ut2lst | R Documentation |
Functions to calculate local sidereal time (LST) or hour angle (HA) from Universal time (strictly, UTC1).
ut2lst(yr = 2012, mo = 1, dy = 1, hr = 0, mi = 0, se = 0, lon.obs = "W 79d 50.5m") ut2ha(yr = 2012, mo = 1, dy = 1, hr = 0, mi = 0, se = 0, ra.sou = "13h 31m 08.3s", lon.obs = "W 79d 50m 23.4s")
yr |
UT1 Year |
mo |
UT1 Month number |
dy |
UT1 Day number |
hr |
UT1 Hour |
mi |
UT1 Minute |
se |
UT1 Seconds |
ra.sou |
String with source Right Ascension |
lon.obs |
String with observatory longitude |
If this input is hr = Sys.time()
the function uses system time,
including conversion to UT. UT is within a few seconds of UT1.
Returns decimal local sidereal time in range 0 to 24 hours and
hour angle from -1 to 12 hours, with class fracHrs
(prints as
h:m:s). For elapsed siderial time difference over multiple sidereal
days, difference UT days (from e.g. ut2dmjd
) and
multiply by 1.002737909350795.
Spot checks show values match tabulated values in The Astronomical Almanac within ~0.01 seconds.
Andrew Harris
Greenwich mean sidereal time (GMST) at 0h UT1 from the "Explanatory Supplement to the Astronomical Almanac, " Seidelmann (ed), c. 1992. Approximate equation of the equinoxes from http://aa.usno.navy.mil/faq/docs/GAST.php.
ymd2jd
, gmst1
, dms2rad
and
hms2rad
for input formats, Sys.time
,
Sys.timezone
and time zone examples in as.POSIXlt
.
# LST at UT1 midnight on the first of every month for Green Bank, WV, USA midLST <- ut2lst(yr = 2012, mo = 1:12, dy = 1, hr = 0, mi = 0, se = 0, lon.obs="W 79d 50.5m") str(midLST) midLST # LST at EST midnight on the first of every month for Green Bank, WV, USA # (EST = UT1-5 hours) midLST <- ut2lst(yr = 2012, mo = 1:12, dy = 1, hr = -5, mi = 0, se = 0, lon.obs="W 79d 50.5m") str(midLST) midLST # LST in Green Bank, WV, USA, now, and 12 hours from now. ut2lst(Sys.time()) ut2lst(Sys.time() + 12*3600) # Hour angle of 3C286 in Green Bank now (using function defaults) ut2ha(Sys.time())
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