Kanzelhöhe Observatory

By clicking on the map the geographic latitude and longitude is used for the calculations.

Solar Ephemeris Calculation Utility

For calculation of the Solar Ephemeris enter a date in the given format and press the Calculate button! Note: Values valid from the year -2000 to 6000, with an uncertainty of +/- 0.0003 degrees. Source code: SPA calculator from US Department of Energy, (Reference: Reda, I.; Andreas, A., Solar Position Algorithm for Solar Radiation Applications, Solar Energy. Vol. 76(5), 2004; pp. 577-589)

Date	UTC		Latitude (N pos.)		Longitude (E pos.)		Julian Date
			°		°		2460425.7222
Solar Position	R. A.	33.20^°	Decl.	13.35^°	Dist. (AU)	1.006	App. Diam.	1908.52^"
Phys. Ephem.	P	-24.956^°	B_o	-4.711^°	L_o	148.955^°	Carr #	2283
Pos. @ KSO	Azim.	83.87^°	Height	12.66^°	Noon	11:02:16	Height_noon	56.75^°
	Horizon (H=0°):		Sunrise	03:58:55	Sunset	18:06:30	Daylength	14:07:35
	Orographic Horizon:		Sunrise	04:09:14	Sunset	18:02:43	Daylength	13:53:29

There exists also an API to get these values:

https://www.kso.ac.at/beobachtungen/ephem_api.php?date=20220607&time=13:26:55&lat=46.6783&lon=13.9067

returns all values for the location of the Observatory at 13:26:56 on June 7 2022

https://www.kso.ac.at/beobachtungen/ephem_api.php?date=20220607&time=13:26:55&lat=46.6783&lon=13.9067&JD

returns only the Julian Date for the location of the Observatory at 13:26:56 on June 7 2022

https://www.kso.ac.at/beobachtungen/ephem_api.php?date=20220607&time=13:26:55&lat=46.6783&lon=13.9067&JD&Decl

returns the Julian Date and the declination for the location of the Observatory at 13:26:56 on June 7 2022

the parameters are:

date=	Date[yyyymmdd]	time=	Time[HH:MM:SS]	lat=	geogr. Latitude[deg]	lon=	geogr. Longitude[deg]
JD	Julian Date	RA	Right Aszension[deg]	Decl	Declination[deg]
Dist	Distanz[AU]	Dia	Diameterer{arcsec]	H	Height[deg]	Az	Azimuth[deg]
Rise	Sunrise[UTC]	Set	Sunset[UTC]	Noon	Noon[UTC]	NoonH	Height at Noon
P	Polar Angle[deg]	B0	Inclination[deg]	Lon	Heliogr. Longitude[deg]	Carr	Carrington Rotation

Input Values
Day: Day for calculation in the format yyyymmdd.
Time: Time in UTC in the format hh:mm:ss. The calculations are done in UTC - no correction for time zones!
Latitude: Latitude of the observer in degrees, North is positive.
Longitude: Longitude of the observer in degrees, East is positive.
Output Values
Julian Date: Consecutively numbered days since Jan 01, 4713 B.C. (days start at noon 12 UTC!)
R. A.: Right Ascension of the Sun.
Decl.: Declination of the Sun.
Dist.: Distance of the Sun, measured in astronomical units (A. U.)
App. Diam.: Apparent diameter of the Solar disk, measured in arc seconds.
P: Position angle of the northern extremity of the axis of Solar rotation, measured eastwards from the North point of the Solar disk.
B_o: Heliographic latitude of the central point of the Solar disk. Angle of inclination of the Solar equator on the Ecliptic (counted positive if Solar North Pole is visible).
L_o: Heliographic longitude of the central point of the Solar disk, measured towards West (i. e. in direction of Solar rotation) from the hypothetical prime meridian which rotates with a mean synodical (Carrington) period of 27.2753 days.
Carr #: Number of Solar rotations since Nov. 9, 1853
Azim.: Azimuth of the Sun at observers position, measured from North eastwards.
Height: Height of the Sun above Horizon at observers position. Not corrected for refraction!
Sunrise, Sunset: Sunrise and Sunset at observers position in Universal Time Coordinated (UTC). Sunrise and Sunset are defined as times where the upper limb of the Solar disk appears to be at the horizon, correction for refraction (≅0.83 deg) under normal conditions is considered.


		Uni Graz Editor