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Description of Astrolabe Features
- The transparency overlay has a large outer circle with the
Universal Time (see below) marked on it. The set of smaller
concentric circles are circles of altitude above the horizon (which is
the outermost of these circles). This represents the part of the sky
that you can see from your latitude. The heavy line is the limit for
altitude = 18 degrees (when the sun reaches this limit it is the
beginning or end of twilight). The offcenter circle is the path of the
sun through the year the ecliptic. The vertical line passing through
the circles of altitude represents the meridian, the imaginary line
passing through the zenith (directly over head) and the north celestial
pole (an extension of the Earths north pole into the sky).
- There are two grids with stars. The once with the greatest number of
stars is the Northern hemisphere sky down to about magnitude 6. The
outermost scale along the outer circle is the date. Next inward is a
scale of right ascension (a celestial coordinate equivalent to Earths
longitude, expressed in hours). Moving on concentric circles towards
the center, the declination is increasing (a celestial coordinate
equivalent to Earths latitude). The heavy (bold) circle is at
declination = 0 deg, which is called the celestial equator.
- The second grid with stars (less densely populated) is the side which
you may want to customize. I have plotted objects of naked eye and
binocular interest from Nortons 2000.0 Star Atlas and Reference
Handbook, Ed. I. Ridpath, John Wiley & Sons, Inc. New York. The
filled circles represent bright deep sky objects (nebulae, clusters and
galaxies) and widely separated binary star pairs. The open circles
represent stars which change in brightness (variable stars) which have
large ranges in brightness and short enough periods to make school
projects.
- The final sheet has lines of elevation marked off for determining how
high a star is above the horizon.
- The UT (universal time) is the time in Greenwich, England. To make use
of the astrolabe we will use UT, so you need to know how many hours
from England you are:
| Location | No Daylight Savings | Daylight Sa
vings |
| Honolulu HI | -10 hrs | N/A |
| Tucson, AZ | -7 hrs | N/A |
| Pacific Time Zone | -8 hrs | -7 |
| Mountain Time Zone | -7 hrs | -6 |
| Central Time Zone | -6 hrs | -5 |
| Eastern Time Zone | -5 hrs | -4 |
Exercises
View of the Sky for Any Particular Time
- Select a date and local time, then convert the local time to UT
(remember to use a 24 hour clock).
- Rotate the insert until the date lines up with the UT on the overlay.
The stars inside the horizon circle (altitude = 0 degrees) will be what
stars are visible.
When an Object Rises or Sets
- Rising is defined as when an object passes above zero degrees
elevation, (although if you have mountains or other obstructions on
your horizon you can set the elevation limit for rising to an arbitrary
number).
- Rotate the insert to place the object of interest on the horizon (in
the East for rising, and in the West for setting).
- Look for the date of observation along the outer edge of the insert and
read off the UT that it lines up with.
- Convert from UT to local time this will be the local time that the
object rises or sets.
Using the Astrolabe as a Timepiece
- Select a star that you can identify on the star chart on the insert.
Find this star in the sky.
- Use the back of the astrolabe holder (the side opposite the overlay)
and hold the corner where it is marked between the thumb and
forefinger.
- Put your eye for viewing at one of the corners labeled for high or low
altitudes depending on whether your object is high or low.
- Sight along the elevation lines and estimate the altitude above the
horizon that your object is (best to just mark it with your finger,
then shine flashlight on the grid to read it).
- Turn the astrolabe over and rotate the insert until the star is on the
altitude circle you just measured.
- Find the date, and read off the UT (and convert to local time).
- You should notice that there are 2 possible solutions for time, since
you can put the object either E or W of the meridian. Therefore you
should measure two stars, and write down the 2 possible times you get
for each. Only the correct time will match up for both stars. This
works best with stars closer to the horizon either due East or due
West.
Determining the time of the Year
- Rotate the insert until the stars inside the horizon circle more or
less match up with the sky that you see.
- Convert your local time to UT, and read off the date from under the UT
on the overlay Estimating the Local Sidereal Time
- Put the date under the current UT, and then sidereal time will be the
RA of the object on the meridian
Sunrise, Sunset and Twilights
- The ecliptic is defined as the path of the Earth around the sun, or as
seen from Earth, the path of the sun through the sky projected on the
stars. This is drawn as the off center ellipse on both sides of the
insert. You can plot the position of the sun along this, to estimate
where the sun is at any given time (you can look these up yourself in
the magazine Sky & Telescope).
- Plot the position of the sun on your astrolabe for the date of interest
(use water soluble pens on your laminated insert - or a removable
sticky). Figure out the rise/set times as in the exercise above.
- Plot the position of the sun on your astrolabe for the date of interest
(use water soluble pens on your laminated insert - or a removable
sticky). Figure out the rise/set times as in the exercise above.
- End of or beginning of astronomical twilight (the first perceptible
twilight) is when the sun is 18 degrees below the horizon. You can
estimate this time by putting the sun under the 18 degree line on the
overlay. Nautical twilight is defined when the sun is 12 degrees below
the horizon and Civil twilight when the sun is 6 degrees below.
| Date | RA | Dec | Date | RA | Dec |
| Jan-1 | 18:41 | -23:05 | Jul-1 | 06:40 |
+23:07 |
| Feb-1 | 20:58 | -17:08 | Aug-1 | 08:45 |
+18:04 |
| Mar-1 | 22:48 | -07:39 | Sep-1 | 10:41 |
+08:20 |
| Apr-1 | 00:42 | +04:28 | Oct-1 | 12:28 |
-03:07 |
| May-1 | 02:32 | +15:01 | Nov-1 | 14:25 |
-14:22 |
| Jun-1 | 04:35 | +22:02 | Dec-1 | 16:28 |
-21:46 |
Finding Moving Objects
- Magazines readily available, such as Sky & Telescope publish the
positions of the planets and sometimes bright comets for subsequent
months. You can plot these moving objects non-permanently with pens or
stickies to be able to plan when to observe them (rising / setting
times etc.). Positions for July 1997:
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