I first tried to develop this algorithm on my own, but I did not find the same JDE as mentionned in the book for the new moon of 1977.
And when I tried with yours, it's the same error.
With your code, we get : JDE = 244 3192.9410204203 (for k = -283, get from the book p.253)
But the book gives : 2443 192.65118
All value are good, until we reach the planetary correction and the global corrections. I totaly agree with your formulas, as I code the same... Did you have any clues about that ?
Hi !
First of all, amazing job !
I first tried to develop this algorithm on my own, but I did not find the same JDE as mentionned in the book for the new moon of 1977. And when I tried with yours, it's the same error.
With your code, we get : JDE = 244 3192.9410204203 (for k = -283, get from the book p.253) But the book gives : 2443 192.65118
All value are good, until we reach the planetary correction and the global corrections. I totaly agree with your formulas, as I code the same... Did you have any clues about that ?
Thank you a lot !