{ "cells": [ { "cell_type": "markdown", "id": "20bbc12a", "metadata": { "papermill": { "duration": 0.003999, "end_time": "2026-05-16T13:49:06.781351+00:00", "exception": false, "start_time": "2026-05-16T13:49:06.777352+00:00", "status": "completed" }, "tags": [] }, "source": [ "# Orbit Initialization\n", "\n", "This tutorial covers all the ways to initialize orbits in galpy, from\n", "raw phase-space coordinates to observed sky positions and astropy SkyCoord objects." ] }, { "cell_type": "code", "execution_count": 1, "id": "8a50e972", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:06.789187Z", "iopub.status.busy": "2026-05-16T13:49:06.788901Z", "iopub.status.idle": "2026-05-16T13:49:09.168302Z", "shell.execute_reply": "2026-05-16T13:49:09.167355Z" }, "papermill": { "duration": 2.384677, "end_time": "2026-05-16T13:49:09.169362+00:00", "exception": false, "start_time": "2026-05-16T13:49:06.784685+00:00", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "%matplotlib inline\n", "import numpy\n", "from astropy import units\n", "from galpy.orbit import Orbit\n", "from galpy.potential import MWPotential2014\n", "import warnings\n", "\n", "warnings.filterwarnings(\"ignore\", category=RuntimeWarning)\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, { "cell_type": "markdown", "id": "0073a55a", "metadata": { "papermill": { "duration": 0.003126, "end_time": "2026-05-16T13:49:09.176068+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.172942+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Standard 3D initialization\n", "\n", "The most basic way to create an orbit is by specifying\n", "phase-space coordinates in galactocentric cylindrical coordinates\n", "`[R, vR, vT, z, vz, phi]` (in natural units where $R_0 = 1$, $V_0 = 1$)." ] }, { "cell_type": "code", "execution_count": 2, "id": "7906bb52", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.183605Z", "iopub.status.busy": "2026-05-16T13:49:09.183250Z", "iopub.status.idle": "2026-05-16T13:49:09.188089Z", "shell.execute_reply": "2026-05-16T13:49:09.186919Z" }, "papermill": { "duration": 0.00951, "end_time": "2026-05-16T13:49:09.188818+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.179308+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Orbit dimension = 3, phase-space dimension = 6\n", "R = 1.0, vT = 1.0\n" ] } ], "source": [ "# Full 3D orbit with azimuth\n", "o = Orbit([1.0, 0.1, 1.0, 0.0, 0.05, 0.0])\n", "print(f\"Orbit dimension = {o.dim()}, phase-space dimension = {o.phasedim()}\")\n", "print(f\"R = {o.R()}, vT = {o.vT()}\")" ] }, { "cell_type": "markdown", "id": "c9d840aa", "metadata": { "papermill": { "duration": 0.003267, "end_time": "2026-05-16T13:49:09.195628+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.192361+00:00", "status": "completed" }, "tags": [] }, "source": [ "If the orbit is in an axisymmetric potential, the azimuth `phi` can be omitted:" ] }, { "cell_type": "code", "execution_count": 3, "id": "feaa6dc1", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.203507Z", "iopub.status.busy": "2026-05-16T13:49:09.203310Z", "iopub.status.idle": "2026-05-16T13:49:09.207202Z", "shell.execute_reply": "2026-05-16T13:49:09.206256Z" }, "papermill": { "duration": 0.008978, "end_time": "2026-05-16T13:49:09.208168+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.199190+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Orbit dimension = 3, phase-space dimension = 5\n" ] } ], "source": [ "# 3D orbit without azimuth (axisymmetric potentials)\n", "o_noaz = Orbit([1.0, 0.1, 1.0, 0.0, 0.05])\n", "print(f\"Orbit dimension = {o_noaz.dim()}, phase-space dimension = {o_noaz.phasedim()}\")" ] }, { "cell_type": "markdown", "id": "ae879c5a", "metadata": { "papermill": { "duration": 0.003217, "end_time": "2026-05-16T13:49:09.214828+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.211611+00:00", "status": "completed" }, "tags": [] }, "source": [ "## 2D and 1D orbits\n", "\n", "galpy also supports planar (2D) and linear (1D) orbits." ] }, { "cell_type": "code", "execution_count": 4, "id": "856f6a2d", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.222693Z", "iopub.status.busy": "2026-05-16T13:49:09.222481Z", "iopub.status.idle": "2026-05-16T13:49:09.227529Z", "shell.execute_reply": "2026-05-16T13:49:09.226711Z" }, "papermill": { "duration": 0.010339, "end_time": "2026-05-16T13:49:09.228562+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.218223+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2D with phi: orbit dimension = 2, phase-space dimension = 4\n", "2D no phi: orbit dimension = 2, phase-space dimension = 3\n", "1D: orbit dimension = 1, phase-space dimension = 2\n" ] } ], "source": [ "# 2D orbit with azimuth: [R, vR, vT, phi]\n", "o2d = Orbit([1.0, 0.1, 1.0, 0.0])\n", "print(\n", " f\"2D with phi: orbit dimension = {o2d.dim()}, phase-space dimension = {o2d.phasedim()}\"\n", ")\n", "\n", "# 2D orbit without azimuth: [R, vR, vT]\n", "o2d_noaz = Orbit([1.0, 0.1, 1.0])\n", "print(\n", " f\"2D no phi: orbit dimension = {o2d_noaz.dim()}, phase-space dimension = {o2d_noaz.phasedim()}\"\n", ")\n", "\n", "# 1D orbit: [x, vx]\n", "o1d = Orbit([1.0, 0.1])\n", "print(f\"1D: orbit dimension = {o1d.dim()}, phase-space dimension = {o1d.phasedim()}\")" ] }, { "cell_type": "markdown", "id": "049c963f", "metadata": { "papermill": { "duration": 0.003285, "end_time": "2026-05-16T13:49:09.235361+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.232076+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Physical units with `ro=` and `vo=`\n", "\n", "By setting `ro` (distance scale in kpc) and `vo` (velocity scale in km/s),\n", "the orbit will return quantities in physical units." ] }, { "cell_type": "code", "execution_count": 5, "id": "fc6de36b", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.243201Z", "iopub.status.busy": "2026-05-16T13:49:09.242927Z", "iopub.status.idle": "2026-05-16T13:49:09.247409Z", "shell.execute_reply": "2026-05-16T13:49:09.246535Z" }, "papermill": { "duration": 0.009311, "end_time": "2026-05-16T13:49:09.248070+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.238759+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "R = 8.0 kpc\n", "vT = 220.0 km/s\n", "vz = 11.0 km/s\n" ] } ], "source": [ "o_phys = Orbit([1.0, 0.1, 1.0, 0.0, 0.05, 0.0], ro=8.0, vo=220.0)\n", "print(\"R =\", o_phys.R(), \"kpc\")\n", "print(\"vT =\", o_phys.vT(), \"km/s\")\n", "print(\"vz =\", o_phys.vz(), \"km/s\")" ] }, { "cell_type": "markdown", "id": "f868c39f", "metadata": { "papermill": { "duration": 0.003292, "end_time": "2026-05-16T13:49:09.257459+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.254167+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Astropy Quantity inputs\n", "\n", "You can also initialize with astropy Quantities directly.\n", "\n", "
\n", "\n", "**Tip**\n", "\n", "If you do input and output in physical units, the internal unit conversion\n", "specified by `ro=` and `vo=` does not matter!\n", "\n", "
" ] }, { "cell_type": "code", "execution_count": 6, "id": "aa4e6540", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.265119Z", "iopub.status.busy": "2026-05-16T13:49:09.264911Z", "iopub.status.idle": "2026-05-16T13:49:09.269680Z", "shell.execute_reply": "2026-05-16T13:49:09.268600Z" }, "papermill": { "duration": 0.009456, "end_time": "2026-05-16T13:49:09.270307+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.260851+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "R = 8.0 kpc\n", "vT = 220.0 km/s\n", "vz = 11.0 km/s\n" ] } ], "source": [ "o_qty = Orbit(\n", " [\n", " 8.0 * units.kpc,\n", " 22.0 * units.km / units.s,\n", " 220.0 * units.km / units.s,\n", " 0.0 * units.kpc,\n", " 11.0 * units.km / units.s,\n", " 0.0 * units.rad,\n", " ]\n", ")\n", "print(\"R =\", o_qty.R(), \"kpc\")\n", "print(\"vT =\", o_qty.vT(), \"km/s\")\n", "print(\"vz =\", o_qty.vz(), \"km/s\")" ] }, { "cell_type": "markdown", "id": "518d9d3d", "metadata": { "papermill": { "duration": 0.003313, "end_time": "2026-05-16T13:49:09.277064+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.273751+00:00", "status": "completed" }, "tags": [] }, "source": [ "In this case, it is unnecessary to specify the ro= and vo= scales; when they are not specified, ro and vo are set to the default values from the [configuration file](../../installation.rst#configuration-file). However, if they are specified, then those values rather than the ones from the configuration file are used.\n", "\n", "Inputs to any Orbit method can also be specified with units as an astropy Quantity. galpy’s natural units are still used under the hood, as explained in the section on physical units in galpy.\n", "\n", "If for any output you do not want the output in physical units, you can specify this by supplying the keyword argument ``use_physical=False``." ] }, { "cell_type": "markdown", "id": "eaffa736", "metadata": { "papermill": { "duration": 0.003298, "end_time": "2026-05-16T13:49:09.283781+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.280483+00:00", "status": "completed" }, "tags": [] }, "source": [ "## From observed coordinates\n", "\n", "Initialize from sky coordinates using `radec=True` (RA/Dec in degrees,\n", "distance in kpc, proper motions in mas/yr, radial velocity in km/s)\n", "or `lb=True` (Galactic l,b)." ] }, { "cell_type": "code", "execution_count": 7, "id": "19b0ad8a", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.291491Z", "iopub.status.busy": "2026-05-16T13:49:09.291322Z", "iopub.status.idle": "2026-05-16T13:49:09.302185Z", "shell.execute_reply": "2026-05-16T13:49:09.301269Z" }, "papermill": { "duration": 0.015701, "end_time": "2026-05-16T13:49:09.302926+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.287225+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "RA = 20.000000000000007 deg\n", "Dec = 30.000000000000068 deg\n" ] } ], "source": [ "# From RA, Dec: [RA, Dec, dist, pmRA*cos(Dec), pmDec, vlos]\n", "o_radec = Orbit(\n", " [20.0, 30.0, 2.0, 3.5, -1.2, 15.0],\n", " radec=True,\n", " ro=8.0,\n", " vo=220.0,\n", ")\n", "print(\"RA =\", o_radec.ra(), \"deg\")\n", "print(\"Dec =\", o_radec.dec(), \"deg\")" ] }, { "cell_type": "markdown", "id": "4304f909", "metadata": { "papermill": { "duration": 0.003456, "end_time": "2026-05-16T13:49:09.310056+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.306600+00:00", "status": "completed" }, "tags": [] }, "source": [ "Similarly, from Galactic coordinates `(l, b)`:" ] }, { "cell_type": "code", "execution_count": 8, "id": "352bb6ad", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.318197Z", "iopub.status.busy": "2026-05-16T13:49:09.317939Z", "iopub.status.idle": "2026-05-16T13:49:09.323032Z", "shell.execute_reply": "2026-05-16T13:49:09.322117Z" }, "papermill": { "duration": 0.010109, "end_time": "2026-05-16T13:49:09.323734+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.313625+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "l = 150.00000000000006 deg\n", "b = 39.99999999999995 deg\n" ] } ], "source": [ "# From Galactic l, b\n", "o_lb = Orbit(\n", " [150.0, 40.0, 1.5, 2.0, -0.5, 30.0],\n", " lb=True,\n", " ro=8.0,\n", " vo=220.0,\n", ")\n", "print(\"l =\", o_lb.ll(), \"deg\")\n", "print(\"b =\", o_lb.bb(), \"deg\")" ] }, { "cell_type": "markdown", "id": "48f67d4c", "metadata": { "papermill": { "duration": 0.003443, "end_time": "2026-05-16T13:49:09.330881+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.327438+00:00", "status": "completed" }, "tags": [] }, "source": [ "You can also use Galactic UVW velocities instead of proper motions and radial velocity by setting `uvw=True`:" ] }, { "cell_type": "code", "execution_count": 9, "id": "effdf88d", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.338896Z", "iopub.status.busy": "2026-05-16T13:49:09.338717Z", "iopub.status.idle": "2026-05-16T13:49:09.342493Z", "shell.execute_reply": "2026-05-16T13:49:09.341605Z" }, "papermill": { "duration": 0.00891, "end_time": "2026-05-16T13:49:09.343350+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.334440+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "R = 9.010946140355266 kpc\n" ] } ], "source": [ "# From Galactic UVW velocities\n", "o_uvw = Orbit(\n", " [150.0, 40.0, 1.5, -10.0, 20.0, 5.0],\n", " lb=True,\n", " uvw=True,\n", " ro=8.0,\n", " vo=220.0,\n", ")\n", "print(\"R =\", o_uvw.R(), \"kpc\")" ] }, { "cell_type": "markdown", "id": "626ca90c", "metadata": { "papermill": { "duration": 0.003498, "end_time": "2026-05-16T13:49:09.350762+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.347264+00:00", "status": "completed" }, "tags": [] }, "source": [ "These observed coordinates are translated to the Galactocentric cylindrical coordinate frame by assuming a position and velocity for the Sun. The position is specified using ``ro=8.0`` and ``zo=0.0208``, the distance from the Galactic center to the Sun and the height of the Sun above the Galactic plane, respectively, both in kpc (note that the value for the Sun's height is taken from [Bennett & Bovy 2019](http://adsabs.harvard.edu/abs/2019MNRAS.482.1417B)). The velocity is broken up into the circular velocity at the Sun’s position and the Solar motion. The Solar motion can be specified as ``solarmotion='schoenrich'`` (default; [2010MNRAS.403.1829S](http://adsabs.harvard.edu/abs/2010MNRAS.403.1829S)), a few other pre-configured values, or as a velocity array. The circular velocity is specified as ``vo=220`` in km/s. Note that currently, the ``ro`` and ``vo`` values are used both for the conversion from observed coordinates to Galactocentric cylindrical coordinates *and* for the internal unit conversion to galpy’s natural units. This means that if you specify ``ro`` and ``vo`` here, then those values will be used for the internal unit conversion as well. This is a bit of a quirk of the current implementation and it is something to be aware of.\n", "\n", "
\n", "\n", "**Tip**\n", "\n", "Initialization using observed coordinates can also use units. So, for example, proper motions can be specified as ``2*units.mas/units.yr``.\n", "\n", "
" ] }, { "cell_type": "markdown", "id": "ab6926ce", "metadata": { "papermill": { "duration": 0.003458, "end_time": "2026-05-16T13:49:09.357839+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.354381+00:00", "status": "completed" }, "tags": [] }, "source": [ "## From astropy SkyCoord\n", "\n", "A convenient initialization method uses astropy `SkyCoord`." ] }, { "cell_type": "code", "execution_count": 10, "id": "2de59224", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.366000Z", "iopub.status.busy": "2026-05-16T13:49:09.365811Z", "iopub.status.idle": "2026-05-16T13:49:09.380061Z", "shell.execute_reply": "2026-05-16T13:49:09.379139Z" }, "papermill": { "duration": 0.019224, "end_time": "2026-05-16T13:49:09.380714+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.361490+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "galpyWarning: Supplied SkyCoord does not contain (galcen_distance, z_sun, galcen_v_sun) and these were not explicitly set in the Orbit initialization using the keywords (ro, zo, vo, solarmotion); these are required for Orbit initialization; proceeding with default values\n", "R = 9.184075578439423 kpc\n", "vT = 211.75521495765548 km/s\n", "vz = -6.563744262668287 km/s\n" ] } ], "source": [ "from astropy.coordinates import SkyCoord\n", "\n", "sc = SkyCoord(\n", " ra=20.0 * units.deg,\n", " dec=30.0 * units.deg,\n", " distance=2.0 * units.kpc,\n", " pm_ra_cosdec=3.5 * units.mas / units.yr,\n", " pm_dec=-1.2 * units.mas / units.yr,\n", " radial_velocity=15.0 * units.km / units.s,\n", ")\n", "o_sc = Orbit(sc)\n", "print(\"R =\", o_sc.R(), \"kpc\")\n", "print(\"vT =\", o_sc.vT(), \"km/s\")\n", "print(\"vz =\", o_sc.vz(), \"km/s\")" ] }, { "cell_type": "markdown", "id": "728454ec", "metadata": { "papermill": { "duration": 0.003552, "end_time": "2026-05-16T13:49:09.387965+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.384413+00:00", "status": "completed" }, "tags": [] }, "source": [ "In this case, you can still specify the properties of the transformation to Galactocentric coordinates using the standard ``ro``, ``vo``, ``zo``, and ``solarmotion`` keywords, or you can use the SkyCoord Galactocentric frame specification and these are propagated to the Orbit instance. For example," ] }, { "cell_type": "code", "execution_count": 11, "id": "4f4c0a2c", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.396048Z", "iopub.status.busy": "2026-05-16T13:49:09.395856Z", "iopub.status.idle": "2026-05-16T13:49:09.409859Z", "shell.execute_reply": "2026-05-16T13:49:09.408963Z" }, "papermill": { "duration": 0.018851, "end_time": "2026-05-16T13:49:09.410468+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.391617+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "R = 9.183292770206958 kpc\n", "vT = 413.59345320539325 km/s\n", "vz = 128.2716357089369 km/s\n" ] } ], "source": [ "from astropy.coordinates import CartesianDifferential\n", "\n", "c = SkyCoord(\n", " ra=20.0 * units.deg,\n", " dec=30.0 * units.deg,\n", " distance=2.0 * units.kpc,\n", " pm_ra_cosdec=-10.0 * units.mas / units.yr,\n", " pm_dec=20.0 * units.mas / units.yr,\n", " radial_velocity=50.0 * units.km / units.s,\n", " galcen_distance=8.0 * units.kpc,\n", " z_sun=15.0 * units.pc,\n", " galcen_v_sun=CartesianDifferential([10.0, 235.0, 7.0] * units.km / units.s),\n", ")\n", "o_sc = Orbit(c)\n", "print(\"R =\", o_sc.R(), \"kpc\")\n", "print(\"vT =\", o_sc.vT(), \"km/s\")\n", "print(\"vz =\", o_sc.vz(), \"km/s\")" ] }, { "cell_type": "markdown", "id": "d5b72f31", "metadata": { "papermill": { "duration": 0.003579, "end_time": "2026-05-16T13:49:09.417805+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.414226+00:00", "status": "completed" }, "tags": [] }, "source": [ "\n", "
\n", "\n", "**Warning**\n", "\n", "Subtleties when using SkyCoord:\n", "\n", "- `galcen_distance` and `ro` are *not* interchangeable: `galcen_distance` is the\n", " distance between the Sun and the Galactic center, while `ro` is the projection of\n", " this distance onto the Galactic midplane.\n", "- The astropy `Galactocentric` frame is right-handed, while galpy normally uses a\n", " left-handed frame. So the sign of the x-component of `galcen_v_sun` is the opposite\n", " of what it would be in `solarmotion`.\n", "\n", "
" ] }, { "cell_type": "markdown", "id": "4622b76f", "metadata": { "papermill": { "duration": 0.003656, "end_time": "2026-05-16T13:49:09.425265+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.421609+00:00", "status": "completed" }, "tags": [] }, "source": [ "## The Sun's orbit\n", "\n", "Calling `Orbit()` with no arguments returns the Sun's orbit." ] }, { "cell_type": "code", "execution_count": 12, "id": "ac667069", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.434072Z", "iopub.status.busy": "2026-05-16T13:49:09.433869Z", "iopub.status.idle": "2026-05-16T13:49:09.440347Z", "shell.execute_reply": "2026-05-16T13:49:09.439543Z" }, "papermill": { "duration": 0.011921, "end_time": "2026-05-16T13:49:09.440997+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.429076+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Sun: R = 8.0 kpc\n", "Sun: z = 0.0208 kpc\n" ] } ], "source": [ "o_sun = Orbit()\n", "print(\"Sun: R =\", o_sun.R(), \"kpc\")\n", "print(\"Sun: z =\", o_sun.z(), \"kpc\")" ] }, { "cell_type": "markdown", "id": "8fba5425", "metadata": { "papermill": { "duration": 0.003551, "end_time": "2026-05-16T13:49:09.448365+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.444814+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Turning physical units on and off\n", "\n", "When orbits are initialized using `radec=True`, `lb=True`, or a `SkyCoord`, physical\n", "scales `ro=` and `vo=` are automatically specified (using defaults of `ro=8` and `vo=220`).\n", "All outputs will then be in physical units. You can toggle physical-unit output at any time.\n", "If you want outputs in galpy's natural coordinates, turn physical output off:" ] }, { "cell_type": "code", "execution_count": 13, "id": "17863c67", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.456850Z", "iopub.status.busy": "2026-05-16T13:49:09.456675Z", "iopub.status.idle": "2026-05-16T13:49:09.461028Z", "shell.execute_reply": "2026-05-16T13:49:09.460104Z" }, "papermill": { "duration": 0.009375, "end_time": "2026-05-16T13:49:09.461679+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.452304+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Physical on: 8.0\n", "Physical off: 1.0\n", "Physical on again: 8.0\n" ] } ], "source": [ "o_toggle = Orbit([1.0, 0.1, 1.0, 0.0, 0.05, 0.0], ro=8.0, vo=220.0)\n", "print(\"Physical on:\", o_toggle.R())\n", "\n", "o_toggle.turn_physical_off()\n", "print(\"Physical off:\", o_toggle.R())\n", "\n", "o_toggle.turn_physical_on()\n", "print(\"Physical on again:\", o_toggle.R())" ] }, { "cell_type": "markdown", "id": "aa14c5a9", "metadata": { "papermill": { "duration": 0.003794, "end_time": "2026-05-16T13:49:09.469362+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.465568+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Example: initialize from SkyCoord, integrate, and plot\n", "\n", "This example combines orbit initialization with integration and plotting.\n", "For more details on orbit integration, see [Integration and Plotting](integration_and_plotting.ipynb)." ] }, { "cell_type": "code", "execution_count": 14, "id": "fd288783", "metadata": { "execution": { "iopub.execute_input": "2026-05-16T13:49:09.478193Z", "iopub.status.busy": "2026-05-16T13:49:09.477962Z", "iopub.status.idle": "2026-05-16T13:49:09.770680Z", "shell.execute_reply": "2026-05-16T13:49:09.769718Z" }, "papermill": { "duration": 0.298331, "end_time": "2026-05-16T13:49:09.771642+00:00", "exception": false, "start_time": "2026-05-16T13:49:09.473311+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from astropy.coordinates import SkyCoord\n", "from matplotlib import pyplot as plt\n", "\n", "# Initialize from a SkyCoord (e.g., a nearby star)\n", "sc = SkyCoord(\n", " ra=150.0 * units.deg,\n", " dec=20.0 * units.deg,\n", " distance=0.5 * units.kpc,\n", " pm_ra_cosdec=-5.0 * units.mas / units.yr,\n", " pm_dec=3.0 * units.mas / units.yr,\n", " radial_velocity=-20.0 * units.km / units.s,\n", ")\n", "o_example = Orbit(sc)\n", "o_example.integrate(MWPotential2014)\n", "o_example.plot();" ] } ], "metadata": { "kernelspec": { "display_name": "py313", "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": "3.13.13" }, "papermill": { "default_parameters": {}, "duration": 4.489166, "end_time": "2026-05-16T13:49:10.392666+00:00", "environment_variables": {}, "exception": null, "input_path": "doc/source/tutorials/orbits/initialization.ipynb", "output_path": "doc/source/tutorials/orbits/initialization.ipynb", "parameters": {}, "start_time": "2026-05-16T13:49:05.903500+00:00", "version": "2.7.0" } }, "nbformat": 4, "nbformat_minor": 5 }