…continued
Star-Finding with a PlanisphereFine Points
A further complication is that a planisphere works correctly for only one narrow range of latitudes on Earth. Fortunately, many models come in several editions, each for a particular latitude range.
The local mean time correction (in minutes) for various U.S. cities is given in the following table. Apply the numbers in the table to your standard time to get local mean time, which is planisphere time. Fortunately, even a half hour one way or the other doesn't really matter for most star finding, so you can probably get away with ignoring this refinement if you want.
| Anchorage |
60 |
Kansas City |
18 |
| Atlanta |
38 |
Los Angeles |
+7 |
| Bismarck |
43 |
Memphis |
0 |
| Boise |
45 |
Miami |
21 |
| Boston |
+16 |
Minneapolis |
13 |
| Buffalo |
15 |
New Orleans |
0 |
| Chicago |
+10 |
New York |
+4 |
| Cincinnati |
38 |
Philadelphia |
1 |
| Cleveland |
27 |
Pittsburgh |
20 |
| Dallas |
27 |
Richmond |
10 |
| Denver |
0 |
Rochester, N.Y. |
10 |
| Detroit |
32 |
St. Louis |
1 |
| Durham |
16 |
Salt Lake City |
28 |
| El Paso |
6 |
San Francisco |
10 |
| Helena |
28 |
Santa Fe |
4 |
| Honolulu |
31 |
Seattle |
10 |
| Houston |
21 |
Tucson |
24 |
| Indianapolis |
44 |
Tulsa |
24 |
| Jacksonville |
27 |
Washington, D.C. |
8 |
In fact, if you just want to know which constellations are up and where they are, a planisphere's limitations can largely be overlooked. It's remarkable that such a simple working model of the sky can work so well.null



