{ "cells": [ { "cell_type": "markdown", "id": "46e12cdf-4ad8-4db3-b839-f87a5d1c5b76", "metadata": {}, "source": [ "# Glider flight" ] }, { "cell_type": "markdown", "id": "a29a3a2e-d23f-4d07-a682-5b44ad1386b1", "metadata": {}, "source": [ "Consider a glider which motion is restricted, just to simplify the\n", "discussion, to a vertical plane.\n", "\n", "There are three forces acting on the glider: $L$, the lift, $W$, the\n", "force of gravity, and $D$, the drag. The drag, $D$, is anti-parallel\n", "to the instantaneous direction of the velocity (tangential direction\n", "to the trajectory). The lift, $L$, created by the airflow around the\n", "wings is perpendicular to the direction of the velocity." ] }, { "attachments": { "4f7dafd1-db68-466b-909a-5b2cce308caf.png": { "image/png": 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" } }, "cell_type": "markdown", "id": "adc18d0b-698b-4eda-b6fd-05d085fa87a3", "metadata": {}, "source": [ "![glider_forces_36.png](attachment:4f7dafd1-db68-466b-909a-5b2cce308caf.png)" ] }, { "cell_type": "markdown", "id": "94320348-458c-49be-a9ba-dfdf5f1b2152", "metadata": {}, "source": [ "Both lift and drag are proportional to a surface area of the wings,\n", "$S$, and to the dynamic pressure, $1/2 \\rho V^2$, where $\\rho$ is the\n", "density of air, and $V$ the velocity of the glider. Both\n", "forces can be expressed in terms of coefficients of lift and drag,\n", "$C_L$ and $C_D$, respectively:\n", "\\begin{equation}\n", " L = \\frac{1}{2} \\rho V^2 S C_L ,\n", "\\end{equation}\n", "\\begin{equation}\n", " D = \\frac{1}{2} \\rho V^2 S C_D . \n", "\\end{equation}\n", "The ratio of lift to drag, $L/D$, is called the *aerodynamic efficiency*\n", "of the aircraft.\n", "\\begin{equation}\n", " R \\equiv \\frac{L}{D} = \\frac{C_L}{C_D} .\n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "4ff6b59b-40b3-4321-9f36-1f846d065b89", "metadata": {}, "source": [ "## Equations of motion\n", "\n", "Newton's second law applied to the motion in the direction tangential to the\n", "trajectory\n", "\\begin{equation}\n", " m \\, \\frac{\\mathrm{d}V}{\\mathrm{d}t} = - m g \\sin \\theta - D,\n", "\\end{equation}\n", "where $\\mathrm{d}V/\\mathrm{d}t$ is the acceleration of the glider in the tangential direction, $m$ is its mass, $g$ is\n", "acceleration of gravity, $D$ is the drag force, and $\\theta$ is the angle between the instantaneous direction of the velocity and the horizontal direction.\n", "\n", "The minus sign in front of the term $m g \\sin \\theta$ in the right hand side of\n", "the equation corresponds to the 'up' direction as positive for\n", "$\\theta$: when $\\theta$ is negative, the nose is pointing down and the\n", "plane accelerates due to gravity. When $\\theta$ is positive, the plane must\n", "'fight' against gravity and its acceleration due to gravity is negative." ] }, { "cell_type": "markdown", "id": "b808c99d-4e36-4c2e-8fee-52b62f5fe36f", "metadata": {}, "source": [ "In the normal direction, we have centripetal force, $\\displaystyle m \\frac{V^2}{r}$,\n", "where $r$ is the instantaneous radius of curvature. After noticing\n", "that that\n", "\\begin{equation}\n", " \\frac{\\mathrm{d}\\theta}{\\mathrm{d}t} = \\frac{V}{r},\n", "\\end{equation}\n", "the centripetal force can be expressed as\n", "$\\displaystyle m V \\frac{\\mathrm{d}\\theta}{\\mathrm{d}t}$, giving\n", "\\begin{equation}\n", " m V \\, \\frac{\\mathrm{d}\\theta}{\\mathrm{d}t} = - mg \\cos \\theta + L,\n", "\\end{equation}\n", "where $L$ is the lift force." ] }, { "cell_type": "markdown", "id": "748159f3-68e2-4437-8114-330b937fe599", "metadata": {}, "source": [ "Thus, we have a system of two first order nonlinear ordinary\n", "differential equations for $V(t)$ and $\\theta(t)$:\n", "\\begin{equation}\n", " m \\frac{\\mathrm{d}V}{\\mathrm{d}t} =\n", " - m g \\sin\\theta - \\frac{1}{2} \\rho V^2 C_D S ,\n", "\\end{equation}\n", "\\begin{equation}\n", " m V \\, \\frac{d\\theta}{dt} = - m g \\cos\\theta + \\frac{1}{2} \\rho V^2 C_L S .\n", "\\end{equation}\n", "These equations were derived first by\n", "Joukowski in 1891 and by\n", "Lanchester in 1908." ] }, { "cell_type": "markdown", "id": "862130a5-0a63-40c9-8537-5b32fb8c0513", "metadata": {}, "source": [ "### Glider trajectory\n", "\n", "The spatial coordinates of the glider with respect to the 'ground'\n", "reference frame, $X(t)$ and $Y(t)$, could be determined by integration,\n", "once $V(t)$ and $\\theta(t)$ are found:\n", "\\begin{equation}\n", " X(t) = X(0) + \\int\\limits_0^t V(t') \\cos(\\theta(t')) \\, \\mathrm{d}t',\n", "\\end{equation}\n", "\\begin{equation}\n", " Y(t) = Y(0) + \\int\\limits_0^t V(t') \\sin(\\theta(t')) \\, \\mathrm{d}t' .\n", "\\end{equation}\n", "However, for numerical solution it is more convenient to rewrite \n", "the equations for coordinates in the differential form: \n", "\\begin{equation}\n", " \\frac{\\mathrm{d} X}{\\mathrm{d}t} = V \\cos\\theta ,\n", "\\end{equation}\n", "\\begin{equation}\n", " \\frac{\\mathrm{d} Y}{\\mathrm{d}t} = V \\sin\\theta.\n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "9ced6b3a-990b-44b7-a32e-98e0ad3d91de", "metadata": {}, "source": [ "Thus, we derived a system of four first order nonlinear ordinary\n", "differential equations for unknowns $V(t)$, $\\theta(t)$, $X(t)$, and\n", "$Y(t)$:\n", "\\begin{align}\n", " m \\frac{\\mathrm{d}V}{\\mathrm{d}t} \n", " & =\n", " - m g \\sin\\theta - \\frac{1}{2} \\rho V^2 C_D S , \\\\\n", " m V \\, \\frac{d\\theta}{dt} & = - m g \\cos\\theta + \\frac{1}{2} \\rho V^2 C_L S , \\\\\n", " \\frac{\\mathrm{d} X}{\\mathrm{d}t} & = V \\cos\\theta , \\\\\n", " \\frac{\\mathrm{d} Y}{\\mathrm{d}t} & = V \\sin\\theta.\n", "\\end{align}" ] }, { "cell_type": "markdown", "id": "c9b697b3-0229-4d56-8ddb-73f0766d0cab", "metadata": {}, "source": [ "### Scaling the equations\n", "\n", "The system of four equations\n", "contain five parameters: the mass of the glider, $m$, the density of\n", "the air, $\\rho$, the area of the wings, $S$, and the coefficients of\n", "lift and drag, $C_L$ and $C_D$, as well as one constant - acceleration\n", "of gravity $g$. It is often useful to rewrite equations describing a\n", "physical system to dimensionless form, both for physical insight and\n", "for numerical convenience (i.e., to avoid dealing with very large or\n", "very small numbers in the computer). To do this for the equations of\n", "glider's motion, we introduce dimensionless velocity, time, and length\n", "variables." ] }, { "cell_type": "markdown", "id": "16cf64bd-6c76-4dc1-ac65-ae950282b257", "metadata": {}, "source": [ "To introduce the characteristic velocity, let's consider horizontal\n", "motion of the glider with a constant velocity:\n", "\\begin{equation}\n", " \\theta = 0, \\quad V = v_t = \\mathrm{const}.\n", "\\end{equation}\n", "Such motion is only possible if the\n", "force of gravity is balanced by the lift force:\n", "\\begin{equation}\n", " m g = \\frac{1}{2} \\rho v_t^2 C_L S.\n", "\\end{equation}\n", "This relation introduces the characteristic velocity,\n", "$v_t$:\n", "\\begin{equation}\n", " v_t \\equiv \\sqrt{\\frac{mg}{\\frac{1}{2} \\rho C_L S}}.\n", "\\end{equation}\n", "For the reference,\n", "\\begin{equation}\n", " m = \\frac{1}{2g} \\rho v_t^2 C_L S.\n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "73065138-f31b-45a8-92a0-e27f93146fe2", "metadata": {}, "source": [ "We are going to measure the speed of the glider in units of $v_t$,\n", "i.e. we introduce a dimensionless speed variable, $v$:\n", "\\begin{equation}\n", " v \\equiv \\frac{V}{v_t}.\n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "822974f0-7624-4635-810c-f8bcd7b26e40", "metadata": {}, "source": [ "The characteristic acceleration in the glider problem is acceleration\n", "of gravity, $g$. We can combine the characteristic acceleration with\n", "the characteristic velocity, $v_t$, to get a characteristic variable,\n", "$t_c$ with the dimension of time:\n", "\\begin{equation}\n", " t_c \\equiv \\frac{v_t}{g}.\n", "\\end{equation}\n", "$t_c$ is the time for a free falling body starting from rest to gain\n", "the speed $v_t$." ] }, { "cell_type": "markdown", "id": "bb88aabe-19d8-4a3c-b201-964dd03d8f32", "metadata": {}, "source": [ "We are going to measure the time in units of $t_c$, i.e. we introduce\n", "new dimensionless time variable, $\\tau$:\n", "\\begin{equation}\n", " \\tau \\equiv \\frac{t}{t_c},\n", "\\end{equation}\n", "\\begin{equation}\n", " \\frac{\\mathrm{d}}{\\mathrm{d}t} = \\frac{1}{t_c}\n", " \\frac{\\mathrm{d}}{\\mathrm{d}\\tau} \n", " = \\frac{g}{v_t} \\frac{\\mathrm{d}}{\\mathrm{d}\\tau} . \n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "fd20bbba-0f96-458c-8553-3bdd8313068b", "metadata": {}, "source": [ "Finally, we introduce the characteristic length as the product of\n", "$v_t$ and $t_c$:\n", "\\begin{equation}\n", " l_c \\equiv t_c v_t = \\frac{v_t^2}{g} = \\frac{m}{\\frac{1}{2} \\rho C_L S} .\n", "\\end{equation}\n", "$l_c$ is equal double the height for a free falling body starting from rest to gain\n", "the speed $v_t$." ] }, { "cell_type": "markdown", "id": "a800c2b1-da45-4be0-9b6f-77c2427cff7f", "metadata": {}, "source": [ "We'll measure the $X$ and $Y$ coordinates of the glider in units of $l_c$:\n", "\\begin{equation}\n", " x \\equiv \\frac{X}{l_c}, \\quad y \\equiv \\frac{Y}{l_c}.\n", "\\end{equation}" ] }, { "cell_type": "markdown", "id": "a0f86d96-80d8-45d0-8aeb-add231d959a4", "metadata": {}, "source": [ "Expressiong in the equation of motion the dimension variables via the dimensionless ones, we obtain:\n", "\\begin{align}\n", " \\frac{1}{2g} \\rho v_t^2 C_L S v_t \\frac{g}{v_t} \\frac{\\mathrm{d}v}{\\mathrm{d}\\tau} \n", " & =\n", " - \\frac{1}{2} \\rho v_t^2 C_L S \\sin\\theta \n", " - \\frac{1}{2} \\rho v_t^2 v^2 C_D S , \\\\\n", " \\frac{1}{2g} \\rho v_t^2 C_L S v v_t \\, \\frac{g}{v_t} \\frac{d\\theta}{d\\tau} \n", " & =\n", " - \\frac{1}{2} \\rho v_t^2 C_L S \\cos\\theta \n", " + \\frac{1}{2} \\rho v_t^2 v^2 C_L S , \\\\\n", " t_c v_t \\frac{1}{t_c} \\frac{\\mathrm{d} x}{\\mathrm{d}\\tau} \n", " & =\n", " v_t \\, v \\cos\\theta , \\\\\n", " t_c v_t \\frac{1}{t_c} \\frac{\\mathrm{d} y}{\\mathrm{d}\\tau} \n", " & =\n", " v_t \\, v \\sin\\theta .\n", "\\end{align}" ] }, { "cell_type": "markdown", "id": "e1332ad2-d0d4-445a-a95f-ecdcd8d419c3", "metadata": {}, "source": [ "Finally, canceling common factors, we arrive to the following system of ODEs:\n", "\\begin{align}\n", " \\frac{\\mathrm{d}v}{\\mathrm{d}\\tau} & = -\\sin\\theta - \\frac{v^2}{R}, \\\\\n", " \\frac{\\mathrm{d}\\theta}{\\mathrm{d}\\tau} & = - \\frac{\\cos\\theta}{v} + v, \\\\\n", " \\frac{\\mathrm{d} x}{\\mathrm{d}\\tau} & = v \\cos\\theta, \\\\\n", " \\frac{\\mathrm{d} y}{\\mathrm{d}\\tau} & = v \\sin\\theta .\n", "\\end{align}\n", "This system of equations contains a single parameter - the aerodynamic efficiency $R$." ] }, { "cell_type": "markdown", "id": "22649fed-bdbb-41a7-949a-f85e313c7427", "metadata": {}, "source": [ "## Numerical solution" ] }, { "cell_type": "code", "execution_count": null, "id": "bdf8ba3a-835a-4f33-9159-a53f5f5f234a", "metadata": {}, "outputs": [], "source": [ "\n", "using OrdinaryDiffEqTsit5\n", "using PyPlot\n", "using Optim" ] }, { "cell_type": "code", "execution_count": null, "id": "f03110e7-4d9c-4ad4-b7f7-4c57a5cae1f2", "metadata": {}, "outputs": [], "source": [ "\n", "\"\"\"\n", " glider!(dudt, u, p, t)\n", "\n", "The system of differential equations for a glider fligt;\n", "u = [v, theta, x, y]\n", "\"\"\"\n", "function glider!(dudt, u, p, _)\n", " R = p\n", "\n", " v = u[1]\n", " si, co = sincos(u[2])\n", " dudt[1] = -si - v^2 / R\n", " dudt[2] = -co / v + v\n", " dudt[3] = v * co\n", " dudt[4] = v * si\n", "\n", " return nothing\n", "end" ] }, { "cell_type": "code", "execution_count": null, "id": "a624fbb7-7116-4655-a7e8-264baa0705f8", "metadata": {}, "outputs": [], "source": [ "\n", "\"\"\"\n", " sol = solve_eqs_motion_landing(u)\n", "\n", "Solve the glider's equation of motion. Terminate the solver when\n", "the glider lands, i.e. when y(t) = 0.\n", "Here u[1] is the initial velocity and u[2] is the launch angle. \n", "\"\"\"\n", "function solve_eqs_motion_landing(u)\n", "\n", " # Parameters\n", " global xmin, ymax, R\n", "\n", " # Initial conditions and ode parameters\n", " v0 = u[1]\n", " theta0 = u[2] \n", " tspan = (0.0, 2000.0) # huge upper limit, not going to be reached\n", " uu0 = [v0, theta0, xmin, ymax] # initial conditions for the ODE solver\n", "\n", " # Solve ODE\n", " probl = ODEProblem(glider!, uu0, tspan, R)\n", " condition(u, _, _) = u[4]\n", " affect!(integrator) = terminate!(integrator)\n", " cb = ContinuousCallback(condition, affect!)\n", " sol = solve(probl, Tsit5(), callback=cb, abstol=1e-10, reltol=1e-10)\n", "\n", " return sol\n", "end" ] }, { "cell_type": "code", "execution_count": null, "id": "a2ed9880-efbd-4a7a-b9e6-49548cbff274", "metadata": {}, "outputs": [], "source": [ "\n", "\"\"\"\n", " plot_trajectory(sol::ODESolution, label)\n", "\n", "Given a solution of a glider equation of motion, sol, plot\n", "the trajectory and print a graph label\n", "\"\"\"\n", "function plot_trajectory(sol::ODESolution, label)\n", " # Extract glider coordinates\n", " x = sol[3, :]\n", " y = sol[4, :]\n", "\n", " plot(x, y, label=label)\n", " xlabel(\"x\")\n", " ylabel(\"y\")\n", " grid(true)\n", " legend()\n", " \n", " return nothing\n", "end" ] }, { "cell_type": "markdown", "id": "b9484b7c-bcc7-4891-9662-4227a5cebb05", "metadata": {}, "source": [ "Parameters for the calculations:" ] }, { "cell_type": "code", "execution_count": null, "id": "10052f1c-fc81-46c2-ab93-61ae28632a3a", "metadata": {}, "outputs": [], "source": [ "\n", "# Global parameters\n", "const xmin = 0.0 # initial x\n", "const xmax = 10.0 # horizontal distance to cover \n", "const ymax = 2.0 # initial hight\n", "const R = 5.0; # aerodynamic efficiency of the glider" ] }, { "cell_type": "markdown", "id": "4dbf4050-8603-4826-8e6b-8d5f458dbf16", "metadata": {}, "source": [ "Plot typical flight trajectories for seval values of initial velocity:" ] }, { "cell_type": "code", "execution_count": null, "id": "88502a32-9397-4a01-824f-c553c0cb0e6d", "metadata": {}, "outputs": [], "source": [ "\n", "theta0 = 0.0\n", "u0s = [\n", " [3.3, theta0, xmin, ymax],\n", " [2.3, theta0, xmin, ymax],\n", " [1.3, theta0, xmin, ymax],\n", "]\n", "\n", "figure(figsize=(9,6))\n", "for u0 in u0s\n", " sol = solve_eqs_motion_landing(u0)\n", " label = L\"v_0 = %$(round(u0[1], digits=2))\"\n", " plot_trajectory(sol, label) \n", "end\n", "title(\"Glider trajectories\");" ] }, { "cell_type": "markdown", "id": "fa036be6-ac1c-4b7e-b1bb-a191584528a2", "metadata": {}, "source": [ "## The fastest flight" ] }, { "cell_type": "markdown", "id": "42e2ed37-d108-4fd4-b7c5-880184ec8d78", "metadata": {}, "source": [ "Lets find the initial velocity and the launch angle for the glider to cover a given flight distance in the shortest amount of time." ] }, { "cell_type": "markdown", "id": "fea8a8d8-da2d-44a0-8bfa-23afa7993a79", "metadata": {}, "source": [ "Helper functions:" ] }, { "cell_type": "code", "execution_count": null, "id": "a9467a9f-2913-4c48-b366-c2f346b2f640", "metadata": {}, "outputs": [], "source": [ "\"\"\"\n", " sol = solve_eqs_motion_dist(u)\n", "\n", "Solve the glider's equation of motion. Terminate the solver when\n", "the required horizontal flight distance (xmax) is achieved.\n", "Here u[1] is the launch velocity and u[2] is the launch angle. \n", "\"\"\"\n", "function solve_eqs_motion_dist(u)\n", "\n", " # Parameters\n", " global xmin, xmax, ymax, R\n", "\n", " # Initial conditions and ode parameters\n", " v0 = u[1]\n", " theta0 = u[2]\n", " uu0 = [v0, theta0, xmin, ymax] # initial conditions for the ODE solver\n", " tspan = (0.0, 2000.0) # huge upper limit, not going to be reached\n", "\n", " # Solve ODE\n", " probl = ODEProblem(glider!, uu0, tspan, R)\n", " condition(u, _, _) = u[3] - xmax\n", " affect!(integrator) = terminate!(integrator)\n", " cb = ContinuousCallback(condition, affect!)\n", " sol = solve(probl, Tsit5(), callback=cb, abstol=1e-10, reltol=1e-10)\n", "\n", " return sol\n", "end" ] }, { "cell_type": "code", "execution_count": null, "id": "7d3a420d-43d1-4841-918f-771620f1e386", "metadata": {}, "outputs": [], "source": [ "\"\"\"\n", " t = flight_duration(sol)\n", "\n", "Given the solution of the equations of motion\n", "of a glider, return the duration of the flight.\n", "\"\"\"\n", "function flight_duration(sol::ODESolution)\n", " return sol.t[end]\n", "end" ] }, { "cell_type": "code", "execution_count": null, "id": "42446dd7-9e30-44a4-aa55-3c7ce1d74526", "metadata": {}, "outputs": [], "source": [ "\"\"\"\n", " t = flight_duration2(u)\n", "\n", "Given the initial velocity (u[1]) and the launch angle (u[2]),\n", "solve the equations of motion of a glider and return the duration\n", "of the flight.\n", "\"\"\"\n", "function flight_duration2(u)\n", " sol = solve_eqs_motion_dist(u)\n", " return sol.t[end]\n", "end" ] }, { "cell_type": "markdown", "id": "8c2a9abf-7083-4afc-abdb-ab66d8184f25", "metadata": {}, "source": [ "Initial approximation for the minimization:" ] }, { "cell_type": "code", "execution_count": null, "id": "fe7974f5-0f46-49bf-8995-d9faac5d4977", "metadata": {}, "outputs": [], "source": [ "initial_approx = [3.0, 0.0] " ] }, { "cell_type": "markdown", "id": "5b81b056-ae76-4abb-9376-4e561d9c0470", "metadata": {}, "source": [ "For minimization, we are using L-BFGS that is a minimization method that requires a gradient.\n", "We use automatic differentiation (instead of default finite differences) to calculate gradients,\n", "by setting the keyword `autodiff` to `:forward`" ] }, { "cell_type": "code", "execution_count": null, "id": "ea2843f2-eb8f-47e9-8391-1cbc89ad8155", "metadata": {}, "outputs": [], "source": [ "@time res = optimize(flight_duration2, initial_approx, LBFGS(); autodiff=:forward)" ] }, { "cell_type": "markdown", "id": "2ac8a99a-32d4-43de-bc3b-2d005be4737f", "metadata": {}, "source": [ "Define a helper function that wraps an angle to the range [-pi/2,pi/2)" ] }, { "cell_type": "code", "execution_count": null, "id": "0fc91a90-227d-4184-ad9d-433931c29afe", "metadata": {}, "outputs": [], "source": [ "wrap_angle(phi) = mod(phi + pi/2, pi) - pi/2" ] }, { "cell_type": "markdown", "id": "f97a4a18-5c7c-477c-854e-1cfdd2725032", "metadata": {}, "source": [ "Extract and print the optimal flight parameters:" ] }, { "cell_type": "code", "execution_count": null, "id": "0276f26a-65e3-4fa1-99de-749895c51fc9", "metadata": {}, "outputs": [], "source": [ "s = Optim.minimizer(res) \n", "s[2] = wrap_angle(s[2])\n", "@info \"launch velocity:\" round(s[1], digits=3)\n", "@info \"launch angle (in radians):\" round(s[2], digits=3)\n", "@info \"launch angle (in degrees):\" round(180 * s[2] / pi, digits=1)" ] }, { "cell_type": "markdown", "id": "d7169912-0577-45aa-a4cb-13e5416fafe4", "metadata": {}, "source": [ "Recalculate the best solution:" ] }, { "cell_type": "code", "execution_count": null, "id": "bfb52eb6-1e31-4d4a-9b6c-7ac3b5a44501", "metadata": {}, "outputs": [], "source": [ "sol = solve_eqs_motion_dist(s);" ] }, { "cell_type": "markdown", "id": "46eef0c8-588e-4dc1-a027-af9504fab5e9", "metadata": {}, "source": [ "Flight time:" ] }, { "cell_type": "code", "execution_count": null, "id": "2d3b994d-2b2e-4985-96cc-fe70c3c0bbca", "metadata": {}, "outputs": [], "source": [ "tflight = flight_duration(sol);\n", "@info \"flight duration:\" round(tflight, digits=3)" ] }, { "cell_type": "markdown", "id": "883bac91-0688-48fd-bb11-721b0bf32299", "metadata": {}, "source": [ "Plot the fastest trajectory and, for a comparison, a slower one:" ] }, { "cell_type": "code", "execution_count": null, "id": "eb1ca37f-e2c8-4ce7-8ab4-23acf6a4b3c4", "metadata": {}, "outputs": [], "source": [ "figure(figsize=(9,6))\n", "plot_trajectory(sol, \"The fastest trajectory\")\n", "# For comparison, plot a slower trajectory\n", "sol2 = solve_eqs_motion_dist(initial_approx);\n", "plot_trajectory(sol2, \"A slower trajectory\")" ] }, { "cell_type": "code", "execution_count": null, "id": "b8786774-b9f0-4533-a93c-b1729d0130ca", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Julia 1.10.7", "language": "julia", "name": "julia-1.10" }, "language_info": { "file_extension": ".jl", "mimetype": "application/julia", "name": "julia", "version": "1.10.7" } }, "nbformat": 4, "nbformat_minor": 5 }