|
(675) Ludmilla |
| ephemeris |
date |
magn |
radius |
delta |
ra |
dec |
elong |
phase |
| Today | 6 Nov 2025 | 14.1 | 2.997 AU | 3.768 AU | 12h25m | -11°11' | 33.9° | 10.6° |
| Opposition | 16 Apr 2026 | 12.8 | 3.229 AU | 2.241 AU | 13h21m | -21°22' | 168.1° | 3.7° |
(675) Ludmilla - 2025-11-06
astro.vanbuitenen.nl
The interactive orbit chart above shows the body's path through the solar system and its position at the given date.
Green and blue lines are shown perpendicular to the ecliptic plane: Green if the path is above the ecliptic plane, blue if it is below.
(Left-click and drag to rotate the view; Right-click and drag to move the view; Use scroll wheel to zoom in our out.)
The orbital elements of Ludmilla are:
e (Eccentricity) : 0.2049900
a (Semimajor axis) : 2.7670382
i (Inclination) : 9.81098
Ω (Longitude of ascending node) : 262.98651
ω (Argument of perihelion) : 152.33979
M (Mean anomaly) : 106.42210
Epoch : 2025 Nov 21
L (Longitude of perihelion) : 235.67192
B (Latitude of perihelion) : 4.53704
P (Orbital period in years) : 4.60
The light curve chart below shows the estimated development of the minor planet's magnitude.
The all-sky chart below shows the path of the minor planet over the same period as the light curve. The current position is marked yellow.
The following chart shows the path of the minor planet in the next few days. The field of view is optimized for (~10x50) binoculars and finderscopes.
Ephemerides:
Date Time RA (2000) DEC (2000) delta radius elong phase PA magn
2025-11-06 00:00 UT 12 25 36.1 -11 11 37 3.768 2.997 33.9 10.6 282 14.1
2025-11-06 09:31 UT 12 26 06.9 -11 15 18 3.766 2.998 34.2 10.7 282 14.1
2025-11-07 00:00 UT 12 26 53.8 -11 20 52 3.762 2.999 34.6 10.8 282 14.1
2025-11-08 00:00 UT 12 28 11.3 -11 30 05 3.756 3.001 35.2 11.0 282 14.1
2025-11-09 00:00 UT 12 29 28.5 -11 39 18 3.749 3.003 35.8 11.1 283 14.1
2025-11-10 00:00 UT 12 30 45.5 -11 48 28 3.742 3.004 36.5 11.3 283 14.1
2025-11-11 00:00 UT 12 32 02.2 -11 57 38 3.736 3.006 37.1 11.5 283 14.1
2025-11-12 00:00 UT 12 33 18.6 -12 06 45 3.729 3.008 37.8 11.6 283 14.1
2025-11-13 00:00 UT 12 34 34.8 -12 15 52 3.722 3.010 38.4 11.8 283 14.1
2025-11-14 00:00 UT 12 35 50.6 -12 24 57 3.715 3.011 39.0 11.9 284 14.1
2025-11-15 00:00 UT 12 37 06.2 -12 34 00 3.707 3.013 39.7 12.1 284 14.1
2025-11-16 00:00 UT 12 38 21.5 -12 43 02 3.700 3.015 40.3 12.3 284 14.1
2025-11-17 00:00 UT 12 39 36.5 -12 52 02 3.692 3.017 41.0 12.4 284 14.1
2025-11-18 00:00 UT 12 40 51.1 -13 01 00 3.685 3.018 41.7 12.6 284 14.1
2025-11-19 00:00 UT 12 42 05.5 -13 09 57 3.677 3.020 42.3 12.7 284 14.1
2025-11-20 00:00 UT 12 43 19.5 -13 18 52 3.669 3.022 43.0 12.9 285 14.1
2025-11-21 00:00 UT 12 44 33.1 -13 27 45 3.661 3.024 43.6 13.0 285 14.1
2025-11-22 00:00 UT 12 45 46.5 -13 36 36 3.653 3.025 44.3 13.2 285 14.1
2025-11-23 00:00 UT 12 46 59.5 -13 45 25 3.644 3.027 45.0 13.3 285 14.1
2025-11-24 00:00 UT 12 48 12.1 -13 54 12 3.636 3.029 45.6 13.5 285 14.1
2025-11-25 00:00 UT 12 49 24.4 -14 02 58 3.627 3.031 46.3 13.6 285 14.1
2025-11-26 00:00 UT 12 50 36.3 -14 11 41 3.618 3.032 47.0 13.8 285 14.1
2025-11-27 00:00 UT 12 51 47.8 -14 20 22 3.610 3.034 47.7 13.9 286 14.1
2025-11-28 00:00 UT 12 52 59.0 -14 29 01 3.601 3.036 48.3 14.1 286 14.1
2025-11-29 00:00 UT 12 54 09.7 -14 37 38 3.592 3.037 49.0 14.2 286 14.1
2025-11-30 00:00 UT 12 55 20.1 -14 46 12 3.582 3.039 49.7 14.3 286 14.1
2025-12-01 00:00 UT 12 56 30.1 -14 54 44 3.573 3.041 50.4 14.5 286 14.1
Terminology:
delta: distance between minor planet and earth in AU
radius: distance between minor planet and sun in AU
magn: magnitude (brightness) estimate
ra: right ascension in hours (24h = 360deg)
dec: declination in degrees
elong: elongation in degrees (angle sun-earth-minor planet)
phase: phase angle in degrees (angle sun-minor planet-earth)
AU: Astronomical Unit (mean distance between earth and sun: 149597870.7 km
Orbital elements provided by the MPC (Minor Planet Center).
Calculations by a modified version of AAPlus, a C# implementation of the AA+ project by PJ Naughter from the algorithms presented in the book "Astronomical Algorithms" by Jean Meeus.
NGC2000 dso catalog and star labels from VizieR as provided by the Strasbourg astronomical Data Center.
Tycho2 catalog from the ESO archive.