{ "cells": [ { "cell_type": "markdown", "id": "20bbc12a", "metadata": { "papermill": { "duration": 0.004399, "end_time": "2026-06-30T01:15:50.175864+00:00", "exception": false, "start_time": "2026-06-30T01:15:50.171465+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": "2026-06-30T01:15:50.184260Z", "iopub.status.busy": "2026-06-30T01:15:50.183972Z", "iopub.status.idle": "2026-06-30T01:15:52.476749Z", "shell.execute_reply": "2026-06-30T01:15:52.475678Z" }, "papermill": { "duration": 2.297661, "end_time": "2026-06-30T01:15:52.477494+00:00", "exception": false, "start_time": "2026-06-30T01:15:50.179833+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": 0.002921, "end_time": "2026-06-30T01:15:52.483754+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.480833+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": "2026-06-30T01:15:52.491090Z", "iopub.status.busy": "2026-06-30T01:15:52.490685Z", "iopub.status.idle": "2026-06-30T01:15:52.495132Z", "shell.execute_reply": "2026-06-30T01:15:52.494408Z" }, "papermill": { "duration": 0.009345, "end_time": "2026-06-30T01:15:52.496128+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.486783+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": 0.002994, "end_time": "2026-06-30T01:15:52.502500+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.499506+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": "2026-06-30T01:15:52.513197Z", "iopub.status.busy": "2026-06-30T01:15:52.512984Z", "iopub.status.idle": "2026-06-30T01:15:52.516781Z", "shell.execute_reply": "2026-06-30T01:15:52.516021Z" }, "papermill": { "duration": 0.008537, "end_time": "2026-06-30T01:15:52.517533+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.508996+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": 0.003086, "end_time": "2026-06-30T01:15:52.524002+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.520916+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": "2026-06-30T01:15:52.531384Z", "iopub.status.busy": "2026-06-30T01:15:52.531145Z", "iopub.status.idle": "2026-06-30T01:15:52.535821Z", "shell.execute_reply": "2026-06-30T01:15:52.534909Z" }, "papermill": { "duration": 0.009329, "end_time": "2026-06-30T01:15:52.536494+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.527165+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": 0.003118, "end_time": "2026-06-30T01:15:52.543160+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.540042+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": "2026-06-30T01:15:52.550866Z", "iopub.status.busy": "2026-06-30T01:15:52.550661Z", "iopub.status.idle": "2026-06-30T01:15:52.554583Z", "shell.execute_reply": "2026-06-30T01:15:52.553596Z" }, "papermill": { "duration": 0.008963, "end_time": "2026-06-30T01:15:52.555332+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.546369+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": 0.003108, "end_time": "2026-06-30T01:15:52.561705+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.558597+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": "2026-06-30T01:15:52.569281Z", "iopub.status.busy": "2026-06-30T01:15:52.569027Z", "iopub.status.idle": "2026-06-30T01:15:52.573651Z", "shell.execute_reply": "2026-06-30T01:15:52.572640Z" }, "papermill": { "duration": 0.009249, "end_time": "2026-06-30T01:15:52.574290+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.565041+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": 0.003056, "end_time": "2026-06-30T01:15:52.580678+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.577622+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": 0.003047, "end_time": "2026-06-30T01:15:52.586973+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.583926+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": "2026-06-30T01:15:52.594429Z", "iopub.status.busy": "2026-06-30T01:15:52.594204Z", "iopub.status.idle": "2026-06-30T01:15:52.604977Z", "shell.execute_reply": "2026-06-30T01:15:52.603988Z" }, "papermill": { "duration": 0.015519, "end_time": "2026-06-30T01:15:52.605653+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.590134+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": 0.003232, "end_time": "2026-06-30T01:15:52.612304+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.609072+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": "2026-06-30T01:15:52.619974Z", "iopub.status.busy": "2026-06-30T01:15:52.619740Z", "iopub.status.idle": "2026-06-30T01:15:52.624477Z", "shell.execute_reply": "2026-06-30T01:15:52.623692Z" }, "papermill": { "duration": 0.009557, "end_time": "2026-06-30T01:15:52.625130+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.615573+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "l = 150.00000000000009 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": 0.003268, "end_time": "2026-06-30T01:15:52.632062+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.628794+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": "2026-06-30T01:15:52.639988Z", "iopub.status.busy": "2026-06-30T01:15:52.639764Z", "iopub.status.idle": "2026-06-30T01:15:52.643924Z", "shell.execute_reply": "2026-06-30T01:15:52.643102Z" }, "papermill": { "duration": 0.009088, "end_time": "2026-06-30T01:15:52.644560+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.635472+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": 0.003362, "end_time": "2026-06-30T01:15:52.651317+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.647955+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": 0.003188, "end_time": "2026-06-30T01:15:52.657862+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.654674+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": "2026-06-30T01:15:52.665656Z", "iopub.status.busy": "2026-06-30T01:15:52.665444Z", "iopub.status.idle": "2026-06-30T01:15:52.679954Z", "shell.execute_reply": "2026-06-30T01:15:52.678892Z" }, "papermill": { "duration": 0.019382, "end_time": "2026-06-30T01:15:52.680587+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.661205+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": 0.003267, "end_time": "2026-06-30T01:15:52.687474+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.684207+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": "2026-06-30T01:15:52.695326Z", "iopub.status.busy": "2026-06-30T01:15:52.695084Z", "iopub.status.idle": "2026-06-30T01:15:52.709544Z", "shell.execute_reply": "2026-06-30T01:15:52.708532Z" }, "papermill": { "duration": 0.019328, "end_time": "2026-06-30T01:15:52.710175+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.690847+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": 0.003293, "end_time": "2026-06-30T01:15:52.717116+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.713823+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": 0.00319, "end_time": "2026-06-30T01:15:52.723722+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.720532+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": "2026-06-30T01:15:52.731361Z", "iopub.status.busy": "2026-06-30T01:15:52.731125Z", "iopub.status.idle": "2026-06-30T01:15:52.737796Z", "shell.execute_reply": "2026-06-30T01:15:52.736790Z" }, "papermill": { "duration": 0.011405, "end_time": "2026-06-30T01:15:52.738438+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.727033+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": 0.003398, "end_time": "2026-06-30T01:15:52.745702+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.742304+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": "2026-06-30T01:15:52.754086Z", "iopub.status.busy": "2026-06-30T01:15:52.753864Z", "iopub.status.idle": "2026-06-30T01:15:52.758332Z", "shell.execute_reply": "2026-06-30T01:15:52.757386Z" }, "papermill": { "duration": 0.009769, "end_time": "2026-06-30T01:15:52.759029+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.749260+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": 0.003466, "end_time": "2026-06-30T01:15:52.766304+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.762838+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": "2026-06-30T01:15:52.774442Z", "iopub.status.busy": "2026-06-30T01:15:52.774216Z", "iopub.status.idle": "2026-06-30T01:15:53.164340Z", "shell.execute_reply": "2026-06-30T01:15:53.163595Z" }, "papermill": { "duration": 0.396385, "end_time": "2026-06-30T01:15:53.166189+00:00", "exception": false, "start_time": "2026-06-30T01:15:52.769804+00:00", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "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": "3.13.14" }, "papermill": { "default_parameters": {}, "duration": 4.572556, "end_time": "2026-06-30T01:15:53.889007+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": "2026-06-30T01:15:49.316451+00:00", "version": "2.7.0" } }, "nbformat": 4, "nbformat_minor": 5 }