{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Get started\n", "## Planner of Transits Observation - PTO\n", "This is a tutorial example for using PTO. The purpose of this code is to calculate transit windows (emission observations to be added soon) for given time period and location to observe from. It can be used for proposal writing, and further for preparation of the observations.\n", "\n", "The main steps in PTO are:\n", "\n", "1. Load a catalog of planets\n", "\n", "2. Filter the catalog to desired targets\n", "\n", "3. Calculate transit windows\n", "\n", "4. Plot observing conditions for each night for given location\n", "\n", "
\n", "Tip: Generally, most functions and methods are well documented. You can get a hint by hovering mouse over the function name. You can also get the documentation by help(`function_name`).\n", "
\n", "\n", "
\n", "Tip: Full documentation is available at PTO documentation.\n", "
\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Lets first supress warnings - most of the warnings are safe to ignore, and include performance warnings or very fine precision warnings outside the level needed for this code." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import warnings\n", "warnings.filterwarnings('ignore')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Load a catalog of planets\n", "`PTO` allows the user to load a catalog of exoplanets. Different databases will be added, but we will use the default NASA composite table. To do so, we can do: " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \u001b[32mINFO \u001b[0m | \u001b[32mTrying to load NASA Exoplanet Archive Composite table\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32mFilename: /media/chamaeleontis/Observatory_main/Code/observations_transits/PTO/docs/source/saved_files/CatalogComposite.pkl\u001b[0m\n" ] } ], "source": [ "from PTO.database.NASA_exoplanet_archive import NASA_Exoplanet_Archive_CompositeDefault\n", "\n", "Catalog = NASA_Exoplanet_Archive_CompositeDefault()\n", "Catalog.load_API_table()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Logging:\n", "A logger is implemented in `PTO` to showcase progress of the code run. These are divided in different levels, based on importance. For now, feel free to ignore the messages.\n", "\n", "## Auto-save:\n", "As the TAP queries take some time, many functions and classes have a auto-save/load feature. In those cases a time interval (typically 1 week) is given to rerun all queries. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculation of related parameters:\n", "NASA exoplanet archive typically does not calculate any related parameters, even if it can. The `Catalog` classes have a `_get_all()` method that is run immediatelly after loading the data. This will recalculate those values, including the error, for multiple parameters. For example, a unit conversion between Earth and Jupiter is not always provided, which can lead to some planets being ignored unintentionally when filtering. The conversion is never done on entries where the value already exists.\n", "\n", "
\n", "Warning: Due to limitations of astropy nddata package, the error propagation is done on maximum of the lower and upper error. This means, that if the uncertainty of a parameter is unequal, the resulting uncertainty is going to be larger than necessary. \n", "
\n", "\n", "For transit related parameters, a `Flag.Transit` is enforced to be true in order to calculate the parameters. This means, that although you can in principle calculate $b$ (impact parameter) as long as you have $i$ (inclination) $R_s$ (Stellar radius) and $a$ (semimajor axis), it won't be calculated unless the transits were detected." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Keys available\n", "As there are many different parameters, few convenience functions are provided to list all available keys in the main table.\n", "\n", "To print all keys, you can use `Catalogue.print_all_keys()`.\n", "For a particular set of keys, you can use:\n", "- `Catalogue.print_position_keys()`\n", "\n", "- `Catalogue.print_system_keys()`\n", "\n", "- `Catalogue.print_star_keys()`\n", "\n", "- `Catalogue.print_planet_keys()`\n", "\n", "- `Catalogue.print_discovery_keys()`\n", "\n", "- `Catalogue.print_magnitude_keys()`\n", "\n", "- `Catalogue.print_flag_keys()`\n", "\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.Declination\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.Declination.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.Declination.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.Declination.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLatitude\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLatitude.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLatitude.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLatitude.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLongitude\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLongitude.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLongitude.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.EclipticLongitude.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLatitude\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLatitude.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLatitude.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLatitude.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLongitude\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLongitude.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLongitude.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPosition.GalacticLongitude.Error.Lower\u001b[0m\n", " \u001b[33mPRINT 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\u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStellar keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Catalogue.GAIA\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Catalogue.HD\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Catalogue.HIP\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Name\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Age\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Age.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Age.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Age.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Density\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Density.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Density.Error.Upper\u001b[0m\n", " \u001b[33mPRINT 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\u001b[33mPRINT \u001b[0m | \u001b[33mStar.Type.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.EffectiveTemperature\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.EffectiveTemperature.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.EffectiveTemperature.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.EffectiveTemperature.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.RotationalVelocity\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.RotationalVelocity.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.RotationalVelocity.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.RotationalVelocity.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mStar.Catalogue.TIC\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.AngularSeparation\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.AngularSeparation.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.AngularSeparation.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.AngularSeparation.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateEarth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateEarth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateEarth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateEarth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateJupiter\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.BestMassEstimateJupiter.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | 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\u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ImpactParameter.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ImpactParameter.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.InsolationFlux\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.InsolationFlux.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.InsolationFlux.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.InsolationFlux.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Letter\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassEarth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassEarth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassEarth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassEarth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassJupiter\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassJupiter.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassJupiter.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MassJupiter.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassEarth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassEarth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassEarth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassEarth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassJupiter\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassJupiter.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassJupiter.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.MinimumMassJupiter.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Name\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.OccultationDepth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.OccultationDepth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.OccultationDepth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.OccultationDepth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Eccentricity\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Eccentricity.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Eccentricity.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Eccentricity.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Inclination\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Inclination.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Inclination.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Inclination.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ArgumentOfPeriastron\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ArgumentOfPeriastron.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ArgumentOfPeriastron.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ArgumentOfPeriastron.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Period\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Period.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Period.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.Period.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.SemiMajorAxis\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.SemiMajorAxis.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.SemiMajorAxis.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.SemiMajorAxis.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.EpochOfPeriastron\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.EpochOfPeriastron.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.EpochOfPeriastron.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.EpochOfPeriastron.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ProjectedObliquity\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ProjectedObliquity.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ProjectedObliquity.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.ProjectedObliquity.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusEarth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusEarth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusEarth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusEarth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusJupiter\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusJupiter.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusJupiter.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadiusJupiter.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioSemiMajorAxisToStellarRadius\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioSemiMajorAxisToStellarRadius.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioSemiMajorAxisToStellarRadius.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioSemiMajorAxisToStellarRadius.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioPlanetRadiusToStellarRadius\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioPlanetRadiusToStellarRadius.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioPlanetRadiusToStellarRadius.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RatioPlanetRadiusToStellarRadius.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadialVelocityAmplitude\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadialVelocityAmplitude.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadialVelocityAmplitude.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.RadialVelocityAmplitude.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDepth\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDepth.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDepth.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDepth.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDuration\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDuration.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDuration.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitDuration.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitMidpoint\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitMidpoint.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitMidpoint.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TransitMidpoint.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TrueObliquity\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TrueObliquity.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TrueObliquity.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mPlanet.TrueObliquity.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Facility\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Instrument\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Locale\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.PublicationDate\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Telescope\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Year\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mDiscovery.Method\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.B\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.B.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.B.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.B.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Gaia\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Gaia.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Gaia.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Gaia.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.g\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.g.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.g.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.g.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.H\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.H.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.H.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.H.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.IC\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.IC.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.IC.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.IC.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.i\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.i.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.i.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.i.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.J\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.J.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.J.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.J.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Kepler\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Kepler.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Kepler.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.Kepler.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.K\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.K.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.K.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.K.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.r\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.r.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.r.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.r.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.TESS\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.TESS.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.TESS.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.TESS.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.u\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.u.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.u.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.u.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.V\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.V.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.V.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.V.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W1\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W1.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W1.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W1.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W2\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W2.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W2.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W2.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W3\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W3.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W3.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W3.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W4\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W4.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W4.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.W4.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.z\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.z.Reference\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.z.Error.Upper\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mMagnitude.z.Error.Lower\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag keys:\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.AstrometricVariations\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.BinarySystem\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.DiskKinematics\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.EclipseTimingVariations\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.Imaging\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.Microlensing\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.OrbitalBrightnessModulations\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.PulsationTimingVariations\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.PulsarTimingVariations\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.RadialVelocity\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mFlag.Transit\u001b[0m\n" ] } ], "source": [ "Catalog.print_all_keys()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As you can see, there is particular system to the key names:\n", "First, there are 7 types of parameters:\n", "\n", "1. `Position`\n", " - Position of host star on the sky. Rarely used in filtering, but important for the transit window plot.\n", "2. `System`\n", " - Parameters related to the system, in particular the systemic velocity and the distance\n", "3. `Star`\n", " - Stellar parameters of the host star. If multiple stars are present in this system, the primary star is selected.\n", "4. `Planet`\n", " - Planetary parameters.\n", "5. `Magnitude`\n", " - Magnitude of the host star\n", "6. `Flag`\n", " - Several flags available in the table. Typically, these include whether the planets were detected by specific method, like transits. Several functions use this to filter down only transiting planets.\n", "\n", "Second, most parameters have four keys.\n", "\n", "1. `Parameter`\n", " - The value of parameter\n", "2. `Parameter.Error.Lower`\n", " - The lower (-) error of the parameter\n", "3. `Parameter.Error.Upper`\n", " - The upper (+) error of the parameter\n", "4. `Parameter.Reference`\n", " - Reference for the given parameter\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Filtering specific planet\n", "To get a single planet, we can filter out the table attribute of the Catalog class. This is a standard pandas DataFrame type table. Lets get the sample for HD 209458 b.\n", "\n", "
\n", "Tip: Because the attribute for the filtering is pandas DataFrame, you can use any of the pandas function on it (intended for DataFrame). More info available in the Filtering notebook.\n", "
\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "Catalog.table = Catalog.table[Catalog.table['Planet.Name'] == 'HD 209458 b']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotting the sample:\n", "There are several functions provided to plot the exoplanet population and (further) filtered target sample.\n", "\n", "The idea behind the plotting functions is that multiple (over-)plots can be done on the same figure. To do so, the `plt.Axes` artist (typically `ax`), can be passed to all plot functions. By default, if `ax` is not passed, a new plot gets created instead.\n", "\n", "As there are many aspects of the plot that can be changed, the resulting `ax` is always returned. This allows for further modification (like linear vs log scales of axis) outside the functions.\n", "\n", "Let's make a plot usable for proposal. For this case, we will focus on a plot targeting HD 209458 b." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import seaborn as sns\n", "\n", "with sns.plotting_context('talk'):\n", " fig, ax = Catalog.highlight_sample(\n", " x_key = 'Planet.Period',\n", " y_key = 'Planet.RadiusJupiter',\n", " )\n", " ax.set_xlim(0.1,50) # Set to max of 50 days.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculation of transit windows\n", "Lets now calculate all transit windows. By default, we will get transits windows in the next year." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \u001b[36mWARNING \u001b[0m | \u001b[36mpetitRADTRANS instalation not found. Please install petitRADTRANS to use the PTO.simulations module.\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m=========================\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32mSet observing period:\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m 2024-11-19 12:00:00.000\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m 2025-11-19 12:00:00.000\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m=========================\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32mAbout to calculate event midpoints for 1 planets\u001b[0m\n" ] } ], "source": [ "from PTO.transits.windows import Windows\n", "Transits = Windows(\n", " table = Catalog.table,\n", " directory= './HD209458b/',\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This doesn't seem to do much at a glance. However, it calculates all transit events for all planets for further use. We can check the possible windows by printing all the windows." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mTransit windows centers for HD 209458 b\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460637.47207873 ± 1.39 min | 2024-11-22 23:19 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460640.9968273197 ± 1.39 min | 2024-11-26 11:55 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460644.52157591 ± 1.40 min | 2024-11-30 00:31 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460648.0463245 ± 1.40 min | 2024-12-03 13:06 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460651.5710730897 ± 1.40 min | 2024-12-07 01:42 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460655.09582168 ± 1.40 min | 2024-12-10 14:17 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460658.62057027 ± 1.40 min | 2024-12-14 02:53 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460662.1453188597 ± 1.40 min | 2024-12-17 15:29 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460665.67006745 ± 1.40 min | 2024-12-21 04:04 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460669.19481604 ± 1.40 min | 2024-12-24 16:40 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460672.7195646297 ± 1.40 min | 2024-12-28 05:16 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460676.24431322 ± 1.40 min | 2024-12-31 17:51 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460679.76906181 ± 1.40 min | 2025-01-04 06:27 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460683.2938103997 ± 1.40 min | 2025-01-07 19:03 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460686.81855899 ± 1.40 min | 2025-01-11 07:38 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460690.34330758 ± 1.40 min | 2025-01-14 20:14 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460693.8680561697 ± 1.40 min | 2025-01-18 08:50 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460697.39280476 ± 1.40 min | 2025-01-21 21:25 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460700.91755335 ± 1.40 min | 2025-01-25 10:01 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460704.4423019397 ± 1.40 min | 2025-01-28 22:36 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460707.96705053 ± 1.40 min | 2025-02-01 11:12 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460711.49179912 ± 1.41 min | 2025-02-04 23:48 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460715.0165477097 ± 1.41 min | 2025-02-08 12:23 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460718.5412963 ± 1.41 min | 2025-02-12 00:59 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460722.06604489 ± 1.41 min | 2025-02-15 13:35 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460725.5907934797 ± 1.41 min | 2025-02-19 02:10 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460729.11554207 ± 1.41 min | 2025-02-22 14:46 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460732.64029066 ± 1.41 min | 2025-02-26 03:22 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460736.1650392497 ± 1.41 min | 2025-03-01 15:57 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460739.68978784 ± 1.41 min | 2025-03-05 04:33 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460743.21453643 ± 1.41 min | 2025-03-08 17:08 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460746.7392850197 ± 1.41 min | 2025-03-12 05:44 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460750.26403361 ± 1.41 min | 2025-03-15 18:20 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460753.7887822 ± 1.41 min | 2025-03-19 06:55 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460757.3135307897 ± 1.41 min | 2025-03-22 19:31 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460760.83827938 ± 1.41 min | 2025-03-26 08:07 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460764.36302797 ± 1.41 min | 2025-03-29 20:42 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460767.8877765597 ± 1.41 min | 2025-04-02 09:18 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460771.41252515 ± 1.41 min | 2025-04-05 21:54 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460774.93727374 ± 1.42 min | 2025-04-09 10:29 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460778.4620223297 ± 1.42 min | 2025-04-12 23:05 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460781.98677092 ± 1.42 min | 2025-04-16 11:40 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460785.51151951 ± 1.42 min | 2025-04-20 00:16 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460789.0362680997 ± 1.42 min | 2025-04-23 12:52 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460792.56101669 ± 1.42 min | 2025-04-27 01:27 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460796.08576528 ± 1.42 min | 2025-04-30 14:03 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460799.6105138697 ± 1.42 min | 2025-05-04 02:39 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460803.13526246 ± 1.42 min | 2025-05-07 15:14 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460806.66001105 ± 1.42 min | 2025-05-11 03:50 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460810.1847596397 ± 1.42 min | 2025-05-14 16:26 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460813.70950823 ± 1.42 min | 2025-05-18 05:01 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460817.23425682 ± 1.42 min | 2025-05-21 17:37 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460820.7590054097 ± 1.42 min | 2025-05-25 06:12 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460824.283754 ± 1.42 min | 2025-05-28 18:48 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460827.80850259 ± 1.42 min | 2025-06-01 07:24 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460831.3332511797 ± 1.42 min | 2025-06-04 19:59 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460834.85799977 ± 1.42 min | 2025-06-08 08:35 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460838.38274836 ± 1.43 min | 2025-06-11 21:11 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460841.9074969497 ± 1.43 min | 2025-06-15 09:46 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460845.43224554 ± 1.43 min | 2025-06-18 22:22 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460848.95699413 ± 1.43 min | 2025-06-22 10:58 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460852.4817427197 ± 1.43 min | 2025-06-25 23:33 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460856.00649131 ± 1.43 min | 2025-06-29 12:09 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460859.5312399 ± 1.43 min | 2025-07-03 00:44 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460863.0559884897 ± 1.43 min | 2025-07-06 13:20 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460866.58073708 ± 1.43 min | 2025-07-10 01:56 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460870.10548567 ± 1.43 min | 2025-07-13 14:31 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460873.6302342596 ± 1.43 min | 2025-07-17 03:07 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460877.15498285 ± 1.43 min | 2025-07-20 15:43 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460880.67973144 ± 1.43 min | 2025-07-24 04:18 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460884.2044800296 ± 1.43 min | 2025-07-27 16:54 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460887.72922862 ± 1.43 min | 2025-07-31 05:30 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460891.25397721 ± 1.43 min | 2025-08-03 18:05 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460894.7787257996 ± 1.43 min | 2025-08-07 06:41 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460898.30347439 ± 1.43 min | 2025-08-10 19:17 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460901.82822298 ± 1.44 min | 2025-08-14 07:52 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460905.3529715696 ± 1.44 min | 2025-08-17 20:28 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460908.87772016 ± 1.44 min | 2025-08-21 09:03 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460912.40246875 ± 1.44 min | 2025-08-24 21:39 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460915.9272173396 ± 1.44 min | 2025-08-28 10:15 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460919.45196593 ± 1.44 min | 2025-08-31 22:50 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460922.97671452 ± 1.44 min | 2025-09-04 11:26 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460926.5014631096 ± 1.44 min | 2025-09-08 00:02 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460930.0262117 ± 1.44 min | 2025-09-11 12:37 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460933.55096029 ± 1.44 min | 2025-09-15 01:13 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460937.07570888 ± 1.44 min | 2025-09-18 13:49 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460940.60045747 ± 1.44 min | 2025-09-22 02:24 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460944.12520606 ± 1.44 min | 2025-09-25 15:00 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460947.64995465 ± 1.44 min | 2025-09-29 03:35 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460951.17470324 ± 1.44 min | 2025-10-02 16:11 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460954.69945183 ± 1.44 min | 2025-10-06 04:47 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460958.22420042 ± 1.44 min | 2025-10-09 17:22 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460961.74894901 ± 1.44 min | 2025-10-13 05:58 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460965.2736976 ± 1.44 min | 2025-10-16 18:34 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460968.79844619 ± 1.45 min | 2025-10-20 07:09 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460972.32319478 ± 1.45 min | 2025-10-23 19:45 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460975.8479433698 ± 1.45 min | 2025-10-27 08:21 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460979.37269196 ± 1.45 min | 2025-10-30 20:56 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460982.89744055 ± 1.45 min | 2025-11-03 09:32 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460986.4221891398 ± 1.45 min | 2025-11-06 22:07 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460989.94693773 ± 1.45 min | 2025-11-10 10:43 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460993.47168632 ± 1.45 min | 2025-11-13 23:19 UT\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m 2460996.9964349098 ± 1.45 min | 2025-11-17 11:54 UT\u001b[0m\n" ] } ], "source": [ "Transits.print_windows()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That looks like a lot of windows! Given the short period of HD 209458 b (3.5 days), we expect about 100 events in a year time!\n", "\n", "However...\n", "\n", "## Plotting the transit window\n", "Lets now plot the observability of transit windows for Paranal." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33mWorking on HD 209458 b\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m with Tc: 2451659.93742, P: 3.52474859 days and T14: 3.072 hours\u001b[0m\n", " \u001b[33mPRINT \u001b[0m | \u001b[33m=========================\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m Transit on: 20250730 - Quality: 1; Uncertainty: 1.43 min\u001b[0m\n", " \u001b[32mINFO \u001b[0m | \u001b[32m Transit on: 20250928 - Quality: 3; Uncertainty: 1.44 min\u001b[0m\n" ] } ], "source": [ "import PTO.telescopes.telescopes as tel\n", "Transits.generate_observability(\n", " location= tel.VLT,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can see the logger is automatically printing the main info about the planet and ephemeris. It also include the precision on the transit center - beware that sometimes the transit can be uncertain enough that the plot is meaningless.\n", "\n", "Well, why do we have only 2 windows, when we had 100 opportunities?\n", "Turns out for Paranal (VLT location), HD 209458 b is not that great target. It is fairly north, with declination of +19 deg. VLT is on the other hand around -20 deg. This means the host star is always quite low on the horizon, even during the best time. \n", "\n", "`PTO` automatically filters out windows where:\n", "\n", "1. Star is not visible.\n", "2. Full transit cannot be observed (there is partial keyword to allow partial transits, but by default it is disabled).\n", "3. No baseline can be observed.\n", "\n", "The observability is defined by:\n", "\n", "1. Within the full night (defined by Sun altitude)\n", "2. Within the airmass limit (2.2, for ESPRESSO) \n", "\n", "Both calculated windows look like this:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "![Q3_20250731_HD209458b](Q3_20250731_HD209458b.png)\n", "![Q8_20250929_HD209458b](Q8_20250929_HD209458b.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Tip: By default, a working directory is used to save the transit window plots. You can adjust this by setting the `directory` attribute in `Windows` class." ] }, { "cell_type": "markdown", "metadata": {}, "source": [] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 2 }