTTPTBzQs3x8fHIy0tTWgdPHHihLCF3IcffojVq1fjmWeeAdAWlszMzPSiu7idpaUlhg8frnRs8ODBqKiowLVr14Tu5JtbDW++/tKlS3jttdeU3u/t7S0EwpkzZyI2NlYrn8UUMQASEVG3tM8Ctrcyw8B+lhq9t5+zLcQiqCwx4+tsfC1D5ubmiI6ORnR0NN566y2UlZVh165dQiCMi4sTrv3qq6/w1ltvCV3F06ZNw4ABA3RYfcdEIhFcXFzg4uKCiRM73iFGIpFg0aJFQlCsqKhAQUEBCgoKkJqaCmdnZyEA5uXl4b777lPqTm5vNexofCJ1jl3AGsQuYCIyBf87XYSl/zmFCB9HfP9UlMbv/83hfPztp98BAGIRDGoMoKbcOjlk3rx52Lp1q/BaJBIhIiJC6C6OioqCmZlht+mUlZUp7Z88c+ZMREdHAwB27NiBu+66S+37PDw88Oabb+LRRx8FADQ0NKC0tBTe3t4Qi/VjGaG+wFnAeoQBkIhMwUcpOfjH7lzcH+mFVfeN7JNnhL6ejOqmVmx6dAwmBgzsk2cYkqamJuzfv19oHczMzBTOSSQSlJeXw8HBAYDysjTGoqysDIcOHVLpUi4rKwMAfPPNN3jooYcAACkpKYiLi4OVlRUCAgJUWg2HDRsGW1tbXX4cjeAYQCIi0qoLpXUAAH+Xvut68xpgg+qrNWhplffZMwyJlZUVpk2bhmnTpuH9999HUVERUlNTkZKSgvr6eiH8AUBsbKzSQtQxMTEG3yjh7OyMe+65R+V4RUUFcnJy4O/vLxwrKSmBubk5mpqacObMGZw5c0bpPRs2bMAjjzwCoG3Jml9//VWYrezj4yPsq2zs2AKoQWwBJCJTcOdH+5BbWoevHx2DSX3UOrf4mxNI/r0Eb9wzHA9H+fbJM4xRfX09nJ2dlbaqk0gkGDduHOLi4jBjxgyEh4frsELtaG1tRX5+vlJrYfv/b9u2DePGjQMAfP7553jqqaeE91laWsLf318IhI888giGDh2qq4/RKbYAEhGR1lyXyZFfVg8AGNqHLYAe/dsmfVytauyzZxgjW1tblJaWYu/evUJ38YULF3DgwAEcOHAAp0+fFsYSKhQKSKVSna092JfMzMzg7+8Pf39/lbGDN7d7eXt747777kN2djYuXLiA5uZm/P777/j997YxqNOnTxcC4JYtW7B27Vql7uSgoCD4+voa5PhLw6uYiIh05nJ5PVrlCthaSODm0Hc7PXg4ti35crWSAbC77OzsMHPmTMycORNA2wzalJQUpKSkICEhQbju/PnzCAoKwvDhw4Xu4ujoaKNfi+/myTUzZszAjBkzALRt43f58mWlcYbti1oDbfssp6WlIS0tTel+5ubm8Pf3R1JSkrCQdllZGczNzZW65vUNAyAREXXZhZI/xv/15Zp0Hv3bAuAVtgD2mp+fHxYvXozFixcrHT916hTEYrHQ4vXxxx/D0tIS0dHRiIuLw7x58+DtbTqzryUSCQYPHozBgwcjPj5e5fwTTzyBsLAwpW7l8+fPo6mpCVlZWUrL8nz44Yfo378/VqxYoc2P0C0MgERE1GV/TADp21mmnmwB7HP3338/YmNjsWvXLiQnJyM5ORlXrlzBb7/9ht9++w1BQUFCACwpKYFYLMbAgaY7IzsgIEDY8aSdXC5HYWEhcnJy4ObmJhy/du0a7rjjDm2X2C0MgERE1GXtAXCohncAuVV7C2BZXTOarstgZW4aMzO1zcnJCXPnzsXcuXOhUCiQnZ2N5ORk/Pbbb5g8ebJw3aeffopVq1YhPDxcWHtw3LhxsLCw0F3xekAsFsPHxwc+Pj5Kx7/88ksdVdR1xrtCIhERadyFkloAfTsBBAD625jDxqIt9BWxG1grRCIRgoODsWzZMmzfvl1ph43Lly9DoVAgPT0d77zzDiZPnowBAwbgnnvuwWeffYbm5mYdVk49wQBIRERdIpMrcEmYAdy3XcAikUhoBeRMYN379ttvIZVKsWnTJjz44IMYOHAg6urq8PPPP+P1119X2uM4PT0d1dXVOqyWuoJdwERE1CWFFQ1oaZXDylwszNLtS+79rXGhtI7jAPXEoEGDsGDBAixYsAByuRynT59GcnIy5HK5sOWaQqHAzJkzUVpaijvuuEPoLh49erTJLLBsKBgAiYioS9rH/w0Z2A8Scd/NAG7XHjLZBax/xGIxRo0ahVGjRikdLy0thZ2dHaRSKQ4ePIiDBw/i73//OxwdHXHnnXfiwQcfxL333qujqulm7AImIqIuuVDaNv6vL7eAuxmXgjE8rq6uyMnJQV5eHtatW4fZs2fDwcEBlZWV2Lp1q9Iaeo2Njdi5cycaGhp0WLHpYgsgERF1Se6NNQD7egJIOy4FY7h8fX3x5JNP4sknn0RrayuOHTuGlJQUpfX1Dhw4gPj4eGHtwfbFqEeMGNGna0xSG7YAEhFRl2hrDcB2nARiHMzMzBAVFYXXX38dY8eOFY5XVVXBy8sLzc3N+O233/CXv/wFoaGhcHd3x8MPP4xz587psGrjxwBIRES3JZcrcPGadtYAbNc+BrC4ugkyueI2V5OhmTt3Li5fvoysrCx8+umnmDFjBmxsbFBcXIxNmzZBJpMJ16anp2Pv3r1oaWnRYcXGhV3ARER0WxmFlWhokcFMDPg4aWevWBc7K5iJRWiVK1BS0wT3/n0/85i0SyQSISgoCEFBQVi6dCmam5tx8OBB7N+/HyEhIcJ1H330ETZv3gxbW1vExMQI3cVDhw5ld3EPsQWQiIg6lXS8APd9fhgA0CoHvj95RSvPlYhFcOtvBYDdwKbC0tISU6ZMwWuvvaYU7AYOHAgXFxfU19dj+/btWLp0KQIDA+Hn54clS5ZALpfrsGrDxABIREQdklY3YuUPmVDc1AP7yg9nIa3WTiATxgFyIohJ++STTyCVSnHq1Cm8++67mDJlCiwsLHD58mUcP35cWIcQADZu3IgjR44odSGTKnYBExFRh/LK6nHr8DuZQoH8sga4OfR9l6xHfxsAFWwBJIjFYoSFhSEsLAx/+ctfUF9fj3379im1/tXV1eHJJ5/E9evX0b9/f9x5551Cd7G3t7cOq9c/bAEkIqIO+Tnb4tY1nyUiEXydtTMO0ONGF/AVtgDSLWxtbTFjxgzcfffdwrGqqirce++96N+/P6qqqvDf//4XTz75JHx8fBAUFIQvvvhChxXrFwZAIiLqkJuDNZ6d4i+8FouAd2aHaKX1D/hjJjBbAKkrPD09sXXrVpSVleHw4cN44403EBUVBYlEgpycHDQ2/vHnqKioCO+++y4yMjJMcgwhAyAREXXKztIcABDm5YCDL0/B/EjtdaW1dQEDuaW1Wht3SIZPIpHgjjvuwN///nccPHgQZWVl+P777zF79mzhmh07duDll1/GqFGj4ObmhgULFuCbb75BSUmJDivXHgZAIiLq1MGLZQCAu0e6a63lr13GlSoAQFFVE8av2o2k4wVafT4Zh/79+2P27Nnw9PQUjnl6euLuu++Gra0tSktL8e9//xsLFy7EoEGDEBYWhszMTB1W3PcYAImIqEMtrXIcy6sAAEQNcdbqs6XVjfgoJUd4LVdodwYyGbfp06fj559/Rnl5Ofbs2SO0BgJAZmamUlhMSkrCp59+iuzsbCgUxrEoOWcBExFRh05fqUJDiwxOthYIGqSdLeDa6XoGMpkGS0tLTJ48GZMnT0ZiYiJKS0tx4sQJODo6Ctf885//xMGDBwEA3t7ewsziqVOnKl1nSNgCSEREHTpwoa37N2rIAIhvnQ7cx3Q9A5lMk4uLC2bMmKF0bM6cObjzzjthaWmJgoICfPnll5g7dy6cnZ0xffp0HVXaOwyARETUoUM3xv+N99du9y/QNgM5cfYI3LzTlzZnIBO1W7ZsGVJTU1FRUYFff/0Vy5YtQ3BwMORyOWxslP9B8tRTT2HdunUoLCzUUbVdwy5gIiJSq765FacKqgAA47U8/q/d/Ehv2FuZ46lvT8LFzlKrM5CJbmVjY4Pp06cLrX6FhYWor68Xzufm5uLzzz8HAPz1r3/FW2+9pZM6u4IBkIiI1DqWX4FWuQKejtbwHqC7bteJAQMhEgGltc0orW2Ci52VzmohupmXl5fSa1tbW7z55ptISUnR+65hdgETEZFaB2+M/5ugg+7fm9lammHIwH4AgLNXq3VaC1Fn3Nzc8Le//Q379+/H+PHjdV1OpxgAiYhIrYMXywEAUToOgAAw0sMBAJB5pUbHlRAZBwZAIiJSUV7XjCxpW9iKGjJAx9UAIe0B8GqVbgshMhIMgESkF6TVjTh0sazPFvnt6v37ug5DcfhSW+tf0CA7OPez1HE1wEjP9gDILmAiTeAkECLSKGl1I/LK6uHnbHvb5TpaZXJUNLTg2yMF+MfuC1AoAJEIWD4tAIvG+6GfZed/RXX1WUnHC7Dyh0zIFYBYBCTOHqF2NmlXr+vKczu7pqfnuqO390k917Yfaqhn/x7XoEnD3O0hFgElNc0oqWmCqz0nghD1hkhhLHuaaEBeXh4effRRlJSUQCKR4MiRI7C1te3y+2tqauDg4IDq6mrY29v3YaVEfaO3oWHz0cv4649nIb8R5B4e54NgN3uU1bWgrK657b+1zSivb/v/yoYWdPY3UD9LM7jYW2KQvRVc7a2U/j/zajXW7bsohLXHJwzGSC8HVNS3oKyuBRX1zSiva4G0ugkZhVUq93awMoOFuQTmYhHMJGIAChRUqLb6xYcMgqu9FWwtJehnaY6c4hr8lFEEBQARgAfGeuOOwQMgv/FB5AoFDl8sx9YTV9quEQEvTgvAQ3f4wN7KHFvTCzsMmbcLoB39/tx6vLP7qLvHrce2HCvAyz+07YMqEgGrOgjC2hb78T6cL6nDlwtH485hrrouh0ineps5GABvMmnSJLz99tuIjo5GRUUF7O3tYWbW9UZSBkDSpt6GtVaZHJUN11FW1xaUtp8pQtLxQiHYjPd3hs8AGzRdl6OpVYbm67K2/78uQ1PrTf9/43hjSytkPfjbRATAVP4S6uizOvezQEurHDVNrSrXPznRD2FejjhfWotPf7sghLq3E0IwO9wTSccL8cbPvwuhe+ZIN/x8Wqr0HBGAR6J8Ia1pQvLZYiGYLpk0BDYWEnycer7t/QACXPshp6ROqQ6JSIQDL8fofAHmF787je9PXsHzU4fihWkBOq2FSNcYADXk999/x/PPP4/ffvutx/dgACRt6aiFp7FFdqOlrS3UldU1o7y+Bddq2/7bndY3TQnzcoC/S9s4Mud+FhhoZ4kBtpZwtrOAcz9LNF2XYeJ7e5T2fJWIREh5YSJEIqC4pgmlNc0ormlCyY2v3NI6nL8lpABAkKsdfJ1tMaCfBQbYWsDJ1gJisQiv/e93pc8qFgH/fmws+ttYoFUux3WZAiXVjXjmP6eUrmsPSRKRCHXNrbhUVoe082Uqzw12s4OjjQXEIhGqG1uQedX4Zqr+54k7ME7Hk0E2HszD6z+fw5QgF3z1SKROayHStd5mDoMZA5iWlob3338f6enpkEql2LZtGxISEpSuWbNmDd5//31IpVIMHz4cn3zyCaKjo7t0/wsXLqBfv3645557cOXKFcyZMwevvPJKH3wSou6rb26FtLoR0uomZElrkLgjW2jhkSuAFd9n4rX//Y6m6/Ju3VckApxsLGBjIUFhpWr3533hHvB3sYOVuRhW5hJYm0tgZS6GpbkEVmYS4biVuQQ1jS2YteaQSpBb+1DEbVuOEmePwCs/nIVMoYBEJMI7s0MwxKVt3bfBN9Z/u5m0uhHjV+1WedaGRyPVPsvSTKxyf9WlTRyxqrlV5bpbu2DVPferRyKVulPVXbPnz5NQ3Xgd9352UOmcWARseCQSFmZiPPjlUaVzIgDTQwbhfEktLl77Y7eB7hKhbS2//bmq4bWj62/+t4G+7L874sZ4xPTLlSiqaoBIJNLIeEkiU2QwAbC+vh6hoaFYtGgR7rvvPpXzSUlJWLZsGdasWYPx48dj3bp1iI+Px7lz5+Dt3fYXeEREBJqbm1Xem5KSguvXr2P//v3IyMiAi4sLpk+fjsjISEybNq3PPxsZh552yd4c7qRVTZBWN6G4phFFVU0orm5CUXUjam/pGlSnPfxZmIkx8EZr24Cb/jvAVrn1bYCtJZxsLSARizoMLX+OC+zGZ7FVG+S68v75kd6YGDAQ+WUN8HW2ue172veI7eqzunr/213Xled2dI33gLbxxOrOTQp06fDc/Ehvtb8/YhGw+fE78MCXR1R+3/4SH4j3fs1Rus/EgIGq9wAAEbr0fn0IWOeK2lpWqxuvI2rVHiGodjZhh4jUM8guYJFIpNICOHbsWISHh2Pt2rXCseDgYCQkJCAxMfG29zx8+DDeeOMN7Ny5EwDw/vvvAwBeeumlDt/T3NysFChramrg5eXFLmAT1FGXbF1zK4pvCXdC2Lvx366EOwCwszSDW38rONpY4GhehdI5sQjY8uQdCHazRz9LM4hEoh59hs5av7pKWt3Y5SDXW9p8Vnef29k1PTnX0e9PR8fV3UfdtQC6/H5dUheCb3bzOMWb/zEGgK2EZJRMcgzgrQGwpaUFNjY22Lp1K2bNmiVc9/zzzyMjIwP79u277T1bW1sRGRmJ3bt3w8HBAffeey8WL16Mu+++u8P3vP7663jjjTdUjjMAGi+FQoG65lZU1l9HZUMLKhpakHetDm9tz1IZ3G9rKUF9s6xL97WzMoObgxXcHKzh5mCFQQ5WcHewbvtv/7ZZr3ZW5sL1mgprt9K3H/qkrKPfn+78vqm71hB+3w9dLMMDXxzt9Jq/3hUMmUKBd3/NFia1AH+0Eq6YHoQRng4Mg2QUTGYMYGfKysogk8ng6qq8LICrqyuKi4u7dA8zMzO88847mDhxIhQKBWJjYzsNfwCwcuVKLF++XHjd3gJIfUtT66QpFArUt8hQWd+Civq2MFfV0IKK+uuorG+bJFHZ0HauPfBVNrTgehenuraHv1vDnVLI62+FQQ7Wt13v7lbd7TLtqrba+INRX3X0+9Od3zd11xrC77ufsy3Et3RX3+rtX7KUXt98qVwBJP6aDUA5DNpaSFDfImMoJJNjFAGw3a3dXgqFoltdYfHx8YiPj+/y9ZaWlrC01P0K+aako67Wm8OcENoa/ghuHb3uapi7lZW5GE42FnC0tYCthQTH8iuVzotFwLePj8UIz/7dDnddZQg/tIk05daxlSIAEKFHM9lvDoPtOI6QTI1RBEBnZ2dIJBKV1r7S0lKVVkEyXNnSGrz8fabK7Nf3k3NQ09iKFln3ZsC2szQTY4CtBfrbtC0b4mhrAScb81teW6C/jXnbaxsLWFtIlO6hrkt23JBbZ5kSUW/c2vINAL+ckaq0/PWEXAGs/D4TtpZm8HK0ZqsgGT2jCIAWFhaIiIhAamqq0hjA1NRU3HvvvTqsjHqjqKoRx/IqcCy/AsfzKnChVHXdNwAoq2sR/t/STCyENCdb5dCm7rW6MNcTfdUlS0TKbm35vmukG97ZkaW2a7i7rYRyAM9uPiW8ZqsgGTODCYB1dXXIzc0VXufl5SEjIwNOTk7w9vbG8uXLsWDBAowePRrjxo3D+vXrUVBQgCVLluiwauoqhUKBi9fqcCyvEsfzK3AsrwJXq1TXpbuVWAR89UgkhrrawUlDYa6n2CVLpH3qlt35y/RAjPTsL7QS5pc14MzVKmFpm65qbxUMGmQHF3srziYmo2Iws4D37t2LmJgYleMPP/wwNm7cCKBtIej33nsPUqkUISEh+PjjjzFx4kSt1cidQLquVSbHOWkNjuVV4Hh+BU7kV6K8vkXpGolYhBB3e0T6OiHSzwmRvk5IPVfcJ7NficiwdWdpnp6EwfY1B0UAnoj2w6IJfgyCpFMmuQyMvmIA7FjTdRkyCqtw/EaX7snLlahvUV4ixdJMjFHe/THmRuAL93aErZoJFIawZAUR6bf2v0dsLMQorGjE0i2nOp1hfCsGQdI1BkA9wgD4h5qm60jPrxTG7525Uq0yScPeygyjfdta9sb4OWGEhwMszMQ6qpiITNnNE7m6g+sLkq4wAOoRUw6ApbVNOH7T+L2s4hqVgdcudpaI9HPC2BvduYGudhCLu79jBRFRX2hvFWxouY7HN6V3e4kZtgqSNjEA6hFTCYAKhQIFFQ3C+L1jeRXIL29Quc53gI3QujfGzwneTjY92qKMiEjbbm4RbB//11UMgqQNDIB6xFgDoFyuQE5JrRD2juVVoLS2WekakQgIGmQvtO5F+jrCxd5KRxUTEfXezeONAWDDgXx8sf9Sl8Mgl5GhvsQAqEeMJQC2tMqRebVaCHwn8itQ09SqdI25RIRQz/6I9HPCGF8nhPs4wsHavIM7EhEZB2l1IzYcyMeXBy51adKIGMC2Z6IQ6uXY57WRaWEA1COGGgDrm1txqqAKx/LKcSy/AhmFVWi6rjxhw9ZCgnAfR2GGbphXf1iZ627NPSIiXbp5SZl3d2Sjs32IRCJgFVsCScMYAPWIoQTAyvoWoXXveH4FzhbVQHbLP2WdbC0Q6esojOEb5mYPMwln6BIR3aq9VbCz7mGJSIQDL8dwTCBpTG8zh8HsBEI915Ut1Tz6W2OMX/uSLI4YMrAfJ2wQEXWBm4M1XrkrGIsm+HYYBGUKBdLzK3F3KAMg6Qe2AGqQPrQAtm2pVq80Q1fdlmpDXfoJ4/ci/Zzg0Z9/KRERacLpwkokrDmksowMJ4WQJrEF0IRIqxtV9qLs6ZZqTrYWuvgIRERGL9TLEatmj8DL32cqtQTKFcArP5zFxICB7AomnWMANBBJxwuw8odMyBVtA4qnBbui8bqsV1uqERFR35gf6Q1bSzM8u/mU0nF2BZO+YCowANLqRiH8AYBCAaScKxHOc0s1IiL9E+HjCLEIKsvFLN1yCvUtrewKJp1iADQAeWX1atebWjTeF/NGe3FLNSIiPeTmYI1EdgWTnmIzkQHwc7bFrflOIhLhyYmDEexmz/BHRKSn5kd6458PjFI5LlMokF+muoUmkbYwABqA9n9FSm4syyIRifDO7BD+y5GIyAC0dwXfTCISCVvMEekCu4ANxPxIb0wMGCjsS8nwR0RkGNR1BT82wVeXJRFxHUBN0od1AImISD+lnivGE5vShddcF5B6Q6/WAczPz8f+/fuRn5+PhoYGDBw4EKNGjcK4ceNgZWWlyUcREREZlOHuyj+kORmEdEkjAXDz5s34xz/+gWPHjsHFxQUeHh6wtrZGRUUFLl68CCsrKzz44INYsWIFfHx8NPFIIiIig5Jfrjrpo30yCAMgaVuvA2B4eDjEYjEeeeQRfPfdd/D2Vm7Kbm5uxuHDh7FlyxaMHj0aa9aswdy5c3v7WCIiIoPSvqLDzct6cTII6UqvxwD+8ssvuOuuu7p0bVlZGfLy8hAZGdmbR+otjgEkIqLObDlWgJd/yATAMYDUOzofA9jV8NfY2AhnZ2c4Ozv39pFEREQG6f4x3jhZUInvTlzBjBGDGP5IZzS6DuAzzzyj9nh9fT3i4+M1+SgiIiKDdE+oBwAg7Xw5rlZyMWjSDY0GwJSUFPz1r39VOlZfX4/p06dDJpNp8lFEREQG6XJ5PQCgpuk6Jry3B0nHC3RcEZkijQfADRs24OOPPwYA1NbWYtq0aRCJRNi5c6cmH0VERGRwpNWN+NtPZ4XXihtLwUirG3VYFZkija4D6Ofnh+TkZEyePBlisRhbtmyBpaUlfvnlF9ja2mryUURERAYnr6xeaRYwwKVgSDc0vhVcSEgItm/fjjvvvBNjx47F9u3bYW3NP9RERETqloIBABsLjXbIEd1Wr5eBGTVqFEQikcrxy5cvw8XFRSn8nTx5sjeP0ntcBoaIiG4n6XgBXvnhLGQ3/fjlkjDUXTpfBiYhIaG3tyAiIjIZ8yO9ETTIDglrDqE9A3JbONK2XgfA1157TRN1EBERmYz6Fhlu7X+TKRRIz6/E3aEMgNT3tD7ooJc9zkRERAavfSzgrZ77zym888s5zgqmPtfrABgcHIzNmzejpaWl0+suXLiAp556Cu+++25vH0lERGTQ3ByskTh7hMoPYQWA9fvzEJW4m0GQ+lSvJ4Hs3r0bK1asQG5uLmJjYzF69Gi4u7vDysoKlZWVOHfuHA4cOIBz587h2WefxSuvvGK0EyQ4CYSIiLpj+5kiPLv5VIfnRQBejg/C4klDtFcUGYTeZo5eB8B2hw4dQlJSEtLS0pCfny/s/Ttq1CjExcXhoYceQv/+/TXxKL3FAEhERN0hrW7E+FW7VZaFudUDY73w3JShnCBCAr0JgMQASERE3Zd0vAArv8+E/DbXiQA8Ee2HRRP8GASp15lDI5NAZsyYgerqauH1//3f/6Gqqkp4XV5ejmHDhmniUUREREZlfqQ3Dq6cgiejB0PNvBDBzeMD1+27qK3yyEhppAVQIpFAKpXCxcUFAGBvb4+MjAwMHjwYAFBSUgJ3d3fIZLLePkqvsQWQiIh6Q1rdiH/uysXmYwW3vZbdwqZNL1oAb82Q7FUmIiLqPjcHa7wzewRWzgjqtDUQADYfLWRrIPUYNx8kIiLSM4snDsGhLnYLJ/6ajXVpDIHUPRoJgCKRSGU/YHX7AxMREVHXuDlY45W7gnFo5RQ8MKbzPYJX7cjG6cJKLVVGxqDXW8EBbV2+jzzyCCwtLQEATU1NWLJkCWxtbQEAzc3NmngMERGRyWnvFvZxtsGqHdlQN8hKAeDezw5hJdcMpC7SyCSQRYsWdem6DRs29PZReo2TQIiIqC91ZZIIJ4eYBq4DqEcYAImISBvWpV3ssDUQAMQiIHH2CMyP7LzrmAyXXswCJiIiIu1ZPHEIfnwmqsPzcgWw8vtM7iVMHWIAJCIiMkChXo5YGR/U4Xk5gP/bnsUQSGoxABIRERmoxZOGdLpm4PZMKcav2o2k47dfWJpMCwPgTT744AMMHz4cISEh+Pe//63rcoiIiG6rfc3Au0e4qT3P7mBShwHwhszMTGzevBnp6ek4ceIE1q5dq7SfMRERkb5yc7DGq3cHQ9xBUyC7g+lWDIA3ZGVlISoqClZWVrCyskJYWBh27typ67KIiIi6xM3BGomzR3T4g53dwXQzgwmAaWlpmDlzJtzd3SESifDjjz+qXLNmzRr4+fnBysoKERER2L9/f5fvHxISgj179qCqqgpVVVXYvXs3rl69qsFPQERE1LfmR3rjILuDqQsMJgDW19cjNDQUq1evVns+KSkJy5Ytw6uvvopTp04hOjoa8fHxKCj44186ERERCAkJUfkqKirCsGHDsHTpUkyZMgWzZs1CZGQkzMw0slEKERGR1nSlO3jDgXxtlkR6yCAXghaJRNi2bRsSEhKEY2PHjkV4eDjWrl0rHAsODkZCQgISExO7/YzHH38cs2bNwl133dXhNc3NzUrb3NXU1MDLy4sLQRMRkc4lHS/Ayu8zIVdzTgTg0Mop3C3EgHEhaAAtLS1IT09HbGys0vHY2FgcOnSoy/cpLS0FAOTk5ODYsWOIi4vr9PrExEQ4ODgIX15eXt0vnoiIqA901h2sAFsBTZ1RBMCysjLIZDK4uroqHXd1dUVxcXGX75OQkIBhw4bhoYcewoYNG27bBbxy5UpUV1cLX4WFhT2qn4iIqC+0dwer6w3+8sAljgU0YUY1yE0kUv4jrlAoVI51pjuthQBgaWkJS0vLbr2HiIhIm9wcrPFEtB/W789TOi5XAOn5lbg7lN3ApsgoWgCdnZ0hkUhUWvtKS0tVWgWJiIhMzaIJfmonhSzdcorLwpgoowiAFhYWiIiIQGpqqtLx1NRUREV1vFk2ERGRKehojUC5Anjlh7PsCjZBBtMFXFdXh9zcXOF1Xl4eMjIy4OTkBG9vbyxfvhwLFizA6NGjMW7cOKxfvx4FBQVYsmSJDqsmIiLSD/MjvWFraYZnN59SOi5TKJBf1sAZwSbGYALgiRMnEBMTI7xevnw5AODhhx/Gxo0bMX/+fJSXl+PNN9+EVCpFSEgIduzYAR8fH12VTEREpFcifBwhFrW1/N3szNUqjBsyQDdFkU4Y5DqA+qq3a/IQERH1tXX7LiLx12ylY2IAB7kuoEHhOoBERETUZSM8HVSOcXcQ08MASEREZEL8nG3Vrgv4xf5LOF1YqfV6SDcYAImIiExI+7qAt1IASFhziMvCmAgGQCIiIhPT0bqACgWw8vtMLgtjAhgAiYiITExH6wICbeMB/7krV80ZMiYMgERERCZofqQ3tj2jfrOEzccKsC7topYrIm1iACQiIjJRoV6OeFLNeEAAWLUjm13BRowBkIiIyIQtmuCndlawAsD/bc9iCDRSDIBEREQmzM3BGi/HB6k9tz1TiqjE3Vi3j93BxoYBkIiIyMQtnjQED4z1UntOASDx12y8n5yt9jwZJgZAIiIiwnNThqpdGqbdZ3sucmKIEWEAJCIiok6XhmnHiSHGgwGQiIiIALQtDXNw5RQ8MMZb7XkFuEagsWAAJCIiIoGbgzXemT0Cz8QMUXueawQaBwZAIiIiUvFSXFCHE0NW7cjG6cJKLVdEmsQASERERGo9N2Voh2sE3vvZIS4PY8AYAImIiEitztYIBLg8jCFjACQiIqIOLZ40BCtnBKltCQTalodhCDQ8DIBERETUqcUTh+DHZ6I6PM81Ag0PAyARERHdVqiXI1Z20h387q9cI9CQMAASERFRlyyeNKTD5WHkCiC/rEHLFVFPMQASERFRl70UF9RhCDyQe03L1VBPMQASERFRt3QUAjkhxHAwABIREVG3jfd3VnucE0IMAwMgERERdZufs22HS8Os2sEJIfqOAZCIiIi6rbNFohUANhzI12o91D0MgERERNQjnc0K/mL/JbYC6jEGQCIiIuqxl+KC8MBYL5XjbAXUbwyARERE1CvPTRmqdjwgWwH1FwMgERER9YqbgzWeiPZTOa4A8M9dudoviG6LAZCIiIh6bdEEP7WtgJuPFXBZGD3EAEhERES91lErIMBlYfQRAyARERFpREetgOwK1j8MgERERKQRna0NyK5g/cIASERERBqzeNIQtcvCAMC7v7IrWF8wABIREZFGdbQsjFwBpOdXar0eUsUASERERBrVWVfwc/85haTjBVquiG7FAEhEREQa19E2cQoAL3+fya5gHWMAJCIioj4x3t9Z7XFuE6d7DIBERETUJ/ycbdWOBQS4TZyuMQASERFRn3BzsMaq+0aoPce1AXWLAZCIiIj6zPxIb/z0TJTac5uPFeD95GwtV0QAAyARERH1sVAvRzzZwTZxn+25yAWidYABkIiIiPpcR9vEAdwrWBcYAImIiKjPdbY2IMcDah8DIBEREWlFR2sDAtwrWNtMNgDOmjULjo6OmDNnjtLxwsJCTJ48GcOGDcPIkSOxdetWHVVIRERkfF6KC+pwr+DEHdk4Xcit4rTBZAPg0qVLsWnTJpXjZmZm+OSTT3Du3Dn89ttveOGFF1BfX6+DComIiIxTR3sFA0DCZ4e4VZwWmGwAjImJgZ2dncpxNzc3hIWFAQBcXFzg5OSEiooKLVdHRERkvG43HpBbxfU9vQyAaWlpmDlzJtzd3SESifDjjz+qXLNmzRr4+fnBysoKERER2L9/v8brOHHiBORyOby81DdVExERUc8snjSkw65gTgrpe3oZAOvr6xEaGorVq1erPZ+UlIRly5bh1VdfxalTpxAdHY34+HgUFPzRZBwREYGQkBCVr6Kioi7VUF5ejoULF2L9+vUa+UxERESkrLOuYE4K6VsihUKh0HURnRGJRNi2bRsSEhKEY2PHjkV4eDjWrl0rHAsODkZCQgISExO7fO+9e/di9erV+O9//6t0vLm5GdOmTcMTTzyBBQsWdPj+5uZmNDc3C69ramrg5eWF6upq2Nvbd7kOIiIiU5V0vAArvs9Ue04E4NDKKXBzsNZuUQagpqYGDg4OPc4cetkC2JmWlhakp6cjNjZW6XhsbCwOHTrU6/srFAo88sgjmDJlSqfhDwASExPh4OAgfLGrmIiIqHs62ypOAWDDgXyt1mMqDC4AlpWVQSaTwdXVVem4q6sriouLu3yfuLg4zJ07Fzt27ICnpyeOHz8OADh48CCSkpLw448/IiwsDGFhYcjMVP8vk5UrV6K6ulr4Kiws7PkHIyIiMlGhXo5Y2cGkkC/2X+KEkD5gpusCekokUh41oFAoVI51Jjk5We3xCRMmQC6Xd+kelpaWsLS07PIziYiISL3Fk4YgS1qNHzOkSscVANLzK3F3KLuBNcngWgCdnZ0hkUhUWvtKS0tVWgWJiIjIcNw5bJDa44cvlWu5EuNncAHQwsICERERSE1NVTqempqKqCj1YwiIiIhI/0X4OKo9vvloAbuBNUwvA2BdXR0yMjKQkZEBAMjLy0NGRoawzMvy5cvx5Zdf4quvvkJWVhZeeOEFFBQUYMmSJTqsmoiIiHrDzcEaT0b7qRznuoCap5djAE+cOIGYmBjh9fLlywEADz/8MDZu3Ij58+ejvLwcb775JqRSKUJCQrBjxw74+PjoqmQiIiLSgEUT/PDF/jzcukbd5mMF8HG2weKJQ3RSl7HR+3UADUlv1+QhIiIi4J1fzmH9/jyV41wX8A8mtw4gERERGbdFE/zU7hDCrmDNYQAkIiIiveLmYI2XO1gXkFvEaQYDIBEREemdxZOG4IGx6nfYWrUjm7OCe4kBkIiIiPTSc1OGqj3evjg09RwDIBEREeklNwdrPDBGfSvgrqwSLVdjXBgAiYiISG89N1V9K+C2jCKOBewFBkAiIiLSWx0tDg1wLGBvMAASERGRXuOyMJrHAEhERER6jcvCaB4DIBEREek9LgujWQyAREREZBC4LIzmMAASERGRQeCyMJrDAEhEREQGo7NlYd5PztZyNYaLAZCIiIgMRmfLwny25yInhHQRAyAREREZlI6WhQGARE4I6RIGQCIiIjIonS0LAwDL/nNKi9UYJgZAIiIiMjiLJw3BMzFD1J47ml+JDzgesFMMgERERGSQXooLwtSggWrPrd5zkV3BnWAAJCIiIoO1tINZwQC3iesMAyAREREZrFAvR8SHDFJ7jtvEdYwBkIiIiAza2ocikBDmrvbcu79yVrA6DIBERERk8FbEB6ldGkauAPLLGrRej75jACQiIiKD5+Zgjacnq58VnHxWquVq9B8DIBERERmF8UOd1R7fePgyxwLeggGQiIiIjIKfs22HO4Ss4g4hShgAiYiIyCh0tkOIAsCGA/larUefMQASERGR0ehsh5AvD1xiK+ANDIBERERkVF6KC8IDY71UjnNG8B8YAImIiMjozB+tGgABwMaC0QdgACQiIiIjVN8iU3s86fgVLVeinxgAiYiIyOh0NCOY28O1YQAkIiIio+PmYI0nov3UnuOSMAyAREREZKQWTVAfABUA0vMrtVuMnmEAJCIiIqPk5mCNB8aonwyyK6tEy9XoFwZAIiIiMlrPTR2q9vi2jCKTHgvIAEhERERGy83BGk92MBbw3V9NdywgAyAREREZtUUT/NTOCDblhaEZAImIiMiouTlY4+nJ6reHSz4r1XI1+oEBkIiIiIze+KHOao9vPHzZJMcCMgASERGR0etoYWjANNcFZAAkIiIio+fmYI2X44PUnjPFdQEZAImIiMgkLJ40BPeGuas9Z2rrAjIAEhERkcnoqBXQ1NYFZAAkIiIik9HZuoCmNBaQAZCIiIhMCvcIZgAkIiIiE9PZHsGHL5VruRrdMNkAOGvWLDg6OmLOnDkq58zMzBAWFoawsDA8/vjjOqiOiIiI+lJHewR/e7TAJLqBTTYALl26FJs2bVJ7rn///sjIyEBGRga+/PJLLVdGREREfa2zsYAr/ntGy9Von8kGwJiYGNjZ2em6DCIiItKRjsYCpl0ow+lC4x4LqJcBMC0tDTNnzoS7uztEIhF+/PFHlWvWrFkDPz8/WFlZISIiAvv379fY82tqahAREYEJEyZg3759GrsvERER6Q83B2vcPWKQ2nNfpOVpuRrt0ssAWF9fj9DQUKxevVrt+aSkJCxbtgyvvvoqTp06hejoaMTHx6OgoEC4JiIiAiEhISpfRUVFt31+fn4+0tPT8fnnn2PhwoWoqanR2GcjIiIi/fHExMFqj2/PlBr1WEAzXRegTnx8POLj4zs8/9FHH+Gxxx4TJmh88sknSE5Oxtq1a5GYmAgASE9P7/Hz3d3bVgkPCQnBsGHDcP78eYwePVrluubmZjQ3NwuvGRSJiIgMS6iXI6KHOmP/hTKVcyv+ewabHhurg6r6nl62AHampaUF6enpiI2NVToeGxuLQ4cO9fr+lZWVQqi7cuUKzp07h8GD1f/rIDExEQ4ODsKXl5f6KeVERESkv96bM1LtcWMeC2hwAbCsrAwymQyurq5Kx11dXVFcXNzl+8TFxWHu3LnYsWMHPD09cfz4cQBAVlYWRo8ejdDQUNx999349NNP4eTkpPYeK1euRHV1tfBVWFjY8w9GREREOmGKYwH1sgu4K0QikdJrhUKhcqwzycnJao9HRUUhMzOzS/ewtLSEpaVll59JRERE+umJiYOxPVO1IemXTClerW6Em4O1DqrqOwbXAujs7AyJRKLS2ldaWqrSKkhERETUFaFejhjj66hy3Fi3hzO4AGhhYYGIiAikpqYqHU9NTUVUVJSOqiIiIiJDtzDKV+3xbnQwGgy97AKuq6tDbm6u8DovLw8ZGRlwcnKCt7c3li9fjgULFmD06NEYN24c1q9fj4KCAixZskSHVRMREZEhi/BxhAhtrX43OyetwV0j3XVRUp/RywB44sQJxMTECK+XL18OAHj44YexceNGzJ8/H+Xl5XjzzTchlUoREhKCHTt2wMfHR1clExERkYFzc7DGy/FBSPw1W+n4Z3suwt7aHIsnDtFRZZonUigUtwZd6qGamho4ODiguroa9vb2ui6HiIiIuunQxTI88MVRleMiAIdWTtGbySC9zRwGNwaQiIiIqK/4OduqPW5sk0EYAImIiIhucHOwxgNj1G/ssCurRMvV9B0GQCIiIqKbPDd1qNrj2zKKsC7topar6RsMgEREREQ3cXOwxpPRfmrPrdqRDWl1o5Yr0jwGQCIiIqJbLJqgPgAay1hABkAiIiKiW3Q2FvDwpXItV6N5DIBEREREanQ0FnDz0QKD7wZmACQiIiJSo6NWQGPoBmYAJCIiIupAlL+z2uOG3g3MAEhERETUgQgfR7XHvzXwbmAGQCIiIqIOdDYZ5J+7crVcjeYwABIRERF1oqNu4P8cM9xWQAZAIiIiok501A2sALDhQL5Wa9EUBkAiIiKiTrg5WGNlfJDac1/sv2SQrYAMgERERES3sXjSECSEuakcN9QlYRgAiYiIiLrgzmGD1B43xCVhGACJiIiIusCYloRhACQiIiLqAmNaEoYBkIiIiKiLjGVJGAZAIiIioi7qbEkYQ5oMwgBIRERE1EWddQPvyirBoYtlBtESyABIRERE1A3PTR2q9vi2jCI88MVRjF+1G0nHC7RcVfcwABIRERF1g5uDNZ6M9uvwvFwBvPLDWb1uCWQAJCIiIuqmRRP8IOrkvEyhQH5Zg9bq6S4GQCIiIqJucnOwxhOdtAJKRCL4OttosaLuYQAkIiIi6oHOWgHfmR0CNwdrrdbTHQyARERERD3g5mCNP431VntuYsBALVfTPQyARERERD0U7t1f7XF9Hv8HMAASERER9Vh2cY3a4zYW+h2x9Ls6IiIiIj0lrW7Ev/bnqz3X0CLXbjHdxABIRERE1AN5ZfVQdHBOn2cAAwyARERERD3i52wLsZppwMPd7PV6BjDAAEhERETUI24O1kicPQISkXIKHOraT0cVdR0DIBEREVEPzY/0xoGXY+DuYKXrUrqFAZCIiIioF9wcrGFtIdF1Gd3CAEhERERkYhgAiYiIiEwMAyARERGRiWEAJCIiIjIxDIBEREREJoYBkIiIiMjEMAASERERmRgGQCIiIiITwwBIREREZGIYAImIiIhMDAMgERERkYlhACQiIiIyMWa6LsCYKBQKAEBNTY2OKyEiIiJtam2qh7y5AQDQ3FDX51mg/f7t2aO7RIqevpNUXLlyBV5eXroug4iIiExEYWEhPD09u/0+BkANksvlKCoqgp2dHUQiUZ88IzIyEsePH++Te/eWNmvri2dp4p69uUdP3tud93Tl2pqaGnh5eaGwsBD29vbdqsWY8Pus755laN9nfXE9v8/a8Pusd89SKBSora2Fu7s7xOLuj+hjF7AGicXiHqXw7pBIJHr7F4Y2a+uLZ2ninr25R0/e2533dOdae3t7vf1zpg38Puu7Zxna91lfXs/vM36f9fZZDg4OPX4uJ4EYmGeeeUbXJXRIm7X1xbM0cc/e3KMn7+3Oe/T5z46+0edfK36faff7rK+vN2X6/Gtl6N9nXcEuYCIS1NTUwMHBAdXV1Xr7L3MiQ8fvM9IHbAEkIoGlpSVee+01WFpa6roUIqPF7zPSB2wBJCIiIjIxbAEkIiIiMjEMgEREREQmhgGQiIiIyMQwABIRERGZGAZAIuqSWbNmwdHREXPmzNF1KURGqbCwEJMnT8awYcMwcuRIbN26VdclkRHjLGAi6pI9e/agrq4OX3/9Nf773//quhwioyOVSlFSUoKwsDCUlpYiPDwcOTk5sLW11XVpZITYAkhEXRITEwM7Oztdl0FktNzc3BAWFgYAcHFxgZOTEyoqKnRbFBktBkAiE5CWloaZM2fC3d0dIpEIP/74o8o1a9asgZ+fH6ysrBAREYH9+/drv1AiA6bJ77MTJ05ALpfDy8urj6smU8UASGQC6uvrERoaitWrV6s9n5SUhGXLluHVV1/FqVOnEB0djfj4eBQUFGi5UiLDpanvs/LycixcuBDr16/XRtlkojgGkMjEiEQibNu2DQkJCcKxsWPHIjw8HGvXrhWOBQcHIyEhAYmJicKxvXv3YvXq1RwDSHQbPf0+a25uxrRp0/DEE09gwYIF2i6bTAhbAIlMXEtLC9LT0xEbG6t0PDY2FocOHdJRVUTGpSvfZwqFAo888gimTJnC8Ed9jgGQyMSVlZVBJpPB1dVV6birqyuKi4uF13FxcZg7dy527NgBT09PHD9+XNulEhmsrnyfHTx4EElJSfjxxx8RFhaGsLAwZGZm6qJcMgFmui6AiPSDSCRSeq1QKJSOJScna7skIqPT2ffZhAkTIJfLdVEWmSC2ABKZOGdnZ0gkEqXWPgAoLS1Vaa0gop7h9xnpGwZAIhNnYWGBiIgIpKamKh1PTU1FVFSUjqoiMi78PiN9wy5gIhNQV1eH3Nxc4XVeXh4yMjLg5OQEb29vLF++HAsWLMDo0aMxbtw4rF+/HgUFBViyZIkOqyYyLPw+I0PCZWCITMDevXsRExOjcvzhhx/Gxo0bAbQtUPvee+9BKpUiJCQEH3/8MSZOnKjlSokMF7/PyJAwABIRERGZGI4BJCIiIjIxDIBEREREJoYBkIiIiMjEMAASERERmRgGQCIiIiITwwBIREREZGIYAImIiIhMDAMgERERkYlhACQiIiIyMQyAREQ6MnnyZCxbtkzXZRCRCWIAJCIiIjIxDIBEREREJoYBkIhIT+zcuRMODg7YtGmTrkshIiPHAEhEpAe2bNmCefPmYdOmTVi4cKGuyyEiI8cASESkY2vWrMGSJUvw008/4d5779V1OURkAsx0XQARkSn7/vvvUVJSggMHDmDMmDG6LoeITARbAImIdCgsLAwDBw7Ehg0boFAodF0OEZkIBkAiIh0aMmQI9uzZg59++gnPPfecrsshIhPBLmAiIh0LCAjAnj17MHnyZJiZmeGTTz7RdUlEZOQYAImI9EBgYCB2796NyZMnQyKR4MMPP9R1SURkxEQKDjohIiIiMikcA0hERERkYhgAiYiIiEwMAyARERGRiWEAJCIiIjIxDIBEREREJoYBkIiIiMjEMAASERERmRgGQCIiIiITwwBIREREZGIYAImIiIhMDAMgERERkYlhACQiIiIyMQyARERERCaGAZCIiIjIxDAAEhEREZkYBkAiIiIiE8MASERERGRi/h+rCtOs/7AGwAAAAABJRU5ErkJggg==", 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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": "8b41d52558d34a089be4923639da38b5", "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('turbulence_data_8192/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 here's a video of the power spectrum:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import Video\n", "Video(\"./turbulence_data_8192/spectrum.mp4\", embed=True, width=800)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "d3", "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": "3.11.0" }, "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2 }