"
icon above each section. Details concerning the function are found in the Function
Detail sheets -- explained below.
Function Detail Sheets
Clicking on section titles
brings up a sheet with in-depth explanation and usage examples for the
functions in that section. Function sections on these sheets are formatted
as follows with additional notes below:

Function Title: describe
the task to be accomplished
See Also: xxxx(): usually
the function that accomplishes the opposite conversion
Note: explanatory
background notes indicate function units, accuracy and usage
Resource: source of
these functions
Function Section: the
actual functions to accomplish the task
Example: demonstrates
the function. User can change input values to test function

Resource Notes
Equations are adopted from the
following listed sources. Functions may have been modified from the form
found in the resources to incorporate enhanced features or return values
from a different origin. The first column shows the bracketed
abbreviations used in the formula sections. Underlined titles are
hyperlinks for more information. If you are new to astronomical computing
the [AA] reference is a very useful learning tool. See more
on these resources.
[AA]: Astronomical
Algorithms, Jean Meeus, Willmann-Bell, Inc., 1991 2nd Printing
[CC]: Celestial Computing,
David Eagle, self-published, (issue noted in Resource)
[ESAA]: Explanatory
Supplement to the Astronomical Almanac, P.K. Seidelmann,
University Science Books, 1992
[PAC]: Practical
Astronomy with Your Calculator, Peter Duffett-Smith, Cambridge
University Press, 1979
[S&T]: Sky &
Telecope, Sky Publishing Corporation, (issue noted in Resource)
[TAA]: The Astronomical
Almanac for the Year 1997, US Naval Observatory, US Government
Printing Office, 1996
Function Notes
The Standard edition of Mathcad
does not allow programming, so nested functions were employed to reduce
every task to one function call. Function placement on the sheets is
predicated by the fact that each equation builds on prior equations. Here
are some important points concerning functions: