Calculating Moon Coordinates During Solar Eclipse of August 11, 1999

In summary, the conversation is about using a program to predict solar eclipses by computing the Cartesian coordinates of the Moon during the eclipse of August 11, 1999. The conversation also mentions using the web interface or email interface of Horizons to obtain accurate coordinates.
  • #1
Andru10
21
0
Hello, I am new to this forum and this is my first thread! :)

I would like to know how I can compute the Cartestian Coordinates (x,y,z) of the Moon, with the Earth at the origin during the eclipse of August 11 1999 at the time of the greatest eclipse point (http://en.wikipedia.org/wiki/Solar_eclipse_of_August_11,_1999). I'm trying to create a program that can predict Solar eclipses.
I have chosen the (x,y) plane to be the ecliptic plane (Earth-Sun plane), so the z coordinate of the Moon would have to be almost 0. I say almost 0 because, when I say coordinates, I'm referring to the coordinates of the center of the Moon ... and the center of the Moon, the center of the Earth and the center of the Sun weren't colinear during that eclipse (honestly I doubt there was an eclipse in which they were perfectly colinear). My program only works with points, not whole objects (not yet at least).

Thank you!
 
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  • #2
51ESGVZBMPL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA240_SH20_OU15_.jpg
512G4AET7YL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA240_SH20_OU15_.jpg


You might find them in your library - there are a few other books on astronomy coordinates but these are probably the easiest.

ps. you almost certainly don't want to work in XYZ but in Earth centred ra-dec
 
  • #3
Last edited by a moderator:
  • #4
I find it easier to use Horizons email interface rather than the web interface, as you can create a template and use it over again with modifications. For example, sending the following email to horizons@ssd.jpl.nasa.gov, and putting the word job in the subject line gives you your desired data.
!$$SOF
EMAIL_ADDR=''
START_TIME = '1999-Aug-11 11:03:00'
STOP_TIME = '1999-Aug-11 11:03:01'
TABLE_TYPE = 'Vector'
REF_PLANE = 'Ecliptic'
CENTER = '@399'
COMMAND='301'
!$$EOF

Horizons immediately mails you back an email that contains the following data. The numbers I boldfaced are your x,y,z positions, and x,y,z velocities.
$$SOE
2451401.960416667 = A.D. 1999-Aug-11 11:03:00.0000 (CT)
-2.787121218555445E+05 2.483354892822721E+05 3.199372342106552E+03
-7.316006084987076E-01 -7.570767396262709E-01 9.717839080361770E-02

1.245231885498317E+00 3.733111277335151E+05 4.341645356342641E-02
$$EOE
 
  • #5
Thank you all very much! This has been extremely helpful! :)
 

Related to Calculating Moon Coordinates During Solar Eclipse of August 11, 1999

What are Moon coordinates?

Moon coordinates are a set of numbers or values that represent a specific location on the surface of the Moon.

Why are Moon coordinates important?

Moon coordinates are important for navigation and communication with astronauts and spacecraft that are exploring or orbiting the Moon. They also help astronomers and scientists to identify and study specific features or locations on the Moon's surface.

How are Moon coordinates determined?

Moon coordinates are determined using a coordinate system called selenographic coordinates, which divides the Moon's surface into a grid of latitude and longitude lines. These coordinates are then measured and recorded using data from spacecraft and telescopes.

Can Moon coordinates change?

Yes, Moon coordinates can change over time due to factors such as the Moon's rotation, impact events, and changes in its orbit. Newer and more accurate measurements may also lead to updates in the coordinates of certain locations on the Moon's surface.

How accurate are Moon coordinates?

The accuracy of Moon coordinates depends on the method and data used to determine them. Generally, modern measurements and techniques can provide coordinates with a margin of error of a few kilometers or less.

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