Can I read Andoyer construction for Hill and Delaunay variables on EtoBox?

Andoyer construction for Hill and Delaunay variables by Laskar, Jacques is a scholarly article available to read on EtoBox.

What is Andoyer construction for Hill and Delaunay variables about?

Andoyer variables are well known for the study of rotational dynamics. These variables were derived by Andoyer through a procedure that can be also used to obtain the Hill variables of the Kepler problem. Andoyer construction can also forecast the Delaunay variables which canonicity is then obtained without the use of a generating function.

Author

Laskar, Jacques

Published

2014

Language

EN