| 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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