{ "cells": [ { "cell_type": "markdown", "id": "d9e5e5ce-6e13-482f-83f5-1d717a4656e2", "metadata": {}, "source": [ "# The second integral of motion\n", "\n", "In this example we will reproduce a [famous numerical experiment](https://ui.adsabs.harvard.edu/abs/1964AJ.....69...73H/abstract) investigating the existence of a second integral of motion in axisymmetric potentials. Specifically, we will focus on a two-dimensional dynamical system described by the Hamiltonian\n", "\n", "$$\n", "\\mathcal{H}\\left(\\dot{x}, \\dot{y}, x, y \\right) = \\frac{1}{2}\\left(\\dot{x}^2+\\dot{y}^2\\right) + U\\left(x, y\\right),\n", "$$\n", "\n", "where\n", "\n", "$$\n", "U\\left(x, y\\right) = \\frac{1}{2}\\left( x^2 + y^2 + 2x^2y - \\frac{2}{3}y^3 \\right).\n", "$$\n", "\n", "$x$ and $y$ are the cylindrical coordinates ($R$ and $z$) of a point mass moving under the influence of the axially-symmetric potential $U\\left(x, y\\right)$.\n", "\n", "Because we are dealing with an autonomous dynamical system, the Hamiltonian $\\mathcal{H}$ is a constant of motion, corresponding to the total energy of the system.\n", "Our objective is to investigate the existence of *another* integral of motion independent of $\\mathcal{H}$: if that were the case, we could solve analytically this dynamical system via the [Liouville-Arnold theorem](https://en.wikipedia.org/wiki/Liouville%E2%80%93Arnold_theorem).\n", "\n", "## Procedure\n", "\n", "Because $\\mathcal{H}$ is a constant of motion, we can invert the definition of the Hamiltonian to yield\n", "\n", "$$\n", "\\frac{1}{2}\\dot{x}^2 = \\mathcal{H} - U\\left(x, y\\right) - \\frac{1}{2}\\dot{y}^2,\\tag{1}\n", "$$\n", "\n", "which, in turn, implies the constraint\n", "\n", "$$\n", "\\mathcal{H} - U\\left(x, y\\right) - \\frac{1}{2}\\dot{y}^2 \\geq 0,\\tag{2}\n", "$$\n", "\n", "because $\\frac{1}{2}\\dot{x}^2$ cannot assume negative values. Eq. (2) implicitly defines a *volume* in the $\\left(x, y, \\dot{y}\\right)$ phase space within which the motion of the particle is bounded. On the other hand, *if* another integral of motion $\\mathcal{C} = \\mathcal{C}\\left( \\dot{x}, \\dot{y}, x, y \\right)$ exists, we can invert it to determine\n", "$\\dot{x} = \\dot{x}\\left( x, y, \\dot{y}, \\mathcal{C} \\right)$, plug this definition of $\\dot{x}$ into eq. (1) and obtain an equation of type\n", "\n", "$$\n", "f\\left(x, y, \\dot{y}, \\mathcal{H}, \\mathcal{C}\\right) = 0\n", "$$\n", "\n", "which defines a *surface* embedded in the phase space $\\left(x, y, \\dot{y}\\right)$, rather than a volume. In other words, the existence of another integral of motion $\\mathcal{C}$ further constraints the possible motion of the particle in the $\\left(x, y, \\dot{y}\\right)$ space. Thus, the strategy of our investigation revolves around detecting if the particle motion in phase space is constrained on a surface, rather than within a volume. How can we do that?\n", "\n", "A possible answer to this question is to consider the intersections of the particle's trajectory in phase space with a fixed 2D plane (or, in other words, a [Poincare' section](https://en.wikipedia.org/wiki/Poincar%C3%A9_map)). If the particle's trajectory is constrained by a surface (i.e., if the additional integral of motion $\\mathcal{C}$ *does* exist), the Poincare' section will consist of a curve representing the intersection of the surface with the 2D plane. If, instead, the particle's trajectory is constrained by a volume (i.e., if the additional integral of motion $\\mathcal{C}$ *does not* exist), the Poincare' section will resemble a densely-filled surface, rather than a curve.\n", "\n", "## Running the experiments\n", "\n", "For the computation of Poincare' sections, we use the plane defined by the condition $x = 0$ (i.e., the $\\left(y, \\dot{y}\\right)$ plane), and, for the sake of consistency with the [original paper](https://ui.adsabs.harvard.edu/abs/1964AJ.....69...73H/abstract), we consider only intersections for which $\\dot{x} > 0$ (i.e., the particle is moving from below to above the plane). We will compute different Poincare' sections at different energy levels (i.e., values of the $\\mathcal{H}$ constant). The initial value of $x$ is always $0$ (so that the motion always starts on the plane of the Poincare' section), and the initial values for $y$ and $\\dot{y}$ are randomly selected. The initial value for $\\dot{x}$ is then implicitly defined by the value of the energy constant.\n", "\n", "Let us begin by defining a function for the generation of a set of initial conditions from an energy value:" ] }, { "cell_type": "code", "execution_count": 1, "id": "e8246d83-1e3c-4748-ab10-37311631e01c", "metadata": {}, "outputs": [], "source": [ "def generate_ic(H):\n", " import random\n", " from math import sqrt\n", " \n", " while True:\n", " # Generate y and vy randomly.\n", " y = random.uniform(-.5, .5)\n", " vy = random.uniform(-.5, .5)\n", " \n", " # Compute vx**2 via the inversion of the\n", " # Hamiltonian, after setting x = 0.\n", " sq_vx = 2*H - vy*vy - y*y + 2/3.*y*y*y\n", " \n", " # Check if vx**2 is positive. Otherwise,\n", " # we will throw the dice again.\n", " if sq_vx >= 0:\n", " # Add a random sign to vx.\n", " vx = sqrt(sq_vx) if random.randint(0, 1) == 0 else -sqrt(sq_vx)\n", " break\n", " \n", " return vx, vy, 0., y" ] }, { "cell_type": "markdown", "id": "e3e3a927-2a2d-4780-b31b-8f77ff374bba", "metadata": {}, "source": [ "Next, we define an expression representing the Hamiltonian:" ] }, { "cell_type": "code", "execution_count": 2, "id": "52b603ed-93ff-45a5-a617-b1df6c932c6d", "metadata": {}, "outputs": [], "source": [ "import heyoka as hy\n", "vx, vy, x, y = hy.make_vars(\"vx\", \"vy\", \"x\", \"y\")\n", "\n", "Ham = 0.5 * (vx**2 + vy**2) + 0.5 * (x**2 + y**2 + 2*x**2*y - 2/3.*y**3)" ] }, { "cell_type": "markdown", "id": "746744e4-7796-40e1-9294-52b69ac30bd8", "metadata": {}, "source": [ "In order to detect when the particle crosses the $x=0$ plane, we will be using heyoka.py's [event detection system](<./Event detection.ipynb>). The event equation is simply\n", "\n", "$$\n", "x = 0,\n", "$$\n", "\n", "whereas for the callback we will be using a function object which will record internally the values of $\\dot{y}$ and $y$ when the particle crosses the $x=0$ plane:" ] }, { "cell_type": "code", "execution_count": 3, "id": "5be93451-921d-4f64-ae2c-ed40e3d69b11", "metadata": {}, "outputs": [], "source": [ "# Definition of the event callback.\n", "class ps_callback:\n", " def __init__(self):\n", " self.vy_y_list = []\n", " def __call__(self, ta, t, d_sgn):\n", " # Compute the state of the system\n", " # at the event trigger time.\n", " ta.update_d_output(t)\n", "\n", " # Add the (vy, y) values to the\n", " # internal list.\n", " self.vy_y_list.append((ta.d_output[1], ta.d_output[3]))\n", "\n", "# Create the event.\n", "ev = hy.nt_event(x, ps_callback(), direction = hy.event_direction.positive)" ] }, { "cell_type": "markdown", "id": "c962ed73-f466-4ac2-8b79-521d06534100", "metadata": {}, "source": [ "We can then proceed to the construction of the integrator object:" ] }, { "cell_type": "code", "execution_count": 4, "id": "dabd899e-96d3-448b-9867-0af3309220b8", "metadata": {}, "outputs": [], "source": [ "ta = hy.taylor_adaptive(\n", " # Hamilton's equations.\n", " [\n", " (vx, -hy.diff(Ham, x)),\n", " (vy, -hy.diff(Ham, y)),\n", " (x, hy.diff(Ham, vx)),\n", " (y, hy.diff(Ham, vy))\n", " ],\n", " # Initial conditions (all zeroes for now).\n", " [0.] * 4,\n", " # Event list.\n", " nt_events = [ev]\n", ")" ] }, { "cell_type": "markdown", "id": "2a8d6caf-1d4d-4b6a-afee-6ee163fa3b0b", "metadata": {}, "source": [ "We can now proceed to numerically compute and plot the Poincare' sections. We define a small helper function that, given an input energy level, generates and integrate a few random orbits. The event object will record internally the intersections of these orbits with the $x=0$ plane, which will then be used to plot the Poincare' section:" ] }, { "cell_type": "code", "execution_count": 5, "id": "1bbba839-b764-47de-92b5-8ae96780873f", "metadata": {}, "outputs": [], "source": [ "def plot_poincare(H):\n", " from matplotlib.pylab import plt\n", " import numpy as np\n", "\n", " fig = plt.figure(figsize=(12, 9))\n", "\n", " for i in range(20):\n", " # Reset the integrator time.\n", " ta.time = 0\n", " # Generate random initial conditions.\n", " ta.state[:] = generate_ic(H)\n", " # Reset the list of intersection points\n", " # in the event object.\n", " ta.nt_events[0].callback.vy_y_list = []\n", "\n", " # Integrate for a few time units.\n", " ta.propagate_until(2000.)\n", "\n", " # Extract the intersection points as\n", " # a 2D numpy array.\n", " pts = np.array(ta.nt_events[0].callback.vy_y_list)\n", "\n", " # Plot the intersection points.\n", " # NOTE: each set of initial conditions will\n", " # be plotted with a different color.\n", " plt.scatter(pts[:, 1], pts[:, 0], s=2.5)\n", "\n", " plt.xlabel(r'$y$')\n", " plt.ylabel(r'$\\dot{y}$');" ] }, { "cell_type": "markdown", "id": "d1ae3612-78f0-47db-be52-45bb3661f838", "metadata": {}, "source": [ "As done in the [original paper](https://ui.adsabs.harvard.edu/abs/1964AJ.....69...73H/abstract), let us first plot a Poincare' section for the energy level $\\mathcal{H} = 0.083333$:" ] }, { "cell_type": "code", "execution_count": 6, "id": "08bf873e-7bc4-4ac6-80a7-deaf2ac3d15a", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_poincare(0.083333)" ] }, { "cell_type": "markdown", "id": "53202df2-5860-40f2-9f64-bee943a39dd8", "metadata": {}, "source": [ "This Poincare' section is suggesting that the integral of motion $\\mathcal{C}$ does indeed exist, because the intersections of all random orbits are clearly tracing curves on the $x=0$ plane.\n", "\n", "> **NOTE**: if you are running this tutorial in interactive mode, feel free to re-execute the previous cell to randomly generate a new Poincare' section with the same energy level.\n", "\n", "But what happens if we try to compute the Poincare' section for another energy level?" ] }, { "cell_type": "code", "execution_count": 7, "id": "e2062db1-818c-40d6-b7e7-cf7dc2fc6267", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_poincare(0.125)" ] }, { "cell_type": "markdown", "id": "34ef19a7-a76d-4e0f-a314-1be661763805", "metadata": {}, "source": [ "The qualitative picture is now radically different. Although islands of stable motion persist, now most trajectories seem to be densely filling the plane, rather than tracing curves on it. Let us further increase the energy level:" ] }, { "cell_type": "code", "execution_count": 8, "id": "1ec5ab35-7c1c-47f2-b360-b84725f4fbac", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_poincare(0.16667)" ] }, { "cell_type": "markdown", "id": "b56733ec-0a62-4300-b393-acb1585507fd", "metadata": {}, "source": [ "At higher energies, the densely-filling behaviour (which Henon and Heiles call *ergodic*) is even more prevalent than before.\n", "\n", "## Conclusions\n", "\n", "These numerical experiments indicate that, in general, no additional integrals of motion (beside the energy) exist for axisymmetric potentials. Note that this result does not imply that no additional integrals exist for *some* axisymmetric potentials (e.g., see [Euler's three body problem](https://en.wikipedia.org/wiki/Euler%27s_three-body_problem), which is solvable via elliptic functions), but that just an additional integral of motion cannot be defined generically for *all* axisymmetric potentials." ] } ], "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": "3.8.13" } }, "nbformat": 4, "nbformat_minor": 5 }