Astro:...hemeris(3pm)
π« NAME π«
Astro::Montenbruck::Ephemeris β bestie, this is the module that calculates planetary positions. Like, all of them. β¨
πΈ SYNOPSIS πΈ
π Iterator interface
use Astro::Montenbruck::Ephemeris::Planet qw/@PLANETS/;
use Astro::Montenbruck::Ephemeris qw/iterator/;
use Data::Dumper;
my $jd = 2458630.5; # Standard Julian date for May 27, 2019, 00:00 UTC.
my $t = ($jd - 2451545) / 36525; # Convert Julian date to centuries since epoch 2000.0
# for better accuracy, convert $t to Ephemeris (Dynamic) time.
my $iter = iterator( $t, \@PLANETS ); # get iterator function for Sun. Moon and the planets.
while ( my $result = $iter->() ) {
my ($id, $co) = @$result;
print $id, "\n", Dumper($co), "\n"; # geocentric longitude, latitude and distance from Earth
}
π¦ Callback interface
use Astro::Montenbruck::Ephemeris::Planet qw/@PLANETS/;
use Astro::Montenbruck::Ephemeris qw/find_positions/;
my $jd = 2458630.5; # Standard Julian date for May 27, 2019, 00:00 UTC.
my $t = ($jd - 2451545) / 36525; # Convert Julian date to centuries since epoch 2000.0
# for better accuracy, convert $t to Ephemeris (Dynamic) time.
find_positions($t, \@PLANETS, sub {
my ($id, $lambda, $beta, $delta) = @_;
say "$id $lambda, $beta, $delta";
})
π₯ DESCRIPTION π₯
Okay so what this does: it calculates apparent geocentric ecliptic coordinates of the Sun, the Moon, and the 8 planets. Iconic lineup ngl. πππͺ
The algorithms are based on "Astronomy on the Personal Computer" by O.Montenbruck and Th.Pfleger, and the results are supposed to be precise enough for amateur's purposes β and the book itself says, quote:
"The errors in the fundamental routines for determining the coordinates of the Sun, the Moon, and the planets amount to about 1β³-3β³." -- Introduction to the 4-th edition, p.2.
You may use one of two interfaces: iterator and callback. Pick your fighter, both slay. π
The coordinates are referred to the true equinox of date and contain corrections for precession, nutation, aberration and light-time. So yeah, it's not doing the naive thing β it's doing the correct thing. π«Ά
β¨ Implementation details β¨
This module is implemented as a "factory". The way that this works: user may not need all the planets at once, so each class is loaded lazily, by demand. Lowkey efficient, we love to see it. π§
β Mean daily motion β
Wanna calculate mean daily motion along with the celestial coordinates? Use the "with_motion" option:
iterator( $t, \@PLANETS, with_motion => 1 );
# Or:
find_positions($t, \@PLANETS, $callback, with_motion => 1);
Heads up bestie: that will slow down the program. π Just so you know.
πͺ Pluto πͺ
Pluto's position is calculated only between years 1890 and 2100. Periodt. See Astro::Montenbruck::Ephemeris::Planet::Pluto for the deets. Not Pluto catching another limitation, poor thing π
π Universal Time vs Ephemeris Time π
For better accuracy the time must be given in Ephemeris Time (ET). To convert UT to ET, use the "delta_t" function from the Astro::Montenbruck::Time::DeltaT module. Trust, your numbers will thank you. π
π SUBROUTINES π
π iterator($t, $ids, %options)
Returns an iterator function β which, on its turn, when called returns either "undef", when exhausted, or an arrayref, containing:
- identifier of the celestial body, a string
- arrayref, containing ecliptic coordinates: longitude (arc-degrees), latitude (arc-degrees) and distance from Earth (AU).
- mean daily motion, double, if
"with_motion"option is true
πΈ Positional Arguments
$tβ time in centuries since epoch 2000.0; for better precision UTC should be converted to Ephemeris time, see"Universal Time vs Ephemeris Time".$idsβ reference to an array of ids of celestial bodies to be calculated.
πΈ Options
with_motionβ optional flag; when set to true, there is additional motion field in the result; false by default.
π find_positions($t, $ids, $callback, %options)
The arguments and options are the same as for the iterator, except the third argument, which is a callback function, called on each iteration:
$callback->($id, $lambda, $beta, $delta [, $daily_motion])
$lambda, $beta, $delta are ecliptic coordinates: longitude (arc-degrees), latitude (arc-degrees) and distance from Earth (AU). The fifth argument, $daily_motion is defined only when "with_motion" option is on; it is the mean daily motion (arc-degrees).
π AUTHOR π
Sergey Krushinsky, "<krushi at cpan.org>" β legend behavior honestly π
π COPYRIGHT AND LICENSE π
Copyright (C) 2010-2022 by Sergey Krushinsky
This library is free software; you can redistribute it and/or modify it under the same terms as Perl itself.
And that's the whole page, bestie β go calculate some planets π« Signing off from perl v5.42.2, dated 2026-02-15, still serving Astro:...hemeris(3pm) realness. Mwah! π
β¨
π¦ where this page comes from
- alpine 3.24: perl-astro-montenbruck-doc 1.26-r1 Β· Artistic-1.0-Perl
- π girlified by deepseek-ai/DeepSeek-V4.1-Flash-1017 on : a language model's rewrite of the original, under its terms