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Solar System Ephemeris

Solar System Ephemeris

Universal Time (UTC): Friday    2025-05-02 22:58:25
UTC Adjustment (Time - UTC):              -05:00
                                -------------------
Date, Time:           Friday    2025-05-02 17:58:25

Longitude: West 90.00000° =  90° 00' 00"
Latitude: North 40.00000° =  40° 00' 00"

Julian Day: 2460798.45723380 (+101.8s = Dynamical time)
Local Sidereal Time: 07h 44.5m
Moon Phase: First Quarter -20°

         --Equinox of Date--  ----Horizon---  ---Ecliptical--  Anglr
Object       RA        Dec    Azimuth    Alt   Elong  Constel  Size  Illum
-------  ---------  --------  --------  ----  ------  -------  -----  ----
Sun      02h 41.3m  +15° 40'   93° W    +21°          Ari      31.7'
Mercury  01h 11.7m  +04° 31'   99° W     -2°   25° W  Psc       6.6"   62%
Venus    00h 03.5m  +01° 13'  108° WNW  -17°   41° W  Psc      35.7"   30%
Mars     08h 37.6m  +20° 32'  326° SE   +67°   84° E  Cnc       6.5"   90%
Jupiter  05h 24.2m  +22° 56'   71° WSW  +56°   39° E  Tau      33.6"
Saturn   23h 56.0m  -02° 37'  106° WNW  -21°   45° W  Psc      16.1"
Uranus   03h 36.7m  +19° 08'   88° W    +33°   14° E  Tau       3.4"
Neptune  00h 06.3m  -00° 42'  106° WNW  -18°   42° W  Psc       2.2"
Pluto    20h 28.1m  -22° 44'  149° NNW  -69°   99° W  Cap       0.1"
Moon     07h 42.7m  +25° 47'    2° S    +76°   70° E  Gem      32.1'   33%

Click here for an explanation of the ephemeris.

Request Form

A solar system ephemeris is a list of solar system objects — the Sun, Moon and planets — and their positions as seen from a certain place at a certain time.

Click here for an explanation of the ephemeris request form.

Date: Year , Month , Day
Time: Hour , Minute , Second
UTC Adjustment (Time - UTC): Hour , Minute
Longitude: West East
  in (A) Degrees, decimal point and decimals
  or (B) Degrees , Minutes , Seconds
Latitude: North South
  in (A) Degrees, decimal point and decimals
  or (B) Degrees , Minutes , Seconds
Equinox: Equinox of Date J2000.0

Make changes as desired in the form above and .

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