{ "cells": [ { "cell_type": "markdown", "id": "2387498c", "metadata": {}, "source": [ "# Brouwer's law in the outer Solar System\n", "\n", "In this tutorial we will show how heyoka.py can be used for long-term integrations of the outer Solar System accurate to machine precision.\n", "\n", "Long-term integrations of the Solar System are often undertaken with [symplectic integrators](https://en.wikipedia.org/wiki/Symplectic_integrator),\n", "which guarantee (from the point of view of the integration scheme) the conservation of dynamical invariants such\n", "as the total energy of the system. Because energy conservation is enforced by the integration scheme, in symplectic integrators the only\n", "source of error for the conservation of the total energy of the system derives from the use of approximate floating-point arithmetics.\n", "A result known as *Brouwer's law* establishes that the energy error deriving from the use of floating-point arithmetics cannot grow slower\n", "than $\\sim \\sqrt{t}$ (i.e., as a one-dimensional random walk). In other words, for any numerical integrator implemented on a real computer, the optimal behaviour (with respect\n", "to energy conservation in long-term integrations) is an error that grows with the square root of time.\n", "\n", "Although heyoka.py is *not* a symplectic integrator, it is nevertheless able to achieve Brouwer's law, if properly configured. Specifically, in order to achieve Brouwer's law\n", "with heyoka.py we will need to:\n", "\n", "- lower the integration tolerance *below* machine precision, and\n", "- adopt techniques to reduce the numerical errors arising from the use of floating-point arithmetics.\n", "\n", "## The dynamical system\n", "\n", "In this example we will study the dynamics the outer Solar System, that is, a 6-body problem consisting of the Sun, Jupiter, Saturn, Uranus, Neptune and Pluto,\n", "all considered as mutually-interacting point masses. We will adopt the Solar mass $M_\\odot$ as unit of mass, the astronomical unit as unit of distance and the\n", "calendar year (365 days) as unit of time.\n", "\n", "Let us begin with the definition of the numerical constants:" ] }, { "cell_type": "code", "execution_count": 1, "id": "95116f6c", "metadata": {}, "outputs": [], "source": [ "# Masses, from Sun to Pluto.\n", "import numpy as np\n", "masses = np.array([1.00000597682, 1 / 1047.355, 1 / 3501.6, 1 / 22869., 1 / 19314., 7.4074074e-09])\n", "\n", "# The gravitational constant.\n", "G = 0.01720209895 * 0.01720209895 * 365 * 365" ] }, { "cell_type": "markdown", "id": "809c3046", "metadata": {}, "source": [ "Note how the Sun's mass is not exactly 1 because we included in it the mass of the terrestrial planets.\n", "\n", "Next, we define a vector of cartesian initial conditions for the system. The numerical values are taken from [this paper](https://ui.adsabs.harvard.edu/abs/1986AJ.....92..176A/abstract)." ] }, { "cell_type": "code", "execution_count": 2, "id": "2795c18e", "metadata": {}, "outputs": [], "source": [ "ic = [# Sun.\n", " -4.06428567034226e-3, -6.08813756435987e-3, -1.66162304225834e-6, +6.69048890636161e-6 * 365,\n", " -6.33922479583593e-6 * 365, -3.13202145590767e-9 * 365,\n", " # Jupiter.\n", " +3.40546614227466e+0, +3.62978190075864e+0, +3.42386261766577e-2, -5.59797969310664e-3 * 365,\n", " +5.51815399480116e-3 * 365, -2.66711392865591e-6 * 365,\n", " # Saturn.\n", " +6.60801554403466e+0, +6.38084674585064e+0, -1.36145963724542e-1, -4.17354020307064e-3 * 365,\n", " +3.99723751748116e-3 * 365, +1.67206320571441e-5 * 365,\n", " # Uranus.\n", " +1.11636331405597e+1, +1.60373479057256e+1, +3.61783279369958e-1, -3.25884806151064e-3 * 365,\n", " +2.06438412905916e-3 * 365, -2.17699042180559e-5 * 365,\n", " # Neptune.\n", " -3.01777243405203e+1, +1.91155314998064e+0, -1.53887595621042e-1, -2.17471785045538e-4 * 365,\n", " -3.11361111025884e-3 * 365, +3.58344705491441e-5 * 365,\n", " # Pluto.\n", " -2.13858977531573e+1, +3.20719104739886e+1, +2.49245689556096e+0, -1.76936577252484e-3 * 365,\n", " -2.06720938381724e-3 * 365, +6.58091931493844e-4 * 365]" ] }, { "cell_type": "markdown", "id": "bca6d501", "metadata": {}, "source": [ "We can now proceed to the definition of the dynamical equations. We will be using the ``model.nbody()`` function, which sets up an ODE system corresponding to an N-body problem in cartesian coordinates:" ] }, { "cell_type": "code", "execution_count": 3, "id": "d2ee9785", "metadata": {}, "outputs": [], "source": [ "import heyoka as hy\n", "sys = hy.model.nbody(6, masses = masses, Gconst = G)" ] }, { "cell_type": "markdown", "id": "212917f5", "metadata": {}, "source": [ "The next step is the creation of the numerical integrator. We will be using a [batch integrator](<./Batch mode overview.ipynb>), which will allow us to substantially increase the floating-point throughput via SIMD vectorisation. When creating the integrator, we will specify a tolerance of $10^{-18}$ (below machine precision) and we will activate high-accuracy mode. In high-accuracy mode, the integrator internally uses techniques (based on [compensated summation](https://en.wikipedia.org/wiki/Kahan_summation_algorithm) and similar algorithms) to reduce the numerical errors arising from the use of floating-point arithmetics, at the price of a slight performance penalty." ] }, { "cell_type": "code", "execution_count": 4, "id": "f0f99f81", "metadata": {}, "outputs": [], "source": [ "# Multiplex the initial conditions to batches of 4 elements.\n", "ic_batch = np.repeat(ic, 4).reshape(-1, 4)\n", "\n", "# Create the integrator object, specifying a tolerance\n", "# below machine precision and activating high-accuracy mode.\n", "ta = hy.taylor_adaptive_batch(sys, ic_batch, high_accuracy = True, tol = 1e-18)" ] }, { "cell_type": "markdown", "id": "82f80695-b0ff-4180-b34e-cbc8891e96a3", "metadata": {}, "source": [ "We also create a [compiled function](<./compiled_functions.ipynb>) for the computation of the energy of the system, which we will be using to check the energy-conservation properties of the numerical integration:" ] }, { "cell_type": "code", "execution_count": 5, "id": "d936fdec-f8f8-48d8-842b-d23dac490acf", "metadata": {}, "outputs": [], "source": [ "en_cf = hy.cfunc([hy.model.nbody_energy(6, masses = masses, Gconst = G)],\n", " # NOTE: the variables for the compiled function\n", " # are taken from the definition of the ODE system.\n", " vars=[_[0] for _ in sys])" ] }, { "cell_type": "markdown", "id": "be15432c", "metadata": {}, "source": [ "## Integrating in parallel\n", "\n", "In order to add statistical weight to our experiment, we will be integrating multiple sets of initial conditions at the same time via [ensemble propagation](<./ensemble_mode.ipynb>). Each set of initial conditions will be slightly and randomly altered with respect to the numerical values introduced earlier. The total integration time will be limited to 1 million years.\n", "\n", "Let us take a look at the code:" ] }, { "cell_type": "code", "execution_count": 6, "id": "408a8de8", "metadata": {}, "outputs": [], "source": [ "# Define a logarithmic time grid over which\n", "# the integrations will be performed.\n", "t_grid = np.logspace(0, 6, 1000)\n", "\n", "# Multiplex the masses to batches of 4 elements.\n", "masses_batch = np.repeat(masses, 4).reshape(-1, 4)\n", "\n", "# Implement the generator for the ensemble propagation.\n", "def gen(ta_copy, idx):\n", " # Randomly alter by a small amount the state of the system.\n", " new_state = ta_copy.state + abs(ta_copy.state) * np.random.uniform(-1e-12, 1e-12, ta_copy.state.shape)\n", "\n", " # Determine the new centre of mass and its velocity.\n", " com_x = np.sum(new_state[0::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", " com_y = np.sum(new_state[1::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", " com_z = np.sum(new_state[2::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", "\n", " com_vx = np.sum(new_state[3::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", " com_vy = np.sum(new_state[4::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", " com_vz = np.sum(new_state[5::6] * masses_batch, axis=0) / np.sum(masses_batch, axis=0)\n", "\n", " # Recentre.\n", " new_state[0::6] -= com_x\n", " new_state[1::6] -= com_y\n", " new_state[2::6] -= com_z\n", "\n", " new_state[3::6] -= com_vx\n", " new_state[4::6] -= com_vy\n", " new_state[5::6] -= com_vz\n", "\n", " # Assign the new state.\n", " ta_copy.state[:] = new_state\n", "\n", " # Set the time to the beginning of the time grid.\n", " ta_copy.set_time(t_grid[0])\n", "\n", " # Return the integrator.\n", " return ta_copy" ] }, { "cell_type": "markdown", "id": "a6763b5f-fc4c-4bf5-bbc0-c8d73e9f5590", "metadata": {}, "source": [ "As explained in the [tutorial](<./ensemble_mode.ipynb>), ensemble propagations require a generator function ``gen()`` that alters in-place a copy of the original integrator ``ta`` and then returns it. In this specific case, in the generator we are slightly altering the original initial conditions and re-centering the system so that the centre of mass sits in the origin with zero velocity.\n", "\n", "We can now proceed to run the numerical integration. We will run 16 batch integrations concurrently, for a total of $16\\times 4 = 64$ sets of initial conditions.\n", "\n", "```{note}\n", "\n", "The following code will take a while to run (from a few seconds to a few minutes, depending\n", "on the CPU). In order to shorten the runtime, you can reduce the number of threads and/or the total integration time.\n", "```" ] }, { "cell_type": "code", "execution_count": 7, "id": "7e20fa25-92f4-4ade-b5fd-748024c98125", "metadata": {}, "outputs": [], "source": [ "ret = hy.ensemble_propagate_grid(ta, t_grid, 16, gen)" ] }, { "cell_type": "markdown", "id": "4fd41821-a083-4039-8fde-9ca5a622bfeb", "metadata": {}, "source": [ "``ret`` is a list containing the return values of each individual ``propagate_grid()`` invocation in the ensemble. From it, we can extract the histories of the state vectors and pack them into a single array:" ] }, { "cell_type": "code", "execution_count": 8, "id": "6f46417d-e17c-47eb-a373-2b83a7a2716e", "metadata": {}, "outputs": [], "source": [ "res = np.array([_[-1] for _ in ret])" ] }, { "cell_type": "markdown", "id": "4762e39e", "metadata": {}, "source": [ "Let us take a look at the shape of ``res``:" ] }, { "cell_type": "code", "execution_count": 9, "id": "15033eb9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(16, 1000, 36, 4)" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "res.shape" ] }, { "cell_type": "markdown", "id": "fde7b4d5", "metadata": {}, "source": [ "The first dimension refers to the 16 separate integrations we ran in parallel, the second dimension to the 1000 points in the time grid, the third dimension to the 36 elements in the state vector and the last dimension to the 4 elements in each batch.\n", "\n", "In order to facilitate the analysis of the results, we first re-arrange (via {func}`~numpy.transpose()`) the array so that:\n", "\n", "- the first dimension refers to the 1000 points in the time grid,\n", "- the second dimension refers to the 36 elements in the state vector,\n", "- the third dimension referse to the 16 parallel integrations,\n", "- the fourth dimension refers to the 4 elements in each batch." ] }, { "cell_type": "code", "execution_count": 10, "id": "34cca0cf-9a3d-4fb5-812c-b357ce237121", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1000, 36, 16, 4)" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tres = res.transpose((1, 2, 0, 3))\n", "tres.shape" ] }, { "cell_type": "markdown", "id": "9b8097a2-9eaf-4980-876d-123e5bb5d3df", "metadata": {}, "source": [ "We then merge the last two dimensions into a single one with a {func}`~numpy.reshape()`:" ] }, { "cell_type": "code", "execution_count": 11, "id": "84f021a3-3b9d-400c-a5f8-95d73c23a19d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1000, 36, 64)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tres = tres.reshape((1000, 36, -1))\n", "tres.shape" ] }, { "cell_type": "markdown", "id": "3f263f91-f9a1-4958-9000-b41b01bda0ed", "metadata": {}, "source": [ "This way, the last dimension now contains the value of the state variables splatted across all 16x4 parallel integrations and batch elements.\n", "For example, we can fetch all initial values for the second state variable (index 1) like this:" ] }, { "cell_type": "code", "execution_count": 12, "id": "803bb956-87ab-4e3c-be3a-8026825e4341", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([-0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837, -0.00608837,\n", " -0.00608837, -0.00608837, -0.00608837, -0.00608837])" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tres[0,1]" ] }, { "cell_type": "markdown", "id": "6afa92fd-ea33-48c5-9c44-3997df3e7a51", "metadata": {}, "source": [ "## Results\n", "\n", "We are now ready to plot the results of the integrations. For each time point, we will be plotting:\n", "\n", "- the relative energy error for all batch elements and parallel integrations,\n", "- the root mean square of the relative energy error across all batch elements and parallel integrations.\n", "\n", "We will also add a dashed line representing Brouwer's law (i.e., $\\sqrt{t}$) for comparison:" ] }, { "cell_type": "code", "execution_count": 13, "id": "119364b2", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib.pylab import plt\n", "fig = plt.figure(figsize = (12, 9))\n", "\n", "# Use log scale on both axes.\n", "plt.xscale('log')\n", "plt.yscale('log')\n", "\n", "# Compute the initial energy.\n", "E0 = en_cf(tres[0])[0]\n", "\n", "# Compute the energy error.\n", "E_err = np.array([abs((E0 - en_cf(_)[0]) / E0) for _ in tres])\n", "\n", "# Plot it.\n", "plt.plot(t_grid, E_err, color='gray', marker='.',\n", " linestyle='None', alpha=.4, markersize=3.5)\n", "\n", "# Plot the root mean square computed over all\n", "# data points at each timestep.\n", "plt.plot(t_grid, np.sqrt(np.mean(E_err*E_err, axis = 1)), color='k', label=\"RMS\")\n", "\n", "# Plot sqrt(t).\n", "plt.plot(t_grid, 1.5e-16 * np.sqrt(t_grid), 'k--', label=\"$\\sqrt{t}$ (Brouwer's law)\")\n", "\n", "plt.xlabel(\"Time (years)\")\n", "plt.ylabel(\"Rel. energy error\")\n", "plt.legend();" ] }, { "cell_type": "markdown", "id": "8ba18c8b", "metadata": {}, "source": [ "The plot clearly shows how the average energy error starts out around machine precision and then begins to grow following Brouwer's law. These results indicate that heyoka.py is able to optimally conserve the invariants of a dynamical system over long-term integrations." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.13" } }, "nbformat": 4, "nbformat_minor": 5 }