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Right Ascension
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Declination
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Geocentric Longitude
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Geocentric Latitude
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Distance [km]
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Azimuth
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Elevation
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Note:
- Azimuth is measured in degrees clockwise from north.
- Elevation is measured in degrees up from the horizon.
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Directions
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Select a location from the City pull down menu, OR select "Enter
Lat/Long ->" from the pull down menu, and manually enter the latitude,
longitude and time zone information in the appropriate text boxes. For this
calculator, latitude is positive to the NORTH, and longitude is positive to the
WEST of the prime meridian.
Latitude and Longitude can be in deg/min/sec, or decimal degrees entered in the
"Deg:" field. (If you enter decimal degrees in the degrees field, please clear
the minutes and seconds fields, or they will be added in.) If you select a city
from the pull down menu, the latitude, longitude and time zone fields will be
filled in by the program. If you want to input latitude, longitude or time zone
manually, be sure to select "Enter Lat/Long -->" from the City pull down box,
or your numbers will be overwritten by the selected city's location.
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You can enter a different time zone for a location by selecting "Enter Lat/Long
-->" in the City pull down box. Otherwise the time zone associated with the
selected city's Local Standard Time will be automatically entered. Selecting
"Yes" in the Daylight Saving field will cause the lunar position calculation to
assume the current time has been adjusted forward one hour from standard time.
If you are uncertain of the time zone for a location, refer to
Time Zone Table.
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The program retrieves the current date and time from your computer, and fills in
these values in the date/time fields. To perform calculations for a different
date, simply select the month in the pull down box, and enter the day and four
digit year in the appropriate input boxes. Time of day for the calculation can
be changed in the same way.
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Hit the "Calculate Lunar Position" button. Once the calculations are
complete, you may use your browser's "Print" function to obtain a hardcopy of
the results.
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Note that for latitudes greater than 72° north or less than 72° south, accuracy
may be lower due in part to the effects of
atmospheric refraction.
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For interpretation of Lunar Phase visit: Lunar Phase Animation by Adam Wiktor Kamela.
For more astronomical objects data visit: JavaScript Ephemeris by Peter Hayes.
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